ZPG  4.0
Open GL Engine
worker.h
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1 typedef struct Vertex
2 {
3  float Position[3];
4  float Normal[3];
5 } Vertex;
6 float pocetPrvku=30681;
7 //glDrawArrays(GL_TRIANGLES, 0, pocetPrvku);;
8 const Vertex vertices[30681] = {
9 {{-0.064545 , 0.029211 , -0.135778 },{ 0.694255 , -0.266670 , 0.668504}},
10 {{-0.061925 , 0.039707 , -0.134312 },{ 0.694255 , -0.266670 , 0.668504}},
11 {{-0.071073 , 0.032732 , -0.127594 },{ 0.694255 , -0.266670 , 0.668504}},
12 {{-0.064545 , 0.029211 , -0.135778 },{ 0.723393 , -0.196950 , 0.661750}},
13 {{-0.071073 , 0.032732 , -0.127594 },{ 0.723393 , -0.196950 , 0.661750}},
14 {{-0.072170 , 0.023068 , -0.129271 },{ 0.723393 , -0.196950 , 0.661750}},
15 {{-0.071073 , 0.032732 , -0.127594 },{ 0.647125 , -0.126764 , 0.751771}},
16 {{-0.078997 , 0.028213 , -0.121535 },{ 0.647125 , -0.126764 , 0.751771}},
17 {{-0.079314 , 0.019324 , -0.122761 },{ 0.647125 , -0.126764 , 0.751771}},
18 {{-0.072170 , 0.023068 , -0.129271 },{ 0.714822 , -0.197551 , 0.670822}},
19 {{-0.071073 , 0.032732 , -0.127594 },{ 0.714822 , -0.197551 , 0.670822}},
20 {{-0.079314 , 0.019324 , -0.122761 },{ 0.714822 , -0.197551 , 0.670822}},
21 {{-0.080802 , 0.098674 , -0.178768 },{ -0.736258 , 0.022350 , -0.676331}},
22 {{-0.095078 , 0.090415 , -0.163500 },{ -0.736258 , 0.022350 , -0.676331}},
23 {{-0.089588 , 0.131522 , -0.168118 },{ -0.736258 , 0.022350 , -0.676331}},
24 {{-0.089588 , 0.131522 , -0.168118 },{ -0.762696 , 0.029278 , -0.646095}},
25 {{-0.095078 , 0.090415 , -0.163500 },{ -0.762696 , 0.029278 , -0.646095}},
26 {{-0.103092 , 0.123576 , -0.152537 },{ -0.762696 , 0.029278 , -0.646095}},
27 {{-0.069956 , 0.138242 , -0.177642 },{ -0.474737 , 0.160440 , -0.865381}},
28 {{-0.061166 , 0.105939 , -0.188453 },{ -0.474737 , 0.160440 , -0.865381}},
29 {{-0.089588 , 0.131522 , -0.168118 },{ -0.474737 , 0.160440 , -0.865381}},
30 {{-0.089588 , 0.131522 , -0.168118 },{ -0.481660 , 0.151049 , -0.863242}},
31 {{-0.061166 , 0.105939 , -0.188453 },{ -0.481660 , 0.151049 , -0.863242}},
32 {{-0.080802 , 0.098674 , -0.178768 },{ -0.481660 , 0.151049 , -0.863242}},
33 {{-0.073707 , 0.042334 , -0.128042 },{ 0.461669 , 0.167289 , 0.871135}},
34 {{-0.082452 , 0.037020 , -0.122387 },{ 0.461669 , 0.167289 , 0.871135}},
35 {{-0.071073 , 0.032732 , -0.127594 },{ 0.461669 , 0.167289 , 0.871135}},
36 {{-0.082452 , 0.037020 , -0.122387 },{ 0.482929 , 0.270038 , 0.832982}},
37 {{-0.078997 , 0.028213 , -0.121535 },{ 0.482929 , 0.270038 , 0.832982}},
38 {{-0.071073 , 0.032732 , -0.127594 },{ 0.482929 , 0.270038 , 0.832982}},
39 {{-0.062345 , 0.052075 , -0.132941 },{ 0.622516 , -0.065311 , 0.779877}},
40 {{-0.071073 , 0.032732 , -0.127594 },{ 0.622516 , -0.065311 , 0.779877}},
41 {{-0.061925 , 0.039707 , -0.134312 },{ 0.622516 , -0.065311 , 0.779877}},
42 {{-0.062345 , 0.052075 , -0.132941 },{ 0.299497 , 0.126281 , 0.945703}},
43 {{-0.073707 , 0.042334 , -0.128042 },{ 0.299497 , 0.126281 , 0.945703}},
44 {{-0.071073 , 0.032732 , -0.127594 },{ 0.299497 , 0.126281 , 0.945703}},
45 {{0.035327 , 0.114275 , 0.096070 },{ -0.957553 , -0.207536 , -0.200055}},
46 {{0.042077 , 0.080779 , 0.098510 },{ -0.957553 , -0.207536 , -0.200055}},
47 {{0.030398 , 0.115810 , 0.118070 },{ -0.957553 , -0.207536 , -0.200055}},
48 {{0.042077 , 0.080779 , 0.098510 },{ -0.958027 , -0.211093 , -0.193967}},
49 {{0.037413 , 0.081527 , 0.120732 },{ -0.958027 , -0.211093 , -0.193967}},
50 {{0.030398 , 0.115810 , 0.118070 },{ -0.958027 , -0.211093 , -0.193967}},
51 {{0.027233 , 0.156725 , 0.094076 },{ -0.958391 , -0.195898 , -0.207630}},
52 {{0.030398 , 0.115810 , 0.118070 },{ -0.958391 , -0.195898 , -0.207630}},
53 {{0.022219 , 0.158460 , 0.115583 },{ -0.958391 , -0.195898 , -0.207630}},
54 {{0.027233 , 0.156725 , 0.094076 },{ -0.960324 , -0.192582 , -0.201719}},
55 {{0.035327 , 0.114275 , 0.096070 },{ -0.960324 , -0.192582 , -0.201719}},
56 {{0.030398 , 0.115810 , 0.118070 },{ -0.960324 , -0.192582 , -0.201719}},
57 {{-0.081443 , 0.178373 , -0.163310 },{ -0.461526 , 0.169597 , -0.870764}},
58 {{-0.089588 , 0.131522 , -0.168118 },{ -0.461526 , 0.169597 , -0.870764}},
59 {{-0.100635 , 0.171805 , -0.154417 },{ -0.461526 , 0.169597 , -0.870764}},
60 {{-0.081443 , 0.178373 , -0.163310 },{ -0.476887 , 0.171378 , -0.862095}},
61 {{-0.069956 , 0.138242 , -0.177642 },{ -0.476887 , 0.171378 , -0.862095}},
62 {{-0.089588 , 0.131522 , -0.168118 },{ -0.476887 , 0.171378 , -0.862095}},
63 {{-0.089588 , 0.131522 , -0.168118 },{ -0.763612 , 0.033348 , -0.644814}},
64 {{-0.103092 , 0.123576 , -0.152537 },{ -0.763612 , 0.033348 , -0.644814}},
65 {{-0.112852 , 0.163947 , -0.138891 },{ -0.763612 , 0.033348 , -0.644814}},
66 {{-0.089588 , 0.131522 , -0.168118 },{ -0.784779 , -0.004422 , -0.619760}},
67 {{-0.112852 , 0.163947 , -0.138891 },{ -0.784779 , -0.004422 , -0.619760}},
68 {{-0.100635 , 0.171805 , -0.154417 },{ -0.784779 , -0.004422 , -0.619760}},
69 {{0.030398 , 0.115810 , 0.118070 },{ -0.970757 , -0.151092 , 0.186554}},
70 {{0.034139 , 0.118197 , 0.139470 },{ -0.970757 , -0.151092 , 0.186554}},
71 {{0.026836 , 0.161050 , 0.136175 },{ -0.970757 , -0.151092 , 0.186554}},
72 {{0.022219 , 0.158460 , 0.115583 },{ -0.956842 , -0.169739 , 0.235886}},
73 {{0.030398 , 0.115810 , 0.118070 },{ -0.956842 , -0.169739 , 0.235886}},
74 {{0.026836 , 0.161050 , 0.136175 },{ -0.956842 , -0.169739 , 0.235886}},
75 {{0.030398 , 0.115810 , 0.118070 },{ -0.970386 , -0.186655 , 0.153333}},
76 {{0.037413 , 0.081527 , 0.120732 },{ -0.970386 , -0.186655 , 0.153333}},
77 {{0.040532 , 0.083253 , 0.142572 },{ -0.970386 , -0.186655 , 0.153333}},
78 {{0.030398 , 0.115810 , 0.118070 },{ -0.969070 , -0.160662 , 0.187327}},
79 {{0.040532 , 0.083253 , 0.142572 },{ -0.969070 , -0.160662 , 0.187327}},
80 {{0.034139 , 0.118197 , 0.139470 },{ -0.969070 , -0.160662 , 0.187327}},
81 {{-0.082452 , 0.037020 , -0.122387 },{ 0.114672 , 0.818794 , 0.562519}},
82 {{-0.103090 , 0.038998 , -0.121059 },{ 0.114672 , 0.818794 , 0.562519}},
83 {{-0.092286 , 0.034021 , -0.116017 },{ 0.114672 , 0.818794 , 0.562519}},
84 {{-0.082452 , 0.037020 , -0.122387 },{ 0.114633 , 0.840104 , 0.530175}},
85 {{-0.093701 , 0.041350 , -0.126816 },{ 0.114633 , 0.840104 , 0.530175}},
86 {{-0.103090 , 0.038998 , -0.121059 },{ 0.114633 , 0.840104 , 0.530175}},
87 {{-0.103090 , 0.038998 , -0.121059 },{ 0.245077 , 0.864223 , 0.439381}},
88 {{-0.112746 , 0.038910 , -0.115500 },{ 0.245077 , 0.864223 , 0.439381}},
89 {{-0.103584 , 0.033511 , -0.109991 },{ 0.245077 , 0.864223 , 0.439381}},
90 {{-0.092286 , 0.034021 , -0.116017 },{ 0.196537 , 0.874951 , 0.442532}},
91 {{-0.103090 , 0.038998 , -0.121059 },{ 0.196537 , 0.874951 , 0.442532}},
92 {{-0.103584 , 0.033511 , -0.109991 },{ 0.196537 , 0.874951 , 0.442532}},
93 {{-0.103090 , 0.038998 , -0.121059 },{ 0.099205 , 0.992275 , 0.074487}},
94 {{-0.114307 , 0.040797 , -0.130085 },{ 0.099205 , 0.992275 , 0.074487}},
95 {{-0.122767 , 0.041212 , -0.124346 },{ 0.099205 , 0.992275 , 0.074487}},
96 {{-0.103090 , 0.038998 , -0.121059 },{ 0.083747 , 0.983389 , 0.161037}},
97 {{-0.122767 , 0.041212 , -0.124346 },{ 0.083747 , 0.983389 , 0.161037}},
98 {{-0.112746 , 0.038910 , -0.115500 },{ 0.083747 , 0.983389 , 0.161037}},
99 {{-0.093701 , 0.041350 , -0.126816 },{ -0.089280 , 0.964522 , 0.248447}},
100 {{-0.105211 , 0.042548 , -0.135603 },{ -0.089280 , 0.964522 , 0.248447}},
101 {{-0.103090 , 0.038998 , -0.121059 },{ -0.089280 , 0.964522 , 0.248447}},
102 {{-0.103090 , 0.038998 , -0.121059 },{ -0.039568 , 0.969374 , 0.242381}},
103 {{-0.105211 , 0.042548 , -0.135603 },{ -0.039568 , 0.969374 , 0.242381}},
104 {{-0.114307 , 0.040797 , -0.130085 },{ -0.039568 , 0.969374 , 0.242381}},
105 {{0.047739 , 0.036043 , 0.154683 },{ -0.955340 , -0.260082 , -0.140299}},
106 {{0.050163 , 0.025018 , 0.158615 },{ -0.955340 , -0.260082 , -0.140299}},
107 {{0.047220 , 0.030962 , 0.167636 },{ -0.955340 , -0.260082 , -0.140299}},
108 {{0.050163 , 0.025018 , 0.158615 },{ -0.961694 , -0.211516 , -0.174373}},
109 {{0.049111 , 0.020694 , 0.169662 },{ -0.961694 , -0.211516 , -0.174373}},
110 {{0.047220 , 0.030962 , 0.167636 },{ -0.961694 , -0.211516 , -0.174373}},
111 {{0.047425 , 0.050434 , 0.152014 },{ -0.955340 , 0.190976 , 0.225505}},
112 {{0.047220 , 0.030962 , 0.167636 },{ -0.955340 , 0.190976 , 0.225505}},
113 {{0.049271 , 0.041673 , 0.167254 },{ -0.955340 , 0.190976 , 0.225505}},
114 {{0.047425 , 0.050434 , 0.152014 },{ -0.998133 , -0.031486 , -0.052344}},
115 {{0.047739 , 0.036043 , 0.154683 },{ -0.998133 , -0.031486 , -0.052344}},
116 {{0.047220 , 0.030962 , 0.167636 },{ -0.998133 , -0.031486 , -0.052344}},
117 {{0.047220 , 0.030962 , 0.167636 },{ -0.960915 , 0.274983 , 0.032031}},
118 {{0.046606 , 0.027540 , 0.178594 },{ -0.960915 , 0.274983 , 0.032031}},
119 {{0.049295 , 0.036866 , 0.179200 },{ -0.960915 , 0.274983 , 0.032031}},
120 {{0.049271 , 0.041673 , 0.167254 },{ -0.978604 , 0.190188 , 0.078497}},
121 {{0.047220 , 0.030962 , 0.167636 },{ -0.978604 , 0.190188 , 0.078497}},
122 {{0.049295 , 0.036866 , 0.179200 },{ -0.978604 , 0.190188 , 0.078497}},
123 {{0.047220 , 0.030962 , 0.167636 },{ -0.962698 , -0.210773 , -0.169670}},
124 {{0.049111 , 0.020694 , 0.169662 },{ -0.962698 , -0.210773 , -0.169670}},
125 {{0.047790 , 0.018532 , 0.179843 },{ -0.962698 , -0.210773 , -0.169670}},
126 {{0.047220 , 0.030962 , 0.167636 },{ -0.984627 , -0.143271 , -0.099912}},
127 {{0.047790 , 0.018532 , 0.179843 },{ -0.984627 , -0.143271 , -0.099912}},
128 {{0.046606 , 0.027540 , 0.178594 },{ -0.984627 , -0.143271 , -0.099912}},
129 {{-0.092286 , 0.034021 , -0.116017 },{ 0.428656 , 0.349250 , 0.833234}},
130 {{-0.103584 , 0.033511 , -0.109991 },{ 0.428656 , 0.349250 , 0.833234}},
131 {{-0.089251 , 0.025961 , -0.114200 },{ 0.428656 , 0.349250 , 0.833234}},
132 {{-0.103584 , 0.033511 , -0.109991 },{ 0.447477 , 0.404992 , 0.797337}},
133 {{-0.101665 , 0.026203 , -0.107356 },{ 0.447477 , 0.404992 , 0.797337}},
134 {{-0.089251 , 0.025961 , -0.114200 },{ 0.447477 , 0.404992 , 0.797337}},
135 {{-0.082452 , 0.037020 , -0.122387 },{ 0.516780 , 0.280969 , 0.808699}},
136 {{-0.089251 , 0.025961 , -0.114200 },{ 0.516780 , 0.280969 , 0.808699}},
137 {{-0.078997 , 0.028213 , -0.121535 },{ 0.516780 , 0.280969 , 0.808699}},
138 {{-0.082452 , 0.037020 , -0.122387 },{ 0.431758 , 0.349987 , 0.831321}},
139 {{-0.092286 , 0.034021 , -0.116017 },{ 0.431758 , 0.349987 , 0.831321}},
140 {{-0.089251 , 0.025961 , -0.114200 },{ 0.431758 , 0.349987 , 0.831321}},
141 {{-0.089251 , 0.025961 , -0.114200 },{ 0.621041 , -0.076349 , 0.780051}},
142 {{-0.089935 , 0.018221 , -0.114413 },{ 0.621041 , -0.076349 , 0.780051}},
143 {{-0.079314 , 0.019324 , -0.122761 },{ 0.621041 , -0.076349 , 0.780051}},
144 {{-0.078997 , 0.028213 , -0.121535 },{ 0.595629 , -0.130556 , 0.792579}},
145 {{-0.089251 , 0.025961 , -0.114200 },{ 0.595629 , -0.130556 , 0.792579}},
146 {{-0.079314 , 0.019324 , -0.122761 },{ 0.595629 , -0.130556 , 0.792579}},
147 {{-0.101665 , 0.026203 , -0.107356 },{ 0.482615 , -0.010601 , 0.875768}},
148 {{-0.103055 , 0.019512 , -0.106671 },{ 0.482615 , -0.010601 , 0.875768}},
149 {{-0.089251 , 0.025961 , -0.114200 },{ 0.482615 , -0.010601 , 0.875768}},
150 {{-0.089251 , 0.025961 , -0.114200 },{ 0.502049 , -0.068093 , 0.862154}},
151 {{-0.103055 , 0.019512 , -0.106671 },{ 0.502049 , -0.068093 , 0.862154}},
152 {{-0.089935 , 0.018221 , -0.114413 },{ 0.502049 , -0.068093 , 0.862154}},
153 {{0.099555 , 0.122623 , 0.119623 },{ 0.970811 , 0.042554 , 0.236041}},
154 {{0.094323 , 0.124224 , 0.140853 },{ 0.970811 , 0.042554 , 0.236041}},
155 {{0.095195 , 0.088489 , 0.143709 },{ 0.970811 , 0.042554 , 0.236041}},
156 {{0.099555 , 0.122623 , 0.119623 },{ 0.979187 , 0.017603 , 0.202197}},
157 {{0.095195 , 0.088489 , 0.143709 },{ 0.979187 , 0.017603 , 0.202197}},
158 {{0.099702 , 0.087338 , 0.121983 },{ 0.979187 , 0.017603 , 0.202197}},
159 {{0.098951 , 0.166235 , 0.117418 },{ 0.959161 , 0.027517 , 0.281518}},
160 {{0.092938 , 0.167748 , 0.137757 },{ 0.959161 , 0.027517 , 0.281518}},
161 {{0.099555 , 0.122623 , 0.119623 },{ 0.959161 , 0.027517 , 0.281518}},
162 {{0.099555 , 0.122623 , 0.119623 },{ 0.970676 , 0.047649 , 0.235623}},
163 {{0.092938 , 0.167748 , 0.137757 },{ 0.970676 , 0.047649 , 0.235623}},
164 {{0.094323 , 0.124224 , 0.140853 },{ 0.970676 , 0.047649 , 0.235623}},
165 {{0.095412 , 0.163634 , 0.095706 },{ 0.988325 , 0.011228 , -0.151948}},
166 {{0.099555 , 0.122623 , 0.119623 },{ 0.988325 , 0.011228 , -0.151948}},
167 {{0.096167 , 0.120170 , 0.097405 },{ 0.988325 , 0.011228 , -0.151948}},
168 {{0.095412 , 0.163634 , 0.095706 },{ 0.986855 , 0.005501 , -0.161514}},
169 {{0.098951 , 0.166235 , 0.117418 },{ 0.986855 , 0.005501 , -0.161514}},
170 {{0.099555 , 0.122623 , 0.119623 },{ 0.986855 , 0.005501 , -0.161514}},
171 {{0.096419 , 0.085713 , 0.099564 },{ 0.989490 , -0.005542 , -0.144497}},
172 {{0.099555 , 0.122623 , 0.119623 },{ 0.989490 , -0.005542 , -0.144497}},
173 {{0.099702 , 0.087338 , 0.121983 },{ 0.989490 , -0.005542 , -0.144497}},
174 {{0.096167 , 0.120170 , 0.097405 },{ 0.988606 , -0.002200 , -0.150508}},
175 {{0.099555 , 0.122623 , 0.119623 },{ 0.988606 , -0.002200 , -0.150508}},
176 {{0.096419 , 0.085713 , 0.099564 },{ 0.988606 , -0.002200 , -0.150508}},
177 {{-0.084311 , 0.047157 , -0.131927 },{ -0.270269 , 0.807976 , 0.523574}},
178 {{-0.095558 , 0.048750 , -0.140191 },{ -0.270269 , 0.807976 , 0.523574}},
179 {{-0.105211 , 0.042548 , -0.135603 },{ -0.270269 , 0.807976 , 0.523574}},
180 {{-0.084311 , 0.047157 , -0.131927 },{ -0.267916 , 0.843295 , 0.465913}},
181 {{-0.105211 , 0.042548 , -0.135603 },{ -0.267916 , 0.843295 , 0.465913}},
182 {{-0.093701 , 0.041350 , -0.126816 },{ -0.267916 , 0.843295 , 0.465913}},
183 {{-0.088457 , 0.057064 , -0.142295 },{ -0.404397 , 0.575043 , 0.711188}},
184 {{-0.084311 , 0.047157 , -0.131927 },{ -0.404397 , 0.575043 , 0.711188}},
185 {{-0.077365 , 0.054937 , -0.134268 },{ -0.404397 , 0.575043 , 0.711188}},
186 {{-0.088457 , 0.057064 , -0.142295 },{ -0.440232 , 0.554682 , 0.706062}},
187 {{-0.095558 , 0.048750 , -0.140191 },{ -0.440232 , 0.554682 , 0.706062}},
188 {{-0.084311 , 0.047157 , -0.131927 },{ -0.440232 , 0.554682 , 0.706062}},
189 {{-0.090761 , 0.043443 , -0.181072 },{ -0.574798 , 0.241121 , -0.781964}},
190 {{-0.090502 , 0.031912 , -0.184818 },{ -0.574798 , 0.241121 , -0.781964}},
191 {{-0.100153 , 0.035508 , -0.176615 },{ -0.574798 , 0.241121 , -0.781964}},
192 {{-0.100153 , 0.035508 , -0.176615 },{ -0.559433 , 0.279021 , -0.780501}},
193 {{-0.090502 , 0.031912 , -0.184818 },{ -0.559433 , 0.279021 , -0.780501}},
194 {{-0.098769 , 0.025614 , -0.181144 },{ -0.559433 , 0.279021 , -0.780501}},
195 {{-0.100153 , 0.035508 , -0.176615 },{ -0.778757 , 0.407998 , -0.476524}},
196 {{-0.100736 , 0.044915 , -0.167608 },{ -0.778757 , 0.407998 , -0.476524}},
197 {{-0.091516 , 0.056989 , -0.172338 },{ -0.778757 , 0.407998 , -0.476524}},
198 {{-0.091516 , 0.056989 , -0.172338 },{ -0.642392 , 0.389682 , -0.659909}},
199 {{-0.090761 , 0.043443 , -0.181072 },{ -0.642392 , 0.389682 , -0.659909}},
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719 {{0.107782 , 0.019560 , 0.185881 },{ 0.948158 , 0.317731 , 0.006546}},
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769 {{0.071322 , 0.067542 , 0.084989 },{ -0.233035 , -0.322758 , -0.917345}},
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772 {{0.101725 , 0.043588 , 0.132703 },{ 0.928366 , 0.369394 , 0.041053}},
773 {{0.101342 , 0.046444 , 0.115666 },{ 0.928366 , 0.369394 , 0.041053}},
774 {{0.096667 , 0.059400 , 0.104808 },{ 0.982560 , 0.165802 , -0.084177}},
775 {{0.099020 , 0.057272 , 0.128082 },{ 0.982560 , 0.165802 , -0.084177}},
776 {{0.101725 , 0.043588 , 0.132703 },{ 0.982560 , 0.165802 , -0.084177}},
777 {{0.102895 , 0.035648 , 0.121273 },{ 0.985256 , 0.170203 , -0.017380}},
778 {{0.101725 , 0.043588 , 0.132703 },{ 0.985256 , 0.170203 , -0.017380}},
779 {{0.103868 , 0.031613 , 0.136916 },{ 0.985256 , 0.170203 , -0.017380}},
780 {{0.101342 , 0.046444 , 0.115666 },{ 0.989680 , 0.143285 , 0.001771}},
781 {{0.101725 , 0.043588 , 0.132703 },{ 0.989680 , 0.143285 , 0.001771}},
782 {{0.102895 , 0.035648 , 0.121273 },{ 0.989680 , 0.143285 , 0.001771}},
783 {{0.101725 , 0.043588 , 0.132703 },{ 0.977405 , 0.211251 , 0.007290}},
784 {{0.102755 , 0.038202 , 0.150681 },{ 0.977405 , 0.211251 , 0.007290}},
785 {{0.105299 , 0.026401 , 0.151567 },{ 0.977405 , 0.211251 , 0.007290}},
786 {{0.101725 , 0.043588 , 0.132703 },{ 0.985890 , 0.162947 , -0.038327}},
787 {{0.105299 , 0.026401 , 0.151567 },{ 0.985890 , 0.162947 , -0.038327}},
788 {{0.103868 , 0.031613 , 0.136916 },{ 0.985890 , 0.162947 , -0.038327}},
789 {{0.099020 , 0.057272 , 0.128082 },{ 0.963186 , 0.234683 , 0.131137}},
790 {{0.096729 , 0.053455 , 0.151740 },{ 0.963186 , 0.234683 , 0.131137}},
791 {{0.101725 , 0.043588 , 0.132703 },{ 0.963186 , 0.234683 , 0.131137}},
792 {{0.101725 , 0.043588 , 0.132703 },{ 0.929923 , 0.363522 , 0.055629}},
793 {{0.096729 , 0.053455 , 0.151740 },{ 0.929923 , 0.363522 , 0.055629}},
794 {{0.102755 , 0.038202 , 0.150681 },{ 0.929923 , 0.363522 , 0.055629}},
795 {{0.096419 , 0.085713 , 0.099564 },{ 0.986228 , -0.073034 , -0.148394}},
796 {{0.098935 , 0.068705 , 0.124656 },{ 0.986228 , -0.073034 , -0.148394}},
797 {{0.095665 , 0.069269 , 0.102646 },{ 0.986228 , -0.073034 , -0.148394}},
798 {{0.096419 , 0.085713 , 0.099564 },{ 0.988239 , -0.060807 , -0.140308}},
799 {{0.099702 , 0.087338 , 0.121983 },{ 0.988239 , -0.060807 , -0.140308}},
800 {{0.098935 , 0.068705 , 0.124656 },{ 0.988239 , -0.060807 , -0.140308}},
801 {{0.096667 , 0.059400 , 0.104808 },{ 0.994440 , -0.023374 , -0.102675}},
802 {{0.098935 , 0.068705 , 0.124656 },{ 0.994440 , -0.023374 , -0.102675}},
803 {{0.099020 , 0.057272 , 0.128082 },{ 0.994440 , -0.023374 , -0.102675}},
804 {{0.095665 , 0.069269 , 0.102646 },{ 0.987075 , 0.068476 , -0.144894}},
805 {{0.098935 , 0.068705 , 0.124656 },{ 0.987075 , 0.068476 , -0.144894}},
806 {{0.096667 , 0.059400 , 0.104808 },{ 0.987075 , 0.068476 , -0.144894}},
807 {{0.098935 , 0.068705 , 0.124656 },{ 0.967550 , 0.178198 , 0.179144}},
808 {{0.095037 , 0.068330 , 0.146082 },{ 0.967550 , 0.178198 , 0.179144}},
809 {{0.096729 , 0.053455 , 0.151740 },{ 0.967550 , 0.178198 , 0.179144}},
810 {{0.098935 , 0.068705 , 0.124656 },{ 0.994014 , 0.038076 , 0.102402}},
811 {{0.096729 , 0.053455 , 0.151740 },{ 0.994014 , 0.038076 , 0.102402}},
812 {{0.099020 , 0.057272 , 0.128082 },{ 0.994014 , 0.038076 , 0.102402}},
813 {{0.099702 , 0.087338 , 0.121983 },{ 0.978976 , -0.011080 , 0.203673}},
814 {{0.095195 , 0.088489 , 0.143709 },{ 0.978976 , -0.011080 , 0.203673}},
815 {{0.098935 , 0.068705 , 0.124656 },{ 0.978976 , -0.011080 , 0.203673}},
816 {{0.098935 , 0.068705 , 0.124656 },{ 0.983721 , 0.013385 , 0.179201}},
817 {{0.095195 , 0.088489 , 0.143709 },{ 0.983721 , 0.013385 , 0.179201}},
818 {{0.095037 , 0.068330 , 0.146082 },{ 0.983721 , 0.013385 , 0.179201}},
819 {{0.080928 , 0.124218 , 0.153842 },{ 0.233020 , 0.059979 , 0.970621}},
820 {{0.063610 , 0.122949 , 0.158078 },{ 0.233020 , 0.059979 , 0.970621}},
821 {{0.067241 , 0.087951 , 0.159369 },{ 0.233020 , 0.059979 , 0.970621}},
822 {{0.080928 , 0.124218 , 0.153842 },{ 0.213147 , 0.068092 , 0.974644}},
823 {{0.067241 , 0.087951 , 0.159369 },{ 0.213147 , 0.068092 , 0.974644}},
824 {{0.083045 , 0.088778 , 0.155855 },{ 0.213147 , 0.068092 , 0.974644}},
825 {{0.078169 , 0.167727 , 0.151646 },{ 0.255282 , 0.064878 , 0.964687}},
826 {{0.059212 , 0.166382 , 0.156753 },{ 0.255282 , 0.064878 , 0.964687}},
827 {{0.080928 , 0.124218 , 0.153842 },{ 0.255282 , 0.064878 , 0.964687}},
828 {{0.059212 , 0.166382 , 0.156753 },{ 0.233574 , 0.053270 , 0.970879}},
829 {{0.063610 , 0.122949 , 0.158078 },{ 0.233574 , 0.053270 , 0.970879}},
830 {{0.080928 , 0.124218 , 0.153842 },{ 0.233574 , 0.053270 , 0.970879}},
831 {{0.092938 , 0.167748 , 0.137757 },{ 0.694268 , 0.073024 , 0.716002}},
832 {{0.080928 , 0.124218 , 0.153842 },{ 0.694268 , 0.073024 , 0.716002}},
833 {{0.094323 , 0.124224 , 0.140853 },{ 0.694268 , 0.073024 , 0.716002}},
834 {{0.092938 , 0.167748 , 0.137757 },{ 0.682818 , 0.079952 , 0.726201}},
835 {{0.078169 , 0.167727 , 0.151646 },{ 0.682818 , 0.079952 , 0.726201}},
836 {{0.080928 , 0.124218 , 0.153842 },{ 0.682818 , 0.079952 , 0.726201}},
837 {{0.095195 , 0.088489 , 0.143709 },{ 0.705578 , 0.082127 , 0.703857}},
838 {{0.080928 , 0.124218 , 0.153842 },{ 0.705578 , 0.082127 , 0.703857}},
839 {{0.083045 , 0.088778 , 0.155855 },{ 0.705578 , 0.082127 , 0.703857}},
840 {{0.094323 , 0.124224 , 0.140853 },{ 0.694209 , 0.074159 , 0.715943}},
841 {{0.080928 , 0.124218 , 0.153842 },{ 0.694209 , 0.074159 , 0.715943}},
842 {{0.095195 , 0.088489 , 0.143709 },{ 0.694209 , 0.074159 , 0.715943}},
843 {{0.083705 , 0.117619 , 0.081453 },{ 0.790138 , -0.032572 , -0.612062}},
844 {{0.096167 , 0.120170 , 0.097405 },{ 0.790138 , -0.032572 , -0.612062}},
845 {{0.096419 , 0.085713 , 0.099564 },{ 0.790138 , -0.032572 , -0.612062}},
846 {{0.083705 , 0.117619 , 0.081453 },{ 0.786824 , -0.036194 , -0.616116}},
847 {{0.096419 , 0.085713 , 0.099564 },{ 0.786824 , -0.036194 , -0.616116}},
848 {{0.085200 , 0.084003 , 0.085337 },{ 0.786824 , -0.036194 , -0.616116}},
849 {{0.081524 , 0.160389 , 0.077697 },{ 0.792950 , -0.013059 , -0.609146}},
850 {{0.095412 , 0.163634 , 0.095706 },{ 0.792950 , -0.013059 , -0.609146}},
851 {{0.083705 , 0.117619 , 0.081453 },{ 0.792950 , -0.013059 , -0.609146}},
852 {{0.083705 , 0.117619 , 0.081453 },{ 0.788794 , -0.010322 , -0.614570}},
853 {{0.095412 , 0.163634 , 0.095706 },{ 0.788794 , -0.010322 , -0.614570}},
854 {{0.096167 , 0.120170 , 0.097405 },{ 0.788794 , -0.010322 , -0.614570}},
855 {{0.062193 , 0.157612 , 0.069384 },{ 0.365720 , -0.083034 , -0.927014}},
856 {{0.083705 , 0.117619 , 0.081453 },{ 0.365720 , -0.083034 , -0.927014}},
857 {{0.066495 , 0.115480 , 0.074855 },{ 0.365720 , -0.083034 , -0.927014}},
858 {{0.081524 , 0.160389 , 0.077697 },{ 0.401583 , -0.059776 , -0.913870}},
859 {{0.083705 , 0.117619 , 0.081453 },{ 0.401583 , -0.059776 , -0.913870}},
860 {{0.062193 , 0.157612 , 0.069384 },{ 0.401583 , -0.059776 , -0.913870}},
861 {{0.083705 , 0.117619 , 0.081453 },{ 0.328825 , -0.093950 , -0.939706}},
862 {{0.085200 , 0.084003 , 0.085337 },{ 0.328825 , -0.093950 , -0.939706}},
863 {{0.069853 , 0.082430 , 0.080124 },{ 0.328825 , -0.093950 , -0.939706}},
864 {{0.083705 , 0.117619 , 0.081453 },{ 0.367684 , -0.109861 , -0.923439}},
865 {{0.069853 , 0.082430 , 0.080124 },{ 0.367684 , -0.109861 , -0.923439}},
866 {{0.066495 , 0.115480 , 0.074855 },{ 0.367684 , -0.109861 , -0.923439}},
867 {{0.096729 , 0.053455 , 0.151740 },{ 0.682541 , 0.309491 , 0.662082}},
868 {{0.083878 , 0.069474 , 0.157500 },{ 0.682541 , 0.309491 , 0.662082}},
869 {{0.084451 , 0.058834 , 0.161883 },{ 0.682541 , 0.309491 , 0.662082}},
870 {{0.095037 , 0.068330 , 0.146082 },{ 0.692632 , 0.323921 , 0.644466}},
871 {{0.083878 , 0.069474 , 0.157500 },{ 0.692632 , 0.323921 , 0.644466}},
872 {{0.096729 , 0.053455 , 0.151740 },{ 0.692632 , 0.323921 , 0.644466}},
873 {{0.069337 , 0.069822 , 0.160593 },{ 0.197480 , 0.432489 , 0.879747}},
874 {{0.070692 , 0.060251 , 0.164994 },{ 0.197480 , 0.432489 , 0.879747}},
875 {{0.083878 , 0.069474 , 0.157500 },{ 0.197480 , 0.432489 , 0.879747}},
876 {{0.083878 , 0.069474 , 0.157500 },{ 0.241059 , 0.380722 , 0.892716}},
877 {{0.070692 , 0.060251 , 0.164994 },{ 0.241059 , 0.380722 , 0.892716}},
878 {{0.084451 , 0.058834 , 0.161883 },{ 0.241059 , 0.380722 , 0.892716}},
879 {{0.069337 , 0.069822 , 0.160593 },{ 0.209277 , 0.091990 , 0.973520}},
880 {{0.083878 , 0.069474 , 0.157500 },{ 0.209277 , 0.091990 , 0.973520}},
881 {{0.083045 , 0.088778 , 0.155855 },{ 0.209277 , 0.091990 , 0.973520}},
882 {{0.069337 , 0.069822 , 0.160593 },{ 0.211665 , 0.090177 , 0.973173}},
883 {{0.083045 , 0.088778 , 0.155855 },{ 0.211665 , 0.090177 , 0.973173}},
884 {{0.067241 , 0.087951 , 0.159369 },{ 0.211665 , 0.090177 , 0.973173}},
885 {{0.095195 , 0.088489 , 0.143709 },{ 0.716899 , 0.075960 , 0.693026}},
886 {{0.083878 , 0.069474 , 0.157500 },{ 0.716899 , 0.075960 , 0.693026}},
887 {{0.095037 , 0.068330 , 0.146082 },{ 0.716899 , 0.075960 , 0.693026}},
888 {{0.095195 , 0.088489 , 0.143709 },{ 0.705172 , 0.090358 , 0.703255}},
889 {{0.083045 , 0.088778 , 0.155855 },{ 0.705172 , 0.090358 , 0.703255}},
890 {{0.083878 , 0.069474 , 0.157500 },{ 0.705172 , 0.090358 , 0.703255}},
891 {{-0.093644 , 0.057676 , -0.155543 },{ -0.931286 , -0.010656 , 0.364134}},
892 {{-0.088457 , 0.057064 , -0.142295 },{ -0.931286 , -0.010656 , 0.364134}},
893 {{-0.093073 , 0.067232 , -0.153803 },{ -0.931286 , -0.010656 , 0.364134}},
894 {{-0.093073 , 0.067232 , -0.153803 },{ -0.906405 , 0.061500 , 0.417908}},
895 {{-0.088457 , 0.057064 , -0.142295 },{ -0.906405 , 0.061500 , 0.417908}},
896 {{-0.087017 , 0.065152 , -0.140362 },{ -0.906405 , 0.061500 , 0.417908}},
897 {{-0.042912 , 0.108823 , -0.187805 },{ 0.537315 , 0.249730 , -0.805560}},
898 {{-0.029251 , 0.107936 , -0.178968 },{ 0.537315 , 0.249730 , -0.805560}},
899 {{-0.040996 , 0.092446 , -0.191604 },{ 0.537315 , 0.249730 , -0.805560}},
900 {{-0.029251 , 0.107936 , -0.178968 },{ 0.546564 , 0.240039 , -0.802278}},
901 {{-0.028701 , 0.091620 , -0.183475 },{ 0.546564 , 0.240039 , -0.802278}},
902 {{-0.040996 , 0.092446 , -0.191604 },{ 0.546564 , 0.240039 , -0.802278}},
903 {{-0.040996 , 0.092446 , -0.191604 },{ -0.005372 , 0.219785 , -0.975534}},
904 {{-0.057770 , 0.089293 , -0.192222 },{ -0.005372 , 0.219785 , -0.975534}},
905 {{-0.061166 , 0.105939 , -0.188453 },{ -0.005372 , 0.219785 , -0.975534}},
906 {{-0.040996 , 0.092446 , -0.191604 },{ -0.001100 , 0.225849 , -0.974162}},
907 {{-0.061166 , 0.105939 , -0.188453 },{ -0.001100 , 0.225849 , -0.974162}},
908 {{-0.042912 , 0.108823 , -0.187805 },{ -0.001100 , 0.225849 , -0.974162}},
909 {{-0.040996 , 0.092446 , -0.191604 },{ 0.063123 , 0.197341 , -0.978301}},
910 {{-0.039871 , 0.082335 , -0.193571 },{ 0.063123 , 0.197341 , -0.978301}},
911 {{-0.056693 , 0.078019 , -0.195527 },{ 0.063123 , 0.197341 , -0.978301}},
912 {{-0.040996 , 0.092446 , -0.191604 },{ -0.017220 , 0.279757 , -0.959916}},
913 {{-0.056693 , 0.078019 , -0.195527 },{ -0.017220 , 0.279757 , -0.959916}},
914 {{-0.057770 , 0.089293 , -0.192222 },{ -0.017220 , 0.279757 , -0.959916}},
915 {{-0.040996 , 0.092446 , -0.191604 },{ 0.549818 , 0.198043 , -0.811467}},
916 {{-0.028701 , 0.091620 , -0.183475 },{ 0.549818 , 0.198043 , -0.811467}},
917 {{-0.028221 , 0.081777 , -0.185552 },{ 0.549818 , 0.198043 , -0.811467}},
918 {{-0.040996 , 0.092446 , -0.191604 },{ 0.560435 , 0.217802 , -0.799046}},
919 {{-0.028221 , 0.081777 , -0.185552 },{ 0.560435 , 0.217802 , -0.799046}},
920 {{-0.039871 , 0.082335 , -0.193571 },{ 0.560435 , 0.217802 , -0.799046}},
921 {{0.042100 , 0.063975 , 0.123743 },{ -0.967708 , -0.211962 , 0.136429}},
922 {{0.045103 , 0.064131 , 0.145286 },{ -0.967708 , -0.211962 , 0.136429}},
923 {{0.040532 , 0.083253 , 0.142572 },{ -0.967708 , -0.211962 , 0.136429}},
924 {{0.037413 , 0.081527 , 0.120732 },{ -0.960733 , -0.229896 , 0.155372}},
925 {{0.042100 , 0.063975 , 0.123743 },{ -0.960733 , -0.229896 , 0.155372}},
926 {{0.040532 , 0.083253 , 0.142572 },{ -0.960733 , -0.229896 , 0.155372}},
927 {{0.042100 , 0.063975 , 0.123743 },{ -0.960648 , -0.273215 , 0.050081}},
928 {{0.045263 , 0.053697 , 0.128344 },{ -0.960648 , -0.273215 , 0.050081}},
929 {{0.047425 , 0.050434 , 0.152014 },{ -0.960648 , -0.273215 , 0.050081}},
930 {{0.042100 , 0.063975 , 0.123743 },{ -0.985437 , -0.099230 , 0.138084}},
931 {{0.047425 , 0.050434 , 0.152014 },{ -0.985437 , -0.099230 , 0.138084}},
932 {{0.045103 , 0.064131 , 0.145286 },{ -0.985437 , -0.099230 , 0.138084}},
933 {{0.046139 , 0.065192 , 0.101844 },{ -0.963334 , -0.191133 , -0.188297}},
934 {{0.047357 , 0.056207 , 0.104733 },{ -0.963334 , -0.191133 , -0.188297}},
935 {{0.042100 , 0.063975 , 0.123743 },{ -0.963334 , -0.191133 , -0.188297}},
936 {{0.047357 , 0.056207 , 0.104733 },{ -0.932776 , -0.340283 , -0.118900}},
937 {{0.045263 , 0.053697 , 0.128344 },{ -0.932776 , -0.340283 , -0.118900}},
938 {{0.042100 , 0.063975 , 0.123743 },{ -0.932776 , -0.340283 , -0.118900}},
939 {{0.046139 , 0.065192 , 0.101844 },{ -0.940134 , -0.283497 , -0.189151}},
940 {{0.042100 , 0.063975 , 0.123743 },{ -0.940134 , -0.283497 , -0.189151}},
941 {{0.037413 , 0.081527 , 0.120732 },{ -0.940134 , -0.283497 , -0.189151}},
942 {{0.046139 , 0.065192 , 0.101844 },{ -0.939945 , -0.285096 , -0.187681}},
943 {{0.037413 , 0.081527 , 0.120732 },{ -0.939945 , -0.285096 , -0.187681}},
944 {{0.042077 , 0.080779 , 0.098510 },{ -0.939945 , -0.285096 , -0.187681}},
945 {{-0.026946 , 0.097252 , -0.146915 },{ 0.770895 , -0.200156 , 0.604697}},
946 {{-0.045701 , 0.119730 , -0.115565 },{ 0.770895 , -0.200156 , 0.604697}},
947 {{-0.041511 , 0.088587 , -0.131215 },{ 0.770895 , -0.200156 , 0.604697}},
948 {{-0.026946 , 0.097252 , -0.146915 },{ 0.775323 , -0.192168 , 0.601619}},
949 {{-0.031402 , 0.127981 , -0.131357 },{ 0.775323 , -0.192168 , 0.601619}},
950 {{-0.045701 , 0.119730 , -0.115565 },{ 0.775323 , -0.192168 , 0.601619}},
951 {{-0.045701 , 0.119730 , -0.115565 },{ 0.480610 , -0.319722 , 0.816573}},
952 {{-0.064844 , 0.113202 , -0.106854 },{ 0.480610 , -0.319722 , 0.816573}},
953 {{-0.060538 , 0.081449 , -0.121821 },{ 0.480610 , -0.319722 , 0.816573}},
954 {{-0.045701 , 0.119730 , -0.115565 },{ 0.514386 , -0.328801 , 0.792021}},
955 {{-0.060538 , 0.081449 , -0.121821 },{ 0.514386 , -0.328801 , 0.792021}},
956 {{-0.041511 , 0.088587 , -0.131215 },{ 0.514386 , -0.328801 , 0.792021}},
957 {{-0.051802 , 0.158407 , -0.096216 },{ 0.436095 , -0.346660 , 0.830450}},
958 {{-0.070784 , 0.152406 , -0.088753 },{ 0.436095 , -0.346660 , 0.830450}},
959 {{-0.045701 , 0.119730 , -0.115565 },{ 0.436095 , -0.346660 , 0.830450}},
960 {{-0.070784 , 0.152406 , -0.088753 },{ 0.478949 , -0.307127 , 0.822363}},
961 {{-0.064844 , 0.113202 , -0.106854 },{ 0.478949 , -0.307127 , 0.822363}},
962 {{-0.045701 , 0.119730 , -0.115565 },{ 0.478949 , -0.307127 , 0.822363}},
963 {{-0.031402 , 0.127981 , -0.131357 },{ 0.773945 , -0.178230 , 0.607653}},
964 {{-0.038054 , 0.166468 , -0.111596 },{ 0.773945 , -0.178230 , 0.607653}},
965 {{-0.045701 , 0.119730 , -0.115565 },{ 0.773945 , -0.178230 , 0.607653}},
966 {{-0.045701 , 0.119730 , -0.115565 },{ 0.778217 , -0.178458 , 0.602105}},
967 {{-0.038054 , 0.166468 , -0.111596 },{ 0.778217 , -0.178458 , 0.602105}},
968 {{-0.051802 , 0.158407 , -0.096216 },{ 0.778217 , -0.178458 , 0.602105}},
969 {{0.067241 , 0.087951 , 0.159369 },{ -0.251471 , 0.036226 , 0.967187}},
970 {{0.055297 , 0.067060 , 0.157046 },{ -0.251471 , 0.036226 , 0.967187}},
971 {{0.069337 , 0.069822 , 0.160593 },{ -0.251471 , 0.036226 , 0.967187}},
972 {{0.067241 , 0.087951 , 0.159369 },{ -0.266161 , 0.045105 , 0.962873}},
973 {{0.051772 , 0.085752 , 0.155196 },{ -0.266161 , 0.045105 , 0.962873}},
974 {{0.055297 , 0.067060 , 0.157046 },{ -0.266161 , 0.045105 , 0.962873}},
975 {{0.055297 , 0.067060 , 0.157046 },{ -0.306582 , 0.343169 , 0.887830}},
976 {{0.057513 , 0.057113 , 0.161656 },{ -0.306582 , 0.343169 , 0.887830}},
977 {{0.070692 , 0.060251 , 0.164994 },{ -0.306582 , 0.343169 , 0.887830}},
978 {{0.069337 , 0.069822 , 0.160593 },{ -0.294849 , 0.364431 , 0.883320}},
979 {{0.055297 , 0.067060 , 0.157046 },{ -0.294849 , 0.364431 , 0.883320}},
980 {{0.070692 , 0.060251 , 0.164994 },{ -0.294849 , 0.364431 , 0.883320}},
981 {{0.045103 , 0.064131 , 0.145286 },{ -0.765126 , 0.174702 , 0.619727}},
982 {{0.047425 , 0.050434 , 0.152014 },{ -0.765126 , 0.174702 , 0.619727}},
983 {{0.055297 , 0.067060 , 0.157046 },{ -0.765126 , 0.174702 , 0.619727}},
984 {{0.047425 , 0.050434 , 0.152014 },{ -0.732191 , 0.145277 , 0.665426}},
985 {{0.057513 , 0.057113 , 0.161656 },{ -0.732191 , 0.145277 , 0.665426}},
986 {{0.055297 , 0.067060 , 0.157046 },{ -0.732191 , 0.145277 , 0.665426}},
987 {{0.069853 , 0.082430 , 0.080124 },{ 0.313985 , -0.266769 , -0.911179}},
988 {{0.085324 , 0.068693 , 0.089477 },{ 0.313985 , -0.266769 , -0.911179}},
989 {{0.071322 , 0.067542 , 0.084989 },{ 0.313985 , -0.266769 , -0.911179}},
990 {{0.085200 , 0.084003 , 0.085337 },{ 0.334230 , -0.243501 , -0.910493}},
991 {{0.085324 , 0.068693 , 0.089477 },{ 0.334230 , -0.243501 , -0.910493}},
992 {{0.069853 , 0.082430 , 0.080124 },{ 0.334230 , -0.243501 , -0.910493}},
993 {{0.085324 , 0.068693 , 0.089477 },{ 0.297784 , -0.269676 , -0.915751}},
994 {{0.085323 , 0.060773 , 0.091809 },{ 0.297784 , -0.269676 , -0.915751}},
995 {{0.071817 , 0.059989 , 0.087648 },{ 0.297784 , -0.269676 , -0.915751}},
996 {{0.085324 , 0.068693 , 0.089477 },{ 0.313510 , -0.296980 , -0.901950}},
997 {{0.071817 , 0.059989 , 0.087648 },{ 0.313510 , -0.296980 , -0.901950}},
998 {{0.071322 , 0.067542 , 0.084989 },{ 0.313510 , -0.296980 , -0.901950}},
999 {{0.085324 , 0.068693 , 0.089477 },{ 0.786473 , -0.054916 , -0.615178}},
1000 {{0.095665 , 0.069269 , 0.102646 },{ 0.786473 , -0.054916 , -0.615178}},
1001 {{0.096667 , 0.059400 , 0.104808 },{ 0.786473 , -0.054916 , -0.615178}},
1002 {{0.085324 , 0.068693 , 0.089477 },{ 0.729000 , -0.193429 , -0.656616}},
1003 {{0.096667 , 0.059400 , 0.104808 },{ 0.729000 , -0.193429 , -0.656616}},
1004 {{0.085323 , 0.060773 , 0.091809 },{ 0.729000 , -0.193429 , -0.656616}},
1005 {{0.085200 , 0.084003 , 0.085337 },{ 0.784651 , -0.155896 , -0.600016}},
1006 {{0.096419 , 0.085713 , 0.099564 },{ 0.784651 , -0.155896 , -0.600016}},
1007 {{0.085324 , 0.068693 , 0.089477 },{ 0.784651 , -0.155896 , -0.600016}},
1008 {{0.085324 , 0.068693 , 0.089477 },{ 0.780822 , -0.149495 , -0.606604}},
1009 {{0.096419 , 0.085713 , 0.099564 },{ 0.780822 , -0.149495 , -0.606604}},
1010 {{0.095665 , 0.069269 , 0.102646 },{ 0.780822 , -0.149495 , -0.606604}},
1011 {{0.040532 , 0.083253 , 0.142572 },{ -0.737696 , -0.072685 , 0.671209}},
1012 {{0.055297 , 0.067060 , 0.157046 },{ -0.737696 , -0.072685 , 0.671209}},
1013 {{0.051772 , 0.085752 , 0.155196 },{ -0.737696 , -0.072685 , 0.671209}},
1014 {{0.040532 , 0.083253 , 0.142572 },{ -0.742654 , -0.083217 , 0.664485}},
1015 {{0.045103 , 0.064131 , 0.145286 },{ -0.742654 , -0.083217 , 0.664485}},
1016 {{0.055297 , 0.067060 , 0.157046 },{ -0.742654 , -0.083217 , 0.664485}},
1017 {{0.066495 , 0.115480 , 0.074855 },{ -0.298177 , -0.179746 , -0.937434}},
1018 {{0.069853 , 0.082430 , 0.080124 },{ -0.298177 , -0.179746 , -0.937434}},
1019 {{0.048864 , 0.114265 , 0.080696 },{ -0.298177 , -0.179746 , -0.937434}},
1020 {{0.048864 , 0.114265 , 0.080696 },{ -0.267873 , -0.159538 , -0.950154}},
1021 {{0.069853 , 0.082430 , 0.080124 },{ -0.267873 , -0.159538 , -0.950154}},
1022 {{0.054184 , 0.081218 , 0.084745 },{ -0.267873 , -0.159538 , -0.950154}},
1023 {{0.062193 , 0.157612 , 0.069384 },{ -0.337308 , -0.139247 , -0.931039}},
1024 {{0.048864 , 0.114265 , 0.080696 },{ -0.337308 , -0.139247 , -0.931039}},
1025 {{0.042327 , 0.156417 , 0.076760 },{ -0.337308 , -0.139247 , -0.931039}},
1026 {{0.062193 , 0.157612 , 0.069384 },{ -0.301266 , -0.152979 , -0.941189}},
1027 {{0.066495 , 0.115480 , 0.074855 },{ -0.301266 , -0.152979 , -0.941189}},
1028 {{0.048864 , 0.114265 , 0.080696 },{ -0.301266 , -0.152979 , -0.941189}},
1029 {{0.048864 , 0.114265 , 0.080696 },{ -0.739449 , -0.171570 , -0.650983}},
1030 {{0.035327 , 0.114275 , 0.096070 },{ -0.739449 , -0.171570 , -0.650983}},
1031 {{0.027233 , 0.156725 , 0.094076 },{ -0.739449 , -0.171570 , -0.650983}},
1032 {{0.042327 , 0.156417 , 0.076760 },{ -0.743652 , -0.175564 , -0.645104}},
1033 {{0.048864 , 0.114265 , 0.080696 },{ -0.743652 , -0.175564 , -0.645104}},
1034 {{0.027233 , 0.156725 , 0.094076 },{ -0.743652 , -0.175564 , -0.645104}},
1035 {{0.054184 , 0.081218 , 0.084745 },{ -0.733338 , -0.195219 , -0.651233}},
1036 {{0.042077 , 0.080779 , 0.098510 },{ -0.733338 , -0.195219 , -0.651233}},
1037 {{0.035327 , 0.114275 , 0.096070 },{ -0.733338 , -0.195219 , -0.651233}},
1038 {{0.054184 , 0.081218 , 0.084745 },{ -0.735757 , -0.197804 , -0.647715}},
1039 {{0.035327 , 0.114275 , 0.096070 },{ -0.735757 , -0.197804 , -0.647715}},
1040 {{0.048864 , 0.114265 , 0.080696 },{ -0.735757 , -0.197804 , -0.647715}},
1041 {{-0.029251 , 0.107936 , -0.178968 },{ 0.922099 , 0.250727 , -0.294736}},
1042 {{-0.027568 , 0.135444 , -0.150302 },{ 0.922099 , 0.250727 , -0.294736}},
1043 {{-0.023394 , 0.103891 , -0.164085 },{ 0.922099 , 0.250727 , -0.294736}},
1044 {{-0.029251 , 0.107936 , -0.178968 },{ 0.933395 , 0.229968 , -0.275478}},
1045 {{-0.033784 , 0.140441 , -0.167192 },{ 0.933395 , 0.229968 , -0.275478}},
1046 {{-0.027568 , 0.135444 , -0.150302 },{ 0.933395 , 0.229968 , -0.275478}},
1047 {{-0.027568 , 0.135444 , -0.150302 },{ 0.976800 , 0.034650 , 0.211330}},
1048 {{-0.031402 , 0.127981 , -0.131357 },{ 0.976800 , 0.034650 , 0.211330}},
1049 {{-0.026946 , 0.097252 , -0.146915 },{ 0.976800 , 0.034650 , 0.211330}},
1050 {{-0.027568 , 0.135444 , -0.150302 },{ 0.975895 , 0.034998 , 0.215418}},
1051 {{-0.026946 , 0.097252 , -0.146915 },{ 0.975895 , 0.034998 , 0.215418}},
1052 {{-0.023394 , 0.103891 , -0.164085 },{ 0.975895 , 0.034998 , 0.215418}},
1053 {{-0.033815 , 0.174969 , -0.132509 },{ 0.973939 , 0.055407 , 0.219937}},
1054 {{-0.038054 , 0.166468 , -0.111596 },{ 0.973939 , 0.055407 , 0.219937}},
1055 {{-0.031402 , 0.127981 , -0.131357 },{ 0.973939 , 0.055407 , 0.219937}},
1056 {{-0.033815 , 0.174969 , -0.132509 },{ 0.974159 , 0.055395 , 0.218967}},
1057 {{-0.031402 , 0.127981 , -0.131357 },{ 0.974159 , 0.055395 , 0.218967}},
1058 {{-0.027568 , 0.135444 , -0.150302 },{ 0.974159 , 0.055395 , 0.218967}},
1059 {{-0.033784 , 0.140441 , -0.167192 },{ 0.930097 , 0.251207 , -0.267981}},
1060 {{-0.040309 , 0.181040 , -0.151781 },{ 0.930097 , 0.251207 , -0.267981}},
1061 {{-0.027568 , 0.135444 , -0.150302 },{ 0.930097 , 0.251207 , -0.267981}},
1062 {{-0.040309 , 0.181040 , -0.151781 },{ 0.937884 , 0.254424 , -0.235887}},
1063 {{-0.033815 , 0.174969 , -0.132509 },{ 0.937884 , 0.254424 , -0.235887}},
1064 {{-0.027568 , 0.135444 , -0.150302 },{ 0.937884 , 0.254424 , -0.235887}},
1065 {{-0.135218 , 0.040171 , -0.129180 },{ -0.409106 , 0.859799 , -0.305578}},
1066 {{-0.142488 , 0.036629 , -0.129413 },{ -0.409106 , 0.859799 , -0.305578}},
1067 {{-0.141647 , 0.039490 , -0.122489 },{ -0.409106 , 0.859799 , -0.305578}},
1068 {{-0.135218 , 0.040171 , -0.129180 },{ -0.413342 , 0.866750 , -0.279093}},
1069 {{-0.138046 , 0.036058 , -0.137765 },{ -0.413342 , 0.866750 , -0.279093}},
1070 {{-0.142488 , 0.036629 , -0.129413 },{ -0.413342 , 0.866750 , -0.279093}},
1071 {{-0.127261 , 0.039233 , -0.136987 },{ -0.254955 , 0.894468 , -0.367322}},
1072 {{-0.128815 , 0.033980 , -0.148700 },{ -0.254955 , 0.894468 , -0.367322}},
1073 {{-0.135218 , 0.040171 , -0.129180 },{ -0.254955 , 0.894468 , -0.367322}},
1074 {{-0.128815 , 0.033980 , -0.148700 },{ -0.223083 , 0.905716 , -0.360435}},
1075 {{-0.138046 , 0.036058 , -0.137765 },{ -0.223083 , 0.905716 , -0.360435}},
1076 {{-0.135218 , 0.040171 , -0.129180 },{ -0.223083 , 0.905716 , -0.360435}},
1077 {{-0.055297 , 0.031337 , -0.146388 },{ 0.698197 , -0.505077 , 0.507364}},
1078 {{-0.052481 , 0.037512 , -0.144116 },{ 0.698197 , -0.505077 , 0.507364}},
1079 {{-0.064545 , 0.029211 , -0.135778 },{ 0.698197 , -0.505077 , 0.507364}},
1080 {{-0.064545 , 0.029211 , -0.135778 },{ 0.709519 , -0.471139 , 0.524033}},
1081 {{-0.066151 , 0.023727 , -0.138534 },{ 0.709519 , -0.471139 , 0.524033}},
1082 {{-0.055297 , 0.031337 , -0.146388 },{ 0.709519 , -0.471139 , 0.524033}},
1083 {{-0.038715 , 0.045014 , -0.152379 },{ 0.629588 , -0.504504 , 0.590842}},
1084 {{-0.052481 , 0.037512 , -0.144116 },{ 0.629588 , -0.504504 , 0.590842}},
1085 {{-0.055297 , 0.031337 , -0.146388 },{ 0.629588 , -0.504504 , 0.590842}},
1086 {{-0.038715 , 0.045014 , -0.152379 },{ 0.627963 , -0.500173 , 0.596229}},
1087 {{-0.055297 , 0.031337 , -0.146388 },{ 0.627963 , -0.500173 , 0.596229}},
1088 {{-0.042001 , 0.038707 , -0.154209 },{ 0.627963 , -0.500173 , 0.596229}},
1089 {{0.086661 , 0.043808 , 0.207143 },{ 0.131115 , 0.962537 , -0.237343}},
1090 {{0.073698 , 0.046334 , 0.210226 },{ 0.131115 , 0.962537 , -0.237343}},
1091 {{0.084755 , 0.046691 , 0.217782 },{ 0.131115 , 0.962537 , -0.237343}},
1092 {{0.084755 , 0.046691 , 0.217782 },{ 0.112069 , 0.971282 , -0.209885}},
1093 {{0.073698 , 0.046334 , 0.210226 },{ 0.112069 , 0.971282 , -0.209885}},
1094 {{0.073775 , 0.048303 , 0.219379 },{ 0.112069 , 0.971282 , -0.209885}},
1095 {{0.097200 , 0.037714 , 0.202787 },{ 0.420115 , 0.888747 , -0.183392}},
1096 {{0.084755 , 0.046691 , 0.217782 },{ 0.420115 , 0.888747 , -0.183392}},
1097 {{0.093441 , 0.042218 , 0.216003 },{ 0.420115 , 0.888747 , -0.183392}},
1098 {{0.097200 , 0.037714 , 0.202787 },{ 0.443972 , 0.881748 , -0.159401}},
1099 {{0.086661 , 0.043808 , 0.207143 },{ 0.443972 , 0.881748 , -0.159401}},
1100 {{0.084755 , 0.046691 , 0.217782 },{ 0.443972 , 0.881748 , -0.159401}},
1101 {{0.089091 , 0.044268 , 0.224169 },{ 0.480963 , 0.876720 , 0.006080}},
1102 {{0.084755 , 0.046691 , 0.217782 },{ 0.480963 , 0.876720 , 0.006080}},
1103 {{0.082905 , 0.047643 , 0.226851 },{ 0.480963 , 0.876720 , 0.006080}},
1104 {{0.093441 , 0.042218 , 0.216003 },{ 0.461451 , 0.886863 , 0.023174}},
1105 {{0.084755 , 0.046691 , 0.217782 },{ 0.461451 , 0.886863 , 0.023174}},
1106 {{0.089091 , 0.044268 , 0.224169 },{ 0.461451 , 0.886863 , 0.023174}},
1107 {{0.084755 , 0.046691 , 0.217782 },{ 0.147087 , 0.989039 , 0.012951}},
1108 {{0.073775 , 0.048303 , 0.219379 },{ 0.147087 , 0.989039 , 0.012951}},
1109 {{0.073910 , 0.048179 , 0.227315 },{ 0.147087 , 0.989039 , 0.012951}},
1110 {{0.084755 , 0.046691 , 0.217782 },{ 0.054430 , 0.994153 , -0.093256}},
1111 {{0.073910 , 0.048179 , 0.227315 },{ 0.054430 , 0.994153 , -0.093256}},
1112 {{0.082905 , 0.047643 , 0.226851 },{ 0.054430 , 0.994153 , -0.093256}},
1113 {{-0.055297 , 0.031337 , -0.146388 },{ 0.609242 , -0.704267 , 0.364461}},
1114 {{-0.057282 , 0.027984 , -0.149549 },{ 0.609242 , -0.704267 , 0.364461}},
1115 {{-0.044614 , 0.035107 , -0.156961 },{ 0.609242 , -0.704267 , 0.364461}},
1116 {{-0.055297 , 0.031337 , -0.146388 },{ 0.604685 , -0.711907 , 0.357132}},
1117 {{-0.044614 , 0.035107 , -0.156961 },{ 0.604685 , -0.711907 , 0.357132}},
1118 {{-0.042001 , 0.038707 , -0.154209 },{ 0.604685 , -0.711907 , 0.357132}},
1119 {{-0.055297 , 0.031337 , -0.146388 },{ 0.691515 , -0.639400 , 0.336118}},
1120 {{-0.066151 , 0.023727 , -0.138534 },{ 0.691515 , -0.639400 , 0.336118}},
1121 {{-0.067251 , 0.020749 , -0.141936 },{ 0.691515 , -0.639400 , 0.336118}},
1122 {{-0.057282 , 0.027984 , -0.149549 },{ 0.692830 , -0.667457 , 0.272925}},
1123 {{-0.055297 , 0.031337 , -0.146388 },{ 0.692830 , -0.667457 , 0.272925}},
1124 {{-0.067251 , 0.020749 , -0.141936 },{ 0.692830 , -0.667457 , 0.272925}},
1125 {{-0.141647 , 0.039490 , -0.122489 },{ -0.608525 , 0.727989 , 0.315801}},
1126 {{-0.145741 , 0.034540 , -0.118967 },{ -0.608525 , 0.727989 , 0.315801}},
1127 {{-0.141659 , 0.034860 , -0.111839 },{ -0.608525 , 0.727989 , 0.315801}},
1128 {{-0.141647 , 0.039490 , -0.122489 },{ -0.601656 , 0.732773 , 0.317889}},
1129 {{-0.141659 , 0.034860 , -0.111839 },{ -0.601656 , 0.732773 , 0.317889}},
1130 {{-0.136991 , 0.039966 , -0.114774 },{ -0.601656 , 0.732773 , 0.317889}},
1131 {{-0.145741 , 0.034540 , -0.118967 },{ -0.839020 , 0.389648 , 0.379763}},
1132 {{-0.147885 , 0.028708 , -0.117720 },{ -0.839020 , 0.389648 , 0.379763}},
1133 {{-0.144317 , 0.029163 , -0.110304 },{ -0.839020 , 0.389648 , 0.379763}},
1134 {{-0.145741 , 0.034540 , -0.118967 },{ -0.773020 , 0.474201 , 0.421395}},
1135 {{-0.144317 , 0.029163 , -0.110304 },{ -0.773020 , 0.474201 , 0.421395}},
1136 {{-0.141659 , 0.034860 , -0.111839 },{ -0.773020 , 0.474201 , 0.421395}},
1137 {{-0.146139 , 0.032881 , -0.128305 },{ -0.973917 , 0.226901 , 0.001199}},
1138 {{-0.147565 , 0.026758 , -0.127876 },{ -0.973917 , 0.226901 , 0.001199}},
1139 {{-0.145741 , 0.034540 , -0.118967 },{ -0.973917 , 0.226901 , 0.001199}},
1140 {{-0.147565 , 0.026758 , -0.127876 },{ -0.940808 , 0.326140 , -0.092264}},
1141 {{-0.147885 , 0.028708 , -0.117720 },{ -0.940808 , 0.326140 , -0.092264}},
1142 {{-0.145741 , 0.034540 , -0.118967 },{ -0.940808 , 0.326140 , -0.092264}},
1143 {{-0.142488 , 0.036629 , -0.129413 },{ -0.809157 , 0.571219 , -0.137746}},
1144 {{-0.145741 , 0.034540 , -0.118967 },{ -0.809157 , 0.571219 , -0.137746}},
1145 {{-0.141647 , 0.039490 , -0.122489 },{ -0.809157 , 0.571219 , -0.137746}},
1146 {{-0.142488 , 0.036629 , -0.129413 },{ -0.726581 , 0.681155 , -0.090046}},
1147 {{-0.146139 , 0.032881 , -0.128305 },{ -0.726581 , 0.681155 , -0.090046}},
1148 {{-0.145741 , 0.034540 , -0.118967 },{ -0.726581 , 0.681155 , -0.090046}},
1149 {{-0.148461 , 0.025381 , -0.117850 },{ -0.895549 , 0.135852 , 0.423716}},
1150 {{-0.144765 , 0.025848 , -0.110188 },{ -0.895549 , 0.135852 , 0.423716}},
1151 {{-0.144317 , 0.029163 , -0.110304 },{ -0.895549 , 0.135852 , 0.423716}},
1152 {{-0.148461 , 0.025381 , -0.117850 },{ -0.895730 , 0.138571 , 0.422452}},
1153 {{-0.144317 , 0.029163 , -0.110304 },{ -0.895730 , 0.138571 , 0.422452}},
1154 {{-0.147885 , 0.028708 , -0.117720 },{ -0.895730 , 0.138571 , 0.422452}},
1155 {{-0.148253 , 0.023307 , -0.118668 },{ -0.847423 , -0.266171 , 0.459376}},
1156 {{-0.144108 , 0.023724 , -0.110780 },{ -0.847423 , -0.266171 , 0.459376}},
1157 {{-0.148461 , 0.025381 , -0.117850 },{ -0.847423 , -0.266171 , 0.459376}},
1158 {{-0.148461 , 0.025381 , -0.117850 },{ -0.826533 , -0.373129 , 0.421447}},
1159 {{-0.144108 , 0.023724 , -0.110780 },{ -0.826533 , -0.373129 , 0.421447}},
1160 {{-0.144765 , 0.025848 , -0.110188 },{ -0.826533 , -0.373129 , 0.421447}},
1161 {{-0.148334 , 0.021401 , -0.128758 },{ -0.993391 , 0.103621 , -0.049374}},
1162 {{-0.148461 , 0.025381 , -0.117850 },{ -0.993391 , 0.103621 , -0.049374}},
1163 {{-0.148157 , 0.023391 , -0.128143 },{ -0.993391 , 0.103621 , -0.049374}},
1164 {{-0.148334 , 0.021401 , -0.128758 },{ -0.993393 , -0.111048 , 0.028952}},
1165 {{-0.148253 , 0.023307 , -0.118668 },{ -0.993393 , -0.111048 , 0.028952}},
1166 {{-0.148461 , 0.025381 , -0.117850 },{ -0.993393 , -0.111048 , 0.028952}},
1167 {{-0.148461 , 0.025381 , -0.117850 },{ -0.982890 , 0.172673 , -0.064124}},
1168 {{-0.147885 , 0.028708 , -0.117720 },{ -0.982890 , 0.172673 , -0.064124}},
1169 {{-0.147565 , 0.026758 , -0.127876 },{ -0.982890 , 0.172673 , -0.064124}},
1170 {{-0.148461 , 0.025381 , -0.117850 },{ -0.982045 , 0.177690 , -0.063359}},
1171 {{-0.147565 , 0.026758 , -0.127876 },{ -0.982045 , 0.177690 , -0.063359}},
1172 {{-0.148157 , 0.023391 , -0.128143 },{ -0.982045 , 0.177690 , -0.063359}},
1173 {{-0.138046 , 0.036058 , -0.137765 },{ -0.610312 , 0.504164 , -0.611014}},
1174 {{-0.128815 , 0.033980 , -0.148700 },{ -0.610312 , 0.504164 , -0.611014}},
1175 {{-0.139979 , 0.029349 , -0.141370 },{ -0.610312 , 0.504164 , -0.611014}},
1176 {{-0.130014 , 0.026463 , -0.154758 },{ -0.604921 , 0.555932 , -0.570096}},
1177 {{-0.139979 , 0.029349 , -0.141370 },{ -0.604921 , 0.555932 , -0.570096}},
1178 {{-0.128815 , 0.033980 , -0.148700 },{ -0.604921 , 0.555932 , -0.570096}},
1179 {{-0.139979 , 0.029349 , -0.141370 },{ -0.696652 , 0.538483 , -0.474037}},
1180 {{-0.146139 , 0.032881 , -0.128305 },{ -0.696652 , 0.538483 , -0.474037}},
1181 {{-0.142488 , 0.036629 , -0.129413 },{ -0.696652 , 0.538483 , -0.474037}},
1182 {{-0.139979 , 0.029349 , -0.141370 },{ -0.770871 , 0.459277 , -0.441387}},
1183 {{-0.142488 , 0.036629 , -0.129413 },{ -0.770871 , 0.459277 , -0.441387}},
1184 {{-0.138046 , 0.036058 , -0.137765 },{ -0.770871 , 0.459277 , -0.441387}},
1185 {{-0.141098 , 0.022860 , -0.142178 },{ -0.869382 , 0.205859 , -0.449218}},
1186 {{-0.147565 , 0.026758 , -0.127876 },{ -0.869382 , 0.205859 , -0.449218}},
1187 {{-0.139979 , 0.029349 , -0.141370 },{ -0.869382 , 0.205859 , -0.449218}},
1188 {{-0.139979 , 0.029349 , -0.141370 },{ -0.872510 , 0.171137 , -0.457644}},
1189 {{-0.147565 , 0.026758 , -0.127876 },{ -0.872510 , 0.171137 , -0.457644}},
1190 {{-0.146139 , 0.032881 , -0.128305 },{ -0.872510 , 0.171137 , -0.457644}},
1191 {{-0.130664 , 0.019486 , -0.156987 },{ -0.745298 , 0.264905 , -0.611847}},
1192 {{-0.139979 , 0.029349 , -0.141370 },{ -0.745298 , 0.264905 , -0.611847}},
1193 {{-0.130014 , 0.026463 , -0.154758 },{ -0.745298 , 0.264905 , -0.611847}},
1194 {{-0.130664 , 0.019486 , -0.156987 },{ -0.776661 , 0.207972 , -0.594597}},
1195 {{-0.141098 , 0.022860 , -0.142178 },{ -0.776661 , 0.207972 , -0.594597}},
1196 {{-0.139979 , 0.029349 , -0.141370 },{ -0.776661 , 0.207972 , -0.594597}},
1197 {{-0.056693 , 0.078019 , -0.195527 },{ 0.145412 , 0.620002 , -0.771007}},
1198 {{-0.035520 , 0.068661 , -0.199059 },{ 0.145412 , 0.620002 , -0.771007}},
1199 {{-0.048163 , 0.066019 , -0.203568 },{ 0.145412 , 0.620002 , -0.771007}},
1200 {{-0.039871 , 0.082335 , -0.193571 },{ 0.011399 , 0.375564 , -0.926726}},
1201 {{-0.035520 , 0.068661 , -0.199059 },{ 0.011399 , 0.375564 , -0.926726}},
1202 {{-0.056693 , 0.078019 , -0.195527 },{ 0.011399 , 0.375564 , -0.926726}},
1203 {{-0.035520 , 0.068661 , -0.199059 },{ 0.207226 , 0.425600 , -0.880864}},
1204 {{-0.031002 , 0.056212 , -0.204011 },{ 0.207226 , 0.425600 , -0.880864}},
1205 {{-0.044637 , 0.053974 , -0.208300 },{ 0.207226 , 0.425600 , -0.880864}},
1206 {{-0.035520 , 0.068661 , -0.199059 },{ 0.228098 , 0.413134 , -0.881642}},
1207 {{-0.044637 , 0.053974 , -0.208300 },{ 0.228098 , 0.413134 , -0.881642}},
1208 {{-0.048163 , 0.066019 , -0.203568 },{ 0.228098 , 0.413134 , -0.881642}},
1209 {{0.073910 , 0.048179 , 0.227315 },{ -0.083717 , 0.842598 , 0.531997}},
1210 {{0.064950 , 0.047410 , 0.227123 },{ -0.083717 , 0.842598 , 0.531997}},
1211 {{0.066089 , 0.043572 , 0.233381 },{ -0.083717 , 0.842598 , 0.531997}},
1212 {{0.073910 , 0.048179 , 0.227315 },{ -0.077259 , 0.839443 , 0.537927}},
1213 {{0.066089 , 0.043572 , 0.233381 },{ -0.077259 , 0.839443 , 0.537927}},
1214 {{0.074166 , 0.044143 , 0.233650 },{ -0.077259 , 0.839443 , 0.537927}},
1215 {{0.066089 , 0.043572 , 0.233381 },{ -0.125052 , 0.555312 , 0.822187}},
1216 {{0.066476 , 0.038332 , 0.236979 },{ -0.125052 , 0.555312 , 0.822187}},
1217 {{0.074433 , 0.039086 , 0.237680 },{ -0.125052 , 0.555312 , 0.822187}},
1218 {{0.074166 , 0.044143 , 0.233650 },{ -0.069832 , 0.619443 , 0.781930}},
1219 {{0.066089 , 0.043572 , 0.233381 },{ -0.069832 , 0.619443 , 0.781930}},
1220 {{0.074433 , 0.039086 , 0.237680 },{ -0.069832 , 0.619443 , 0.781930}},
1221 {{0.066089 , 0.043572 , 0.233381 },{ -0.527109 , 0.365131 , 0.767356}},
1222 {{0.058601 , 0.041053 , 0.229436 },{ -0.527109 , 0.365131 , 0.767356}},
1223 {{0.059041 , 0.035478 , 0.232391 },{ -0.527109 , 0.365131 , 0.767356}},
1224 {{0.066089 , 0.043572 , 0.233381 },{ -0.587886 , 0.427946 , 0.686478}},
1225 {{0.059041 , 0.035478 , 0.232391 },{ -0.587886 , 0.427946 , 0.686478}},
1226 {{0.066476 , 0.038332 , 0.236979 },{ -0.587886 , 0.427946 , 0.686478}},
1227 {{0.066089 , 0.043572 , 0.233381 },{ -0.575321 , 0.646413 , 0.501154}},
1228 {{0.064950 , 0.047410 , 0.227123 },{ -0.575321 , 0.646413 , 0.501154}},
1229 {{0.059088 , 0.043965 , 0.224837 },{ -0.575321 , 0.646413 , 0.501154}},
1230 {{0.066089 , 0.043572 , 0.233381 },{ -0.483443 , 0.761820 , 0.431177}},
1231 {{0.059088 , 0.043965 , 0.224837 },{ -0.483443 , 0.761820 , 0.431177}},
1232 {{0.058601 , 0.041053 , 0.229436 },{ -0.483443 , 0.761820 , 0.431177}},
1233 {{-0.023899 , 0.068695 , -0.190036 },{ 0.547814 , 0.446906 , -0.707231}},
1234 {{-0.019495 , 0.056802 , -0.194140 },{ 0.547814 , 0.446906 , -0.707231}},
1235 {{-0.035520 , 0.068661 , -0.199059 },{ 0.547814 , 0.446906 , -0.707231}},
1236 {{-0.035520 , 0.068661 , -0.199059 },{ 0.559321 , 0.473614 , -0.680330}},
1237 {{-0.019495 , 0.056802 , -0.194140 },{ 0.559321 , 0.473614 , -0.680330}},
1238 {{-0.031002 , 0.056212 , -0.204011 },{ 0.559321 , 0.473614 , -0.680330}},
1239 {{-0.039871 , 0.082335 , -0.193571 },{ 0.519466 , 0.455459 , -0.722988}},
1240 {{-0.028221 , 0.081777 , -0.185552 },{ 0.519466 , 0.455459 , -0.722988}},
1241 {{-0.035520 , 0.068661 , -0.199059 },{ 0.519466 , 0.455459 , -0.722988}},
1242 {{-0.028221 , 0.081777 , -0.185552 },{ 0.553548 , 0.427797 , -0.714544}},
1243 {{-0.023899 , 0.068695 , -0.190036 },{ 0.553548 , 0.427797 , -0.714544}},
1244 {{-0.035520 , 0.068661 , -0.199059 },{ 0.553548 , 0.427797 , -0.714544}},
1245 {{0.066476 , 0.038332 , 0.236979 },{ -0.104537 , 0.318218 , 0.942236}},
1246 {{0.066365 , 0.035151 , 0.238041 },{ -0.104537 , 0.318218 , 0.942236}},
1247 {{0.074603 , 0.035903 , 0.238701 },{ -0.104537 , 0.318218 , 0.942236}},
1248 {{0.066476 , 0.038332 , 0.236979 },{ -0.111761 , 0.298111 , 0.947966}},
1249 {{0.074603 , 0.035903 , 0.238701 },{ -0.111761 , 0.298111 , 0.947966}},
1250 {{0.074433 , 0.039086 , 0.237680 },{ -0.111761 , 0.298111 , 0.947966}},
1251 {{0.066365 , 0.035151 , 0.238041 },{ -0.036994 , -0.089087 , 0.995337}},
1252 {{0.066005 , 0.032999 , 0.237835 },{ -0.036994 , -0.089087 , 0.995337}},
1253 {{0.074725 , 0.033657 , 0.238218 },{ -0.036994 , -0.089087 , 0.995337}},
1254 {{0.074603 , 0.035903 , 0.238701 },{ -0.058701 , -0.212929 , 0.975303}},
1255 {{0.066365 , 0.035151 , 0.238041 },{ -0.058701 , -0.212929 , 0.975303}},
1256 {{0.074725 , 0.033657 , 0.238218 },{ -0.058701 , -0.212929 , 0.975303}},
1257 {{0.082905 , 0.047643 , 0.226851 },{ 0.077706 , 0.842252 , 0.533454}},
1258 {{0.073910 , 0.048179 , 0.227315 },{ 0.077706 , 0.842252 , 0.533454}},
1259 {{0.074166 , 0.044143 , 0.233650 },{ 0.077706 , 0.842252 , 0.533454}},
1260 {{0.082905 , 0.047643 , 0.226851 },{ 0.083385 , 0.838337 , 0.538738}},
1261 {{0.074166 , 0.044143 , 0.233650 },{ 0.083385 , 0.838337 , 0.538738}},
1262 {{0.082352 , 0.043733 , 0.233021 },{ 0.083385 , 0.838337 , 0.538738}},
1263 {{0.090267 , 0.041236 , 0.228415 },{ 0.484614 , 0.769768 , 0.415459}},
1264 {{0.089091 , 0.044268 , 0.224169 },{ 0.484614 , 0.769768 , 0.415459}},
1265 {{0.082352 , 0.043733 , 0.233021 },{ 0.484614 , 0.769768 , 0.415459}},
1266 {{0.089091 , 0.044268 , 0.224169 },{ 0.571182 , 0.669219 , 0.475286}},
1267 {{0.082905 , 0.047643 , 0.226851 },{ 0.571182 , 0.669219 , 0.475286}},
1268 {{0.082352 , 0.043733 , 0.233021 },{ 0.571182 , 0.669219 , 0.475286}},
1269 {{0.082352 , 0.043733 , 0.233021 },{ 0.609395 , 0.452162 , 0.651297}},
1270 {{0.082564 , 0.038439 , 0.236498 },{ 0.609395 , 0.452162 , 0.651297}},
1271 {{0.090746 , 0.035468 , 0.230905 },{ 0.609395 , 0.452162 , 0.651297}},
1272 {{0.082352 , 0.043733 , 0.233021 },{ 0.551684 , 0.368766 , 0.748102}},
1273 {{0.090746 , 0.035468 , 0.230905 },{ 0.551684 , 0.368766 , 0.748102}},
1274 {{0.090267 , 0.041236 , 0.228415 },{ 0.551684 , 0.368766 , 0.748102}},
1275 {{0.074166 , 0.044143 , 0.233650 },{ 0.090895 , 0.623573 , 0.776463}},
1276 {{0.074433 , 0.039086 , 0.237680 },{ 0.090895 , 0.623573 , 0.776463}},
1277 {{0.082352 , 0.043733 , 0.233021 },{ 0.090895 , 0.623573 , 0.776463}},
1278 {{0.082352 , 0.043733 , 0.233021 },{ 0.162908 , 0.546182 , 0.821673}},
1279 {{0.074433 , 0.039086 , 0.237680 },{ 0.162908 , 0.546182 , 0.821673}},
1280 {{0.082564 , 0.038439 , 0.236498 },{ 0.162908 , 0.546182 , 0.821673}},
1281 {{0.074603 , 0.035903 , 0.238701 },{ 0.159773 , 0.312018 , 0.936546}},
1282 {{0.083010 , 0.035239 , 0.237488 },{ 0.159773 , 0.312018 , 0.936546}},
1283 {{0.082564 , 0.038439 , 0.236498 },{ 0.159773 , 0.312018 , 0.936546}},
1284 {{0.074603 , 0.035903 , 0.238701 },{ 0.160860 , 0.309243 , 0.937280}},
1285 {{0.082564 , 0.038439 , 0.236498 },{ 0.160860 , 0.309243 , 0.937280}},
1286 {{0.074433 , 0.039086 , 0.237680 },{ 0.160860 , 0.309243 , 0.937280}},
1287 {{0.083010 , 0.035239 , 0.237488 },{ 0.609598 , 0.315240 , 0.727334}},
1288 {{0.091314 , 0.032217 , 0.231838 },{ 0.609598 , 0.315240 , 0.727334}},
1289 {{0.090746 , 0.035468 , 0.230905 },{ 0.609598 , 0.315240 , 0.727334}},
1290 {{0.083010 , 0.035239 , 0.237488 },{ 0.610695 , 0.310486 , 0.728457}},
1291 {{0.090746 , 0.035468 , 0.230905 },{ 0.610695 , 0.310486 , 0.728457}},
1292 {{0.082564 , 0.038439 , 0.236498 },{ 0.610695 , 0.310486 , 0.728457}},
1293 {{0.083010 , 0.035239 , 0.237488 },{ 0.541078 , 0.041755 , 0.839935}},
1294 {{0.083572 , 0.033086 , 0.237233 },{ 0.541078 , 0.041755 , 0.839935}},
1295 {{0.091927 , 0.030225 , 0.231993 },{ 0.541078 , 0.041755 , 0.839935}},
1296 {{0.083010 , 0.035239 , 0.237488 },{ 0.604764 , 0.245074 , 0.757759}},
1297 {{0.091927 , 0.030225 , 0.231993 },{ 0.604764 , 0.245074 , 0.757759}},
1298 {{0.091314 , 0.032217 , 0.231838 },{ 0.604764 , 0.245074 , 0.757759}},
1299 {{0.074603 , 0.035903 , 0.238701 },{ 0.124197 , -0.202165 , 0.971444}},
1300 {{0.074725 , 0.033657 , 0.238218 },{ 0.124197 , -0.202165 , 0.971444}},
1301 {{0.083010 , 0.035239 , 0.237488 },{ 0.124197 , -0.202165 , 0.971444}},
1302 {{0.083010 , 0.035239 , 0.237488 },{ 0.104461 , -0.090042 , 0.990444}},
1303 {{0.074725 , 0.033657 , 0.238218 },{ 0.104461 , -0.090042 , 0.990444}},
1304 {{0.083572 , 0.033086 , 0.237233 },{ 0.104461 , -0.090042 , 0.990444}},
1305 {{0.102892 , 0.029898 , 0.201713 },{ 0.810938 , 0.580811 , 0.070985}},
1306 {{0.097200 , 0.037714 , 0.202787 },{ 0.810938 , 0.580811 , 0.070985}},
1307 {{0.097529 , 0.035548 , 0.216751 },{ 0.810938 , 0.580811 , 0.070985}},
1308 {{0.097200 , 0.037714 , 0.202787 },{ 0.847882 , 0.526582 , 0.061703}},
1309 {{0.093441 , 0.042218 , 0.216003 },{ 0.847882 , 0.526582 , 0.061703}},
1310 {{0.097529 , 0.035548 , 0.216751 },{ 0.847882 , 0.526582 , 0.061703}},
1311 {{0.105120 , 0.022910 , 0.202240 },{ 0.929877 , 0.261862 , 0.258375}},
1312 {{0.097529 , 0.035548 , 0.216751 },{ 0.929877 , 0.261862 , 0.258375}},
1313 {{0.098853 , 0.029252 , 0.218367 },{ 0.929877 , 0.261862 , 0.258375}},
1314 {{0.102892 , 0.029898 , 0.201713 },{ 0.926055 , 0.311341 , 0.213283}},
1315 {{0.097529 , 0.035548 , 0.216751 },{ 0.926055 , 0.311341 , 0.213283}},
1316 {{0.105120 , 0.022910 , 0.202240 },{ 0.926055 , 0.311341 , 0.213283}},
1317 {{0.097529 , 0.035548 , 0.216751 },{ 0.871808 , 0.253378 , 0.419227}},
1318 {{0.090267 , 0.041236 , 0.228415 },{ 0.871808 , 0.253378 , 0.419227}},
1319 {{0.090746 , 0.035468 , 0.230905 },{ 0.871808 , 0.253378 , 0.419227}},
1320 {{0.097529 , 0.035548 , 0.216751 },{ 0.862942 , 0.288032 , 0.415174}},
1321 {{0.090746 , 0.035468 , 0.230905 },{ 0.862942 , 0.288032 , 0.415174}},
1322 {{0.098853 , 0.029252 , 0.218367 },{ 0.862942 , 0.288032 , 0.415174}},
1323 {{0.093441 , 0.042218 , 0.216003 },{ 0.799677 , 0.523161 , 0.294650}},
1324 {{0.089091 , 0.044268 , 0.224169 },{ 0.799677 , 0.523161 , 0.294650}},
1325 {{0.097529 , 0.035548 , 0.216751 },{ 0.799677 , 0.523161 , 0.294650}},
1326 {{0.097529 , 0.035548 , 0.216751 },{ 0.784061 , 0.586912 , 0.201946}},
1327 {{0.089091 , 0.044268 , 0.224169 },{ 0.784061 , 0.586912 , 0.201946}},
1328 {{0.090267 , 0.041236 , 0.228415 },{ 0.784061 , 0.586912 , 0.201946}},
1329 {{0.066365 , 0.035151 , 0.238041 },{ -0.563984 , 0.216959 , 0.796776}},
1330 {{0.058867 , 0.032289 , 0.233513 },{ -0.563984 , 0.216959 , 0.796776}},
1331 {{0.058387 , 0.030292 , 0.233717 },{ -0.563984 , 0.216959 , 0.796776}},
1332 {{0.066365 , 0.035151 , 0.238041 },{ -0.474163 , -0.004956 , 0.880423}},
1333 {{0.058387 , 0.030292 , 0.233717 },{ -0.474163 , -0.004956 , 0.880423}},
1334 {{0.066005 , 0.032999 , 0.237835 },{ -0.474163 , -0.004956 , 0.880423}},
1335 {{0.059041 , 0.035478 , 0.232391 },{ -0.574375 , 0.299393 , 0.761878}},
1336 {{0.058867 , 0.032289 , 0.233513 },{ -0.574375 , 0.299393 , 0.761878}},
1337 {{0.066365 , 0.035151 , 0.238041 },{ -0.574375 , 0.299393 , 0.761878}},
1338 {{0.059041 , 0.035478 , 0.232391 },{ -0.579278 , 0.276246 , 0.766894}},
1339 {{0.066365 , 0.035151 , 0.238041 },{ -0.579278 , 0.276246 , 0.766894}},
1340 {{0.066476 , 0.038332 , 0.236979 },{ -0.579278 , 0.276246 , 0.766894}},
1341 {{-0.078322 , 0.033157 , -0.189727 },{ -0.354481 , -0.162729 , -0.920795}},
1342 {{-0.089075 , 0.025878 , -0.184301 },{ -0.354481 , -0.162729 , -0.920795}},
1343 {{-0.090502 , 0.031912 , -0.184818 },{ -0.354481 , -0.162729 , -0.920795}},
1344 {{-0.078801 , 0.040043 , -0.191100 },{ -0.347522 , -0.206545 , -0.914641}},
1345 {{-0.078322 , 0.033157 , -0.189727 },{ -0.347522 , -0.206545 , -0.914641}},
1346 {{-0.090502 , 0.031912 , -0.184818 },{ -0.347522 , -0.206545 , -0.914641}},
1347 {{-0.078322 , 0.033157 , -0.189727 },{ 0.069964 , -0.641659 , -0.763793}},
1348 {{-0.076797 , 0.029538 , -0.186547 },{ 0.069964 , -0.641659 , -0.763793}},
1349 {{-0.087064 , 0.022593 , -0.181653 },{ 0.069964 , -0.641659 , -0.763793}},
1350 {{-0.078322 , 0.033157 , -0.189727 },{ 0.022791 , -0.618923 , -0.785121}},
1351 {{-0.087064 , 0.022593 , -0.181653 },{ 0.022791 , -0.618923 , -0.785121}},
1352 {{-0.089075 , 0.025878 , -0.184301 },{ 0.022791 , -0.618923 , -0.785121}},
1353 {{0.086445 , 0.049323 , 0.090266 },{ 0.752055 , 0.159863 , -0.639420}},
1354 {{0.085323 , 0.060773 , 0.091809 },{ 0.752055 , 0.159863 , -0.639420}},
1355 {{0.096667 , 0.059400 , 0.104808 },{ 0.752055 , 0.159863 , -0.639420}},
1356 {{0.096667 , 0.059400 , 0.104808 },{ 0.555103 , 0.448136 , -0.700738}},
1357 {{0.097445 , 0.048213 , 0.098270 },{ 0.555103 , 0.448136 , -0.700738}},
1358 {{0.086445 , 0.049323 , 0.090266 },{ 0.555103 , 0.448136 , -0.700738}},
1359 {{0.071817 , 0.059989 , 0.087648 },{ 0.263949 , 0.127319 , -0.956097}},
1360 {{0.086445 , 0.049323 , 0.090266 },{ 0.263949 , 0.127319 , -0.956097}},
1361 {{0.072251 , 0.048944 , 0.086297 },{ 0.263949 , 0.127319 , -0.956097}},
1362 {{0.085323 , 0.060773 , 0.091809 },{ 0.282617 , 0.155256 , -0.946585}},
1363 {{0.086445 , 0.049323 , 0.090266 },{ 0.282617 , 0.155256 , -0.946585}},
1364 {{0.071817 , 0.059989 , 0.087648 },{ 0.282617 , 0.155256 , -0.946585}},
1365 {{0.086445 , 0.049323 , 0.090266 },{ 0.243358 , 0.215095 , -0.945786}},
1366 {{0.087286 , 0.038610 , 0.088046 },{ 0.243358 , 0.215095 , -0.945786}},
1367 {{0.072581 , 0.038556 , 0.084250 },{ 0.243358 , 0.215095 , -0.945786}},
1368 {{0.086445 , 0.049323 , 0.090266 },{ 0.259321 , 0.194646 , -0.945974}},
1369 {{0.072581 , 0.038556 , 0.084250 },{ 0.259321 , 0.194646 , -0.945974}},
1370 {{0.072251 , 0.048944 , 0.086297 },{ 0.259321 , 0.194646 , -0.945974}},
1371 {{0.086445 , 0.049323 , 0.090266 },{ 0.591209 , 0.162605 , -0.789957}},
1372 {{0.097445 , 0.048213 , 0.098270 },{ 0.591209 , 0.162605 , -0.789957}},
1373 {{0.098595 , 0.038032 , 0.097035 },{ 0.591209 , 0.162605 , -0.789957}},
1374 {{0.086445 , 0.049323 , 0.090266 },{ 0.615322 , 0.205980 , -0.760888}},
1375 {{0.098595 , 0.038032 , 0.097035 },{ 0.615322 , 0.205980 , -0.760888}},
1376 {{0.087286 , 0.038610 , 0.088046 },{ 0.615322 , 0.205980 , -0.760888}},
1377 {{-0.065239 , 0.036366 , -0.193351 },{ -0.041333 , -0.669283 , -0.741857}},
1378 {{-0.076797 , 0.029538 , -0.186547 },{ -0.041333 , -0.669283 , -0.741857}},
1379 {{-0.078322 , 0.033157 , -0.189727 },{ -0.041333 , -0.669283 , -0.741857}},
1380 {{-0.065239 , 0.036366 , -0.193351 },{ -0.040566 , -0.670855 , -0.740479}},
1381 {{-0.078322 , 0.033157 , -0.189727 },{ -0.040566 , -0.670855 , -0.740479}},
1382 {{-0.066327 , 0.040135 , -0.196706 },{ -0.040566 , -0.670855 , -0.740479}},
1383 {{-0.066306 , 0.047154 , -0.198536 },{ -0.411389 , -0.205667 , -0.887953}},
1384 {{-0.078322 , 0.033157 , -0.189727 },{ -0.411389 , -0.205667 , -0.887953}},
1385 {{-0.078801 , 0.040043 , -0.191100 },{ -0.411389 , -0.205667 , -0.887953}},
1386 {{-0.066306 , 0.047154 , -0.198536 },{ -0.384955 , -0.231764 , -0.893362}},
1387 {{-0.066327 , 0.040135 , -0.196706 },{ -0.384955 , -0.231764 , -0.893362}},
1388 {{-0.078322 , 0.033157 , -0.189727 },{ -0.384955 , -0.231764 , -0.893362}},
1389 {{0.051012 , 0.037314 , 0.204116 },{ -0.908494 , 0.401278 , 0.116678}},
1390 {{0.052179 , 0.035617 , 0.219039 },{ -0.908494 , 0.401278 , 0.116678}},
1391 {{0.054665 , 0.041853 , 0.216949 },{ -0.908494 , 0.401278 , 0.116678}},
1392 {{0.051012 , 0.037314 , 0.204116 },{ -0.898541 , 0.422637 , 0.118328}},
1393 {{0.047780 , 0.030098 , 0.205347 },{ -0.898541 , 0.422637 , 0.118328}},
1394 {{0.052179 , 0.035617 , 0.219039 },{ -0.898541 , 0.422637 , 0.118328}},
1395 {{0.052179 , 0.035617 , 0.219039 },{ -0.823076 , 0.515175 , 0.239041}},
1396 {{0.058601 , 0.041053 , 0.229436 },{ -0.823076 , 0.515175 , 0.239041}},
1397 {{0.059088 , 0.043965 , 0.224837 },{ -0.823076 , 0.515175 , 0.239041}},
1398 {{0.054665 , 0.041853 , 0.216949 },{ -0.826672 , 0.444979 , 0.344394}},
1399 {{0.052179 , 0.035617 , 0.219039 },{ -0.826672 , 0.444979 , 0.344394}},
1400 {{0.059088 , 0.043965 , 0.224837 },{ -0.826672 , 0.444979 , 0.344394}},
1401 {{0.052476 , 0.029824 , 0.221910 },{ -0.873922 , 0.171994 , 0.454618}},
1402 {{0.059041 , 0.035478 , 0.232391 },{ -0.873922 , 0.171994 , 0.454618}},
1403 {{0.058601 , 0.041053 , 0.229436 },{ -0.873922 , 0.171994 , 0.454618}},
1404 {{0.052476 , 0.029824 , 0.221910 },{ -0.876061 , 0.177319 , 0.448414}},
1405 {{0.058601 , 0.041053 , 0.229436 },{ -0.876061 , 0.177319 , 0.448414}},
1406 {{0.052179 , 0.035617 , 0.219039 },{ -0.876061 , 0.177319 , 0.448414}},
1407 {{0.048029 , 0.023790 , 0.208053 },{ -0.958899 , 0.085004 , 0.270716}},
1408 {{0.052476 , 0.029824 , 0.221910 },{ -0.958899 , 0.085004 , 0.270716}},
1409 {{0.052179 , 0.035617 , 0.219039 },{ -0.958899 , 0.085004 , 0.270716}},
1410 {{0.048029 , 0.023790 , 0.208053 },{ -0.957968 , 0.080326 , 0.275401}},
1411 {{0.052179 , 0.035617 , 0.219039 },{ -0.957968 , 0.080326 , 0.275401}},
1412 {{0.047780 , 0.030098 , 0.205347 },{ -0.957968 , 0.080326 , 0.275401}},
1413 {{-0.014665 , 0.049415 , -0.181981 },{ 0.987579 , -0.019211 , 0.155948}},
1414 {{-0.014857 , 0.055439 , -0.180023 },{ 0.987579 , -0.019211 , 0.155948}},
1415 {{-0.017038 , 0.052600 , -0.166561 },{ 0.987579 , -0.019211 , 0.155948}},
1416 {{-0.014665 , 0.049415 , -0.181981 },{ 0.965651 , -0.181376 , 0.186068}},
1417 {{-0.017038 , 0.052600 , -0.166561 },{ 0.965651 , -0.181376 , 0.186068}},
1418 {{-0.017589 , 0.046952 , -0.169207 },{ 0.965651 , -0.181376 , 0.186068}},
1419 {{-0.018769 , 0.050527 , -0.195078 },{ 0.946774 , 0.151958 , -0.283774}},
1420 {{-0.019495 , 0.056802 , -0.194140 },{ 0.946774 , 0.151958 , -0.283774}},
1421 {{-0.014665 , 0.049415 , -0.181981 },{ 0.946774 , 0.151958 , -0.283774}},
1422 {{-0.019495 , 0.056802 , -0.194140 },{ 0.945903 , 0.127166 , -0.298489}},
1423 {{-0.014857 , 0.055439 , -0.180023 },{ 0.945903 , 0.127166 , -0.298489}},
1424 {{-0.014665 , 0.049415 , -0.181981 },{ 0.945903 , 0.127166 , -0.298489}},
1425 {{-0.019882 , 0.047061 , -0.194432 },{ 0.875451 , -0.383340 , -0.294341}},
1426 {{-0.014665 , 0.049415 , -0.181981 },{ 0.875451 , -0.383340 , -0.294341}},
1427 {{-0.016506 , 0.046023 , -0.183039 },{ 0.875451 , -0.383340 , -0.294341}},
1428 {{-0.018769 , 0.050527 , -0.195078 },{ 0.887885 , -0.342390 , -0.307293}},
1429 {{-0.014665 , 0.049415 , -0.181981 },{ 0.887885 , -0.342390 , -0.307293}},
1430 {{-0.019882 , 0.047061 , -0.194432 },{ 0.887885 , -0.342390 , -0.307293}},
1431 {{0.047357 , 0.056207 , 0.104733 },{ -0.643698 , 0.343453 , -0.683881}},
1432 {{0.058236 , 0.048186 , 0.090465 },{ -0.643698 , 0.343453 , -0.683881}},
1433 {{0.048205 , 0.046335 , 0.098977 },{ -0.643698 , 0.343453 , -0.683881}},
1434 {{0.058236 , 0.048186 , 0.090465 },{ -0.776694 , 0.061629 , -0.626856}},
1435 {{0.047357 , 0.056207 , 0.104733 },{ -0.776694 , 0.061629 , -0.626856}},
1436 {{0.058196 , 0.058962 , 0.091574 },{ -0.776694 , 0.061629 , -0.626856}},
1437 {{-0.044637 , 0.053974 , -0.208300 },{ 0.258663 , 0.036958 , -0.965260}},
1438 {{-0.029379 , 0.049776 , -0.204372 },{ 0.258663 , 0.036958 , -0.965260}},
1439 {{-0.042639 , 0.047669 , -0.208006 },{ 0.258663 , 0.036958 , -0.965260}},
1440 {{-0.031002 , 0.056212 , -0.204011 },{ 0.279204 , 0.123820 , -0.952215}},
1441 {{-0.029379 , 0.049776 , -0.204372 },{ 0.279204 , 0.123820 , -0.952215}},
1442 {{-0.044637 , 0.053974 , -0.208300 },{ 0.279204 , 0.123820 , -0.952215}},
1443 {{-0.029379 , 0.049776 , -0.204372 },{ 0.271107 , -0.462252 , -0.844289}},
1444 {{-0.029203 , 0.046345 , -0.202437 },{ 0.271107 , -0.462252 , -0.844289}},
1445 {{-0.041407 , 0.044234 , -0.205200 },{ 0.271107 , -0.462252 , -0.844289}},
1446 {{-0.029379 , 0.049776 , -0.204372 },{ 0.301294 , -0.536096 , -0.788558}},
1447 {{-0.041407 , 0.044234 , -0.205200 },{ 0.301294 , -0.536096 , -0.788558}},
1448 {{-0.042639 , 0.047669 , -0.208006 },{ 0.301294 , -0.536096 , -0.788558}},
1449 {{-0.018769 , 0.050527 , -0.195078 },{ 0.634406 , -0.333678 , -0.697272}},
1450 {{-0.019882 , 0.047061 , -0.194432 },{ 0.634406 , -0.333678 , -0.697272}},
1451 {{-0.029379 , 0.049776 , -0.204372 },{ 0.634406 , -0.333678 , -0.697272}},
1452 {{-0.029379 , 0.049776 , -0.204372 },{ 0.623713 , -0.359460 , -0.694097}},
1453 {{-0.019882 , 0.047061 , -0.194432 },{ 0.623713 , -0.359460 , -0.694097}},
1454 {{-0.029203 , 0.046345 , -0.202437 },{ 0.623713 , -0.359460 , -0.694097}},
1455 {{-0.019495 , 0.056802 , -0.194140 },{ 0.631794 , 0.201310 , -0.748539}},
1456 {{-0.029379 , 0.049776 , -0.204372 },{ 0.631794 , 0.201310 , -0.748539}},
1457 {{-0.031002 , 0.056212 , -0.204011 },{ 0.631794 , 0.201310 , -0.748539}},
1458 {{-0.019495 , 0.056802 , -0.194140 },{ 0.640018 , 0.185506 , -0.745631}},
1459 {{-0.018769 , 0.050527 , -0.195078 },{ 0.640018 , 0.185506 , -0.745631}},
1460 {{-0.029379 , 0.049776 , -0.204372 },{ 0.640018 , 0.185506 , -0.745631}},
1461 {{-0.141484 , 0.019411 , -0.142373 },{ -0.867694 , 0.189018 , -0.459761}},
1462 {{-0.148157 , 0.023391 , -0.128143 },{ -0.867694 , 0.189018 , -0.459761}},
1463 {{-0.147565 , 0.026758 , -0.127876 },{ -0.867694 , 0.189018 , -0.459761}},
1464 {{-0.141484 , 0.019411 , -0.142373 },{ -0.890933 , 0.124403 , -0.436762}},
1465 {{-0.147565 , 0.026758 , -0.127876 },{ -0.890933 , 0.124403 , -0.436762}},
1466 {{-0.141098 , 0.022860 , -0.142178 },{ -0.890933 , 0.124403 , -0.436762}},
1467 {{-0.141484 , 0.019411 , -0.142373 },{ -0.894183 , -0.017165 , -0.447373}},
1468 {{-0.141503 , 0.017481 , -0.142261 },{ -0.894183 , -0.017165 , -0.447373}},
1469 {{-0.148334 , 0.021401 , -0.128758 },{ -0.894183 , -0.017165 , -0.447373}},
1470 {{-0.141484 , 0.019411 , -0.142373 },{ -0.858213 , 0.219704 , -0.463897}},
1471 {{-0.148334 , 0.021401 , -0.128758 },{ -0.858213 , 0.219704 , -0.463897}},
1472 {{-0.148157 , 0.023391 , -0.128143 },{ -0.858213 , 0.219704 , -0.463897}},
1473 {{0.103868 , 0.031613 , 0.136916 },{ 0.930912 , -0.305806 , -0.199713}},
1474 {{0.105299 , 0.026401 , 0.151567 },{ 0.930912 , -0.305806 , -0.199713}},
1475 {{0.102268 , 0.025305 , 0.139117 },{ 0.930912 , -0.305806 , -0.199713}},
1476 {{0.102268 , 0.025305 , 0.139117 },{ 0.949719 , -0.231480 , -0.210835}},
1477 {{0.105299 , 0.026401 , 0.151567 },{ 0.949719 , -0.231480 , -0.210835}},
1478 {{0.103940 , 0.020287 , 0.152158 },{ 0.949719 , -0.231480 , -0.210835}},
1479 {{0.102895 , 0.035648 , 0.121273 },{ 0.919814 , -0.352613 , -0.172066}},
1480 {{0.102268 , 0.025305 , 0.139117 },{ 0.919814 , -0.352613 , -0.172066}},
1481 {{0.101169 , 0.029690 , 0.124256 },{ 0.919814 , -0.352613 , -0.172066}},
1482 {{0.102895 , 0.035648 , 0.121273 },{ 0.948634 , -0.287039 , -0.133045}},
1483 {{0.103868 , 0.031613 , 0.136916 },{ 0.948634 , -0.287039 , -0.133045}},
1484 {{0.102268 , 0.025305 , 0.139117 },{ 0.948634 , -0.287039 , -0.133045}},
1485 {{0.098797 , 0.021832 , 0.140311 },{ 0.634526 , -0.727095 , -0.262125}},
1486 {{0.097804 , 0.026151 , 0.125927 },{ 0.634526 , -0.727095 , -0.262125}},
1487 {{0.101169 , 0.029690 , 0.124256 },{ 0.634526 , -0.727095 , -0.262125}},
1488 {{0.098797 , 0.021832 , 0.140311 },{ 0.636368 , -0.725809 , -0.261223}},
1489 {{0.101169 , 0.029690 , 0.124256 },{ 0.636368 , -0.725809 , -0.261223}},
1490 {{0.102268 , 0.025305 , 0.139117 },{ 0.636368 , -0.725809 , -0.261223}},
1491 {{0.103940 , 0.020287 , 0.152158 },{ 0.635241 , -0.689998 , -0.346947}},
1492 {{0.100629 , 0.017016 , 0.152601 },{ 0.635241 , -0.689998 , -0.346947}},
1493 {{0.102268 , 0.025305 , 0.139117 },{ 0.635241 , -0.689998 , -0.346947}},
1494 {{0.102268 , 0.025305 , 0.139117 },{ 0.590806 , -0.717391 , -0.369187}},
1495 {{0.100629 , 0.017016 , 0.152601 },{ 0.590806 , -0.717391 , -0.369187}},
1496 {{0.098797 , 0.021832 , 0.140311 },{ 0.590806 , -0.717391 , -0.369187}},
1497 {{0.058341 , 0.038052 , 0.088636 },{ -0.707757 , 0.118367 , -0.696469}},
1498 {{0.048517 , 0.037068 , 0.098452 },{ -0.707757 , 0.118367 , -0.696469}},
1499 {{0.058236 , 0.048186 , 0.090465 },{ -0.707757 , 0.118367 , -0.696469}},
1500 {{0.058236 , 0.048186 , 0.090465 },{ -0.649143 , 0.021222 , -0.760370}},
1501 {{0.048517 , 0.037068 , 0.098452 },{ -0.649143 , 0.021222 , -0.760370}},
1502 {{0.048205 , 0.046335 , 0.098977 },{ -0.649143 , 0.021222 , -0.760370}},
1503 {{0.072581 , 0.038556 , 0.084250 },{ -0.295624 , 0.166707 , -0.940646}},
1504 {{0.058341 , 0.038052 , 0.088636 },{ -0.295624 , 0.166707 , -0.940646}},
1505 {{0.058236 , 0.048186 , 0.090465 },{ -0.295624 , 0.166707 , -0.940646}},
1506 {{0.072581 , 0.038556 , 0.084250 },{ -0.289340 , 0.176210 , -0.940868}},
1507 {{0.058236 , 0.048186 , 0.090465 },{ -0.289340 , 0.176210 , -0.940868}},
1508 {{0.072251 , 0.048944 , 0.086297 },{ -0.289340 , 0.176210 , -0.940868}},
1509 {{0.072251 , 0.048944 , 0.086297 },{ -0.288528 , 0.096959 , -0.952549}},
1510 {{0.058236 , 0.048186 , 0.090465 },{ -0.288528 , 0.096959 , -0.952549}},
1511 {{0.058196 , 0.058962 , 0.091574 },{ -0.288528 , 0.096959 , -0.952549}},
1512 {{0.072251 , 0.048944 , 0.086297 },{ -0.282747 , 0.105504 , -0.953374}},
1513 {{0.058196 , 0.058962 , 0.091574 },{ -0.282747 , 0.105504 , -0.953374}},
1514 {{0.071817 , 0.059989 , 0.087648 },{ -0.282747 , 0.105504 , -0.953374}},
1515 {{-0.014665 , 0.049415 , -0.181981 },{ 0.803716 , -0.590876 , 0.070044}},
1516 {{-0.017589 , 0.046952 , -0.169207 },{ 0.803716 , -0.590876 , 0.070044}},
1517 {{-0.019846 , 0.043593 , -0.171645 },{ 0.803716 , -0.590876 , 0.070044}},
1518 {{-0.016506 , 0.046023 , -0.183039 },{ 0.850874 , -0.505951 , 0.141518}},
1519 {{-0.014665 , 0.049415 , -0.181981 },{ 0.850874 , -0.505951 , 0.141518}},
1520 {{-0.019846 , 0.043593 , -0.171645 },{ 0.850874 , -0.505951 , 0.141518}},
1521 {{0.087286 , 0.038610 , 0.088046 },{ 0.612815 , -0.130531 , -0.779371}},
1522 {{0.098595 , 0.038032 , 0.097035 },{ 0.612815 , -0.130531 , -0.779371}},
1523 {{0.086446 , 0.032899 , 0.088342 },{ 0.612815 , -0.130531 , -0.779371}},
1524 {{0.098595 , 0.038032 , 0.097035 },{ 0.629002 , -0.232364 , -0.741865}},
1525 {{0.096980 , 0.032447 , 0.097415 },{ 0.629002 , -0.232364 , -0.741865}},
1526 {{0.086446 , 0.032899 , 0.088342 },{ 0.629002 , -0.232364 , -0.741865}},
1527 {{0.087286 , 0.038610 , 0.088046 },{ 0.247772 , -0.086457 , -0.964953}},
1528 {{0.086446 , 0.032899 , 0.088342 },{ 0.247772 , -0.086457 , -0.964953}},
1529 {{0.072767 , 0.032973 , 0.084823 },{ 0.247772 , -0.086457 , -0.964953}},
1530 {{0.087286 , 0.038610 , 0.088046 },{ 0.249232 , -0.090654 , -0.964191}},
1531 {{0.072767 , 0.032973 , 0.084823 },{ 0.249232 , -0.090654 , -0.964191}},
1532 {{0.072581 , 0.038556 , 0.084250 },{ 0.249232 , -0.090654 , -0.964191}},
1533 {{0.086446 , 0.032899 , 0.088342 },{ 0.217967 , -0.515516 , -0.828694}},
1534 {{0.084766 , 0.029689 , 0.089897 },{ 0.217967 , -0.515516 , -0.828694}},
1535 {{0.072880 , 0.029793 , 0.086706 },{ 0.217967 , -0.515516 , -0.828694}},
1536 {{0.072767 , 0.032973 , 0.084823 },{ 0.214404 , -0.492012 , -0.843774}},
1537 {{0.086446 , 0.032899 , 0.088342 },{ 0.214404 , -0.492012 , -0.843774}},
1538 {{0.072880 , 0.029793 , 0.086706 },{ 0.214404 , -0.492012 , -0.843774}},
1539 {{0.096980 , 0.032447 , 0.097415 },{ 0.479530 , -0.650351 , -0.589147}},
1540 {{0.093983 , 0.029161 , 0.098603 },{ 0.479530 , -0.650351 , -0.589147}},
1541 {{0.086446 , 0.032899 , 0.088342 },{ 0.479530 , -0.650351 , -0.589147}},
1542 {{0.086446 , 0.032899 , 0.088342 },{ 0.542177 , -0.578822 , -0.609105}},
1543 {{0.093983 , 0.029161 , 0.098603 },{ 0.542177 , -0.578822 , -0.609105}},
1544 {{0.084766 , 0.029689 , 0.089897 },{ 0.542177 , -0.578822 , -0.609105}},
1545 {{-0.130571 , 0.015852 , -0.157213 },{ -0.786759 , -0.378130 , -0.487881}},
1546 {{-0.130108 , 0.013890 , -0.156439 },{ -0.786759 , -0.378130 , -0.487881}},
1547 {{-0.141484 , 0.019411 , -0.142373 },{ -0.786759 , -0.378130 , -0.487881}},
1548 {{-0.130108 , 0.013890 , -0.156439 },{ -0.782641 , -0.028386 , -0.621826}},
1549 {{-0.141503 , 0.017481 , -0.142261 },{ -0.782641 , -0.028386 , -0.621826}},
1550 {{-0.141484 , 0.019411 , -0.142373 },{ -0.782641 , -0.028386 , -0.621826}},
1551 {{-0.130664 , 0.019486 , -0.156987 },{ -0.797925 , 0.122666 , -0.590144}},
1552 {{-0.141484 , 0.019411 , -0.142373 },{ -0.797925 , 0.122666 , -0.590144}},
1553 {{-0.141098 , 0.022860 , -0.142178 },{ -0.797925 , 0.122666 , -0.590144}},
1554 {{-0.130571 , 0.015852 , -0.157213 },{ -0.803625 , 0.016433 , -0.594909}},
1555 {{-0.141484 , 0.019411 , -0.142373 },{ -0.803625 , 0.016433 , -0.594909}},
1556 {{-0.130664 , 0.019486 , -0.156987 },{ -0.803625 , 0.016433 , -0.594909}},
1557 {{-0.130752 , 0.026614 , -0.100955 },{ 0.089154 , 0.039825 , 0.995221}},
1558 {{-0.118313 , 0.019584 , -0.101788 },{ 0.089154 , 0.039825 , 0.995221}},
1559 {{-0.117696 , 0.022951 , -0.101978 },{ 0.089154 , 0.039825 , 0.995221}},
1560 {{-0.130752 , 0.026614 , -0.100955 },{ 0.134079 , 0.120695 , 0.983593}},
1561 {{-0.131085 , 0.023276 , -0.100500 },{ 0.134079 , 0.120695 , 0.983593}},
1562 {{-0.118313 , 0.019584 , -0.101788 },{ 0.134079 , 0.120695 , 0.983593}},
1563 {{-0.118313 , 0.019584 , -0.101788 },{ 0.300482 , -0.154462 , 0.941197}},
1564 {{-0.103817 , 0.015964 , -0.107010 },{ 0.300482 , -0.154462 , 0.941197}},
1565 {{-0.103055 , 0.019512 , -0.106671 },{ 0.300482 , -0.154462 , 0.941197}},
1566 {{-0.117696 , 0.022951 , -0.101978 },{ 0.304791 , -0.002106 , 0.952417}},
1567 {{-0.118313 , 0.019584 , -0.101788 },{ 0.304791 , -0.002106 , 0.952417}},
1568 {{-0.103055 , 0.019512 , -0.106671 },{ 0.304791 , -0.002106 , 0.952417}},
1569 {{-0.118313 , 0.019584 , -0.101788 },{ 0.370842 , -0.073943 , 0.925748}},
1570 {{-0.118426 , 0.017640 , -0.101898 },{ 0.370842 , -0.073943 , 0.925748}},
1571 {{-0.104266 , 0.013988 , -0.107862 },{ 0.370842 , -0.073943 , 0.925748}},
1572 {{-0.118313 , 0.019584 , -0.101788 },{ 0.210200 , -0.426977 , 0.879492}},
1573 {{-0.104266 , 0.013988 , -0.107862 },{ 0.210200 , -0.426977 , 0.879492}},
1574 {{-0.103817 , 0.015964 , -0.107010 },{ 0.210200 , -0.426977 , 0.879492}},
1575 {{-0.131085 , 0.023276 , -0.100500 },{ 0.150645 , 0.182163 , 0.971660}},
1576 {{-0.130679 , 0.021276 , -0.100188 },{ 0.150645 , 0.182163 , 0.971660}},
1577 {{-0.118313 , 0.019584 , -0.101788 },{ 0.150645 , 0.182163 , 0.971660}},
1578 {{-0.130679 , 0.021276 , -0.100188 },{ 0.119577 , -0.063020 , 0.990823}},
1579 {{-0.118426 , 0.017640 , -0.101898 },{ 0.119577 , -0.063020 , 0.990823}},
1580 {{-0.118313 , 0.019584 , -0.101788 },{ 0.119577 , -0.063020 , 0.990823}},
1581 {{0.053529 , 0.024364 , 0.145064 },{ -0.850649 , -0.491126 , -0.187594}},
1582 {{0.053261 , 0.019274 , 0.159605 },{ -0.850649 , -0.491126 , -0.187594}},
1583 {{0.050163 , 0.025018 , 0.158615 },{ -0.850649 , -0.491126 , -0.187594}},
1584 {{0.050203 , 0.030240 , 0.142524 },{ -0.821433 , -0.541852 , -0.177889}},
1585 {{0.053529 , 0.024364 , 0.145064 },{ -0.821433 , -0.541852 , -0.177889}},
1586 {{0.050163 , 0.025018 , 0.158615 },{ -0.821433 , -0.541852 , -0.177889}},
1587 {{0.057270 , 0.021049 , 0.145502 },{ -0.615900 , -0.733150 , -0.288371}},
1588 {{0.056697 , 0.016172 , 0.159125 },{ -0.615900 , -0.733150 , -0.288371}},
1589 {{0.053529 , 0.024364 , 0.145064 },{ -0.615900 , -0.733150 , -0.288371}},
1590 {{0.056697 , 0.016172 , 0.159125 },{ -0.667131 , -0.699189 , -0.257043}},
1591 {{0.053261 , 0.019274 , 0.159605 },{ -0.667131 , -0.699189 , -0.257043}},
1592 {{0.053529 , 0.024364 , 0.145064 },{ -0.667131 , -0.699189 , -0.257043}},
1593 {{0.053529 , 0.024364 , 0.145064 },{ -0.634903 , -0.755424 , -0.161965}},
1594 {{0.052382 , 0.028856 , 0.128609 },{ -0.634903 , -0.755424 , -0.161965}},
1595 {{0.056145 , 0.025432 , 0.129828 },{ -0.634903 , -0.755424 , -0.161965}},
1596 {{0.053529 , 0.024364 , 0.145064 },{ -0.643593 , -0.747826 , -0.162924}},
1597 {{0.056145 , 0.025432 , 0.129828 },{ -0.643593 , -0.747826 , -0.162924}},
1598 {{0.057270 , 0.021049 , 0.145502 },{ -0.643593 , -0.747826 , -0.162924}},
1599 {{0.049184 , 0.034408 , 0.125323 },{ -0.853744 , -0.515364 , -0.074302}},
1600 {{0.053529 , 0.024364 , 0.145064 },{ -0.853744 , -0.515364 , -0.074302}},
1601 {{0.050203 , 0.030240 , 0.142524 },{ -0.853744 , -0.515364 , -0.074302}},
1602 {{0.049184 , 0.034408 , 0.125323 },{ -0.839864 , -0.535668 , -0.087688}},
1603 {{0.052382 , 0.028856 , 0.128609 },{ -0.839864 , -0.535668 , -0.087688}},
1604 {{0.053529 , 0.024364 , 0.145064 },{ -0.839864 , -0.535668 , -0.087688}},
1605 {{-0.048163 , 0.066019 , -0.203568 },{ -0.201344 , 0.306544 , -0.930318}},
1606 {{-0.044637 , 0.053974 , -0.208300 },{ -0.201344 , 0.306544 , -0.930318}},
1607 {{-0.056016 , 0.060166 , -0.203797 },{ -0.201344 , 0.306544 , -0.930318}},
1608 {{-0.056016 , 0.060166 , -0.203797 },{ -0.280884 , 0.170650 , -0.944448}},
1609 {{-0.044637 , 0.053974 , -0.208300 },{ -0.280884 , 0.170650 , -0.944448}},
1610 {{-0.055657 , 0.050391 , -0.205670 },{ -0.280884 , 0.170650 , -0.944448}},
1611 {{-0.056693 , 0.078019 , -0.195527 },{ -0.580814 , 0.323920 , -0.746814}},
1612 {{-0.056016 , 0.060166 , -0.203797 },{ -0.580814 , 0.323920 , -0.746814}},
1613 {{-0.064066 , 0.060674 , -0.197316 },{ -0.580814 , 0.323920 , -0.746814}},
1614 {{-0.056693 , 0.078019 , -0.195527 },{ -0.269775 , 0.396295 , -0.877594}},
1615 {{-0.048163 , 0.066019 , -0.203568 },{ -0.269775 , 0.396295 , -0.877594}},
1616 {{-0.056016 , 0.060166 , -0.203797 },{ -0.269775 , 0.396295 , -0.877594}},
1617 {{-0.056016 , 0.060166 , -0.203797 },{ -0.579193 , 0.132839 , -0.804294}},
1618 {{-0.055657 , 0.050391 , -0.205670 },{ -0.579193 , 0.132839 , -0.804294}},
1619 {{-0.066306 , 0.047154 , -0.198536 },{ -0.579193 , 0.132839 , -0.804294}},
1620 {{-0.064066 , 0.060674 , -0.197316 },{ -0.611304 , 0.171007 , -0.772699}},
1621 {{-0.056016 , 0.060166 , -0.203797 },{ -0.611304 , 0.171007 , -0.772699}},
1622 {{-0.066306 , 0.047154 , -0.198536 },{ -0.611304 , 0.171007 , -0.772699}},
1623 {{0.059662 , 0.032562 , 0.089030 },{ -0.682684 , -0.365549 , -0.632706}},
1624 {{0.050822 , 0.031839 , 0.098986 },{ -0.682684 , -0.365549 , -0.632706}},
1625 {{0.048517 , 0.037068 , 0.098452 },{ -0.682684 , -0.365549 , -0.632706}},
1626 {{0.058341 , 0.038052 , 0.088636 },{ -0.679657 , -0.213894 , -0.701652}},
1627 {{0.059662 , 0.032562 , 0.089030 },{ -0.679657 , -0.213894 , -0.701652}},
1628 {{0.048517 , 0.037068 , 0.098452 },{ -0.679657 , -0.213894 , -0.701652}},
1629 {{0.061590 , 0.029395 , 0.090535 },{ -0.598307 , -0.610727 , -0.518693}},
1630 {{0.054122 , 0.028630 , 0.100050 },{ -0.598307 , -0.610727 , -0.518693}},
1631 {{0.059662 , 0.032562 , 0.089030 },{ -0.598307 , -0.610727 , -0.518693}},
1632 {{0.059662 , 0.032562 , 0.089030 },{ -0.512319 , -0.694394 , -0.505318}},
1633 {{0.054122 , 0.028630 , 0.100050 },{ -0.512319 , -0.694394 , -0.505318}},
1634 {{0.050822 , 0.031839 , 0.098986 },{ -0.512319 , -0.694394 , -0.505318}},
1635 {{0.072767 , 0.032973 , 0.084823 },{ -0.250485 , -0.499845 , -0.829103}},
1636 {{0.072880 , 0.029793 , 0.086706 },{ -0.250485 , -0.499845 , -0.829103}},
1637 {{0.059662 , 0.032562 , 0.089030 },{ -0.250485 , -0.499845 , -0.829103}},
1638 {{0.059662 , 0.032562 , 0.089030 },{ -0.253926 , -0.536905 , -0.804521}},
1639 {{0.072880 , 0.029793 , 0.086706 },{ -0.253926 , -0.536905 , -0.804521}},
1640 {{0.061590 , 0.029395 , 0.090535 },{ -0.253926 , -0.536905 , -0.804521}},
1641 {{0.072581 , 0.038556 , 0.084250 },{ -0.287142 , -0.137129 , -0.948022}},
1642 {{0.059662 , 0.032562 , 0.089030 },{ -0.287142 , -0.137129 , -0.948022}},
1643 {{0.058341 , 0.038052 , 0.088636 },{ -0.287142 , -0.137129 , -0.948022}},
1644 {{0.072581 , 0.038556 , 0.084250 },{ -0.300843 , -0.107279 , -0.947621}},
1645 {{0.072767 , 0.032973 , 0.084823 },{ -0.300843 , -0.107279 , -0.947621}},
1646 {{0.059662 , 0.032562 , 0.089030 },{ -0.300843 , -0.107279 , -0.947621}},
1647 {{-0.106961 , 0.021298 , -0.176838 },{ -0.423110 , 0.038536 , -0.905259}},
1648 {{-0.096985 , 0.020398 , -0.181539 },{ -0.423110 , 0.038536 , -0.905259}},
1649 {{-0.105369 , 0.016790 , -0.177774 },{ -0.423110 , 0.038536 , -0.905259}},
1650 {{-0.098769 , 0.025614 , -0.181144 },{ -0.430774 , -0.079257 , -0.898973}},
1651 {{-0.096985 , 0.020398 , -0.181539 },{ -0.430774 , -0.079257 , -0.898973}},
1652 {{-0.106961 , 0.021298 , -0.176838 },{ -0.430774 , -0.079257 , -0.898973}},
1653 {{-0.096985 , 0.020398 , -0.181539 },{ -0.082559 , -0.542378 , -0.836068}},
1654 {{-0.095000 , 0.017520 , -0.179868 },{ -0.082559 , -0.542378 , -0.836068}},
1655 {{-0.103758 , 0.014315 , -0.176924 },{ -0.082559 , -0.542378 , -0.836068}},
1656 {{-0.096985 , 0.020398 , -0.181539 },{ -0.206258 , -0.435229 , -0.876375}},
1657 {{-0.103758 , 0.014315 , -0.176924 },{ -0.206258 , -0.435229 , -0.876375}},
1658 {{-0.105369 , 0.016790 , -0.177774 },{ -0.206258 , -0.435229 , -0.876375}},
1659 {{-0.089075 , 0.025878 , -0.184301 },{ 0.118631 , -0.578117 , -0.807284}},
1660 {{-0.087064 , 0.022593 , -0.181653 },{ 0.118631 , -0.578117 , -0.807284}},
1661 {{-0.096985 , 0.020398 , -0.181539 },{ 0.118631 , -0.578117 , -0.807284}},
1662 {{-0.087064 , 0.022593 , -0.181653 },{ 0.090016 , -0.452920 , -0.886995}},
1663 {{-0.095000 , 0.017520 , -0.179868 },{ 0.090016 , -0.452920 , -0.886995}},
1664 {{-0.096985 , 0.020398 , -0.181539 },{ 0.090016 , -0.452920 , -0.886995}},
1665 {{-0.090502 , 0.031912 , -0.184818 },{ -0.369463 , -0.056123 , -0.927549}},
1666 {{-0.096985 , 0.020398 , -0.181539 },{ -0.369463 , -0.056123 , -0.927549}},
1667 {{-0.098769 , 0.025614 , -0.181144 },{ -0.369463 , -0.056123 , -0.927549}},
1668 {{-0.090502 , 0.031912 , -0.184818 },{ -0.239295 , -0.138929 , -0.960956}},
1669 {{-0.089075 , 0.025878 , -0.184301 },{ -0.239295 , -0.138929 , -0.960956}},
1670 {{-0.096985 , 0.020398 , -0.181539 },{ -0.239295 , -0.138929 , -0.960956}},
1671 {{-0.066306 , 0.047154 , -0.198536 },{ -0.460397 , -0.222666 , -0.859334}},
1672 {{-0.054694 , 0.044714 , -0.204125 },{ -0.460397 , -0.222666 , -0.859334}},
1673 {{-0.066327 , 0.040135 , -0.196706 },{ -0.460397 , -0.222666 , -0.859334}},
1674 {{-0.055657 , 0.050391 , -0.205670 },{ -0.464304 , -0.305048 , -0.831485}},
1675 {{-0.054694 , 0.044714 , -0.204125 },{ -0.464304 , -0.305048 , -0.831485}},
1676 {{-0.066306 , 0.047154 , -0.198536 },{ -0.464304 , -0.305048 , -0.831485}},
1677 {{-0.053430 , 0.041086 , -0.200871 },{ -0.178568 , -0.682465 , -0.708770}},
1678 {{-0.065239 , 0.036366 , -0.193351 },{ -0.178568 , -0.682465 , -0.708770}},
1679 {{-0.066327 , 0.040135 , -0.196706 },{ -0.178568 , -0.682465 , -0.708770}},
1680 {{-0.053430 , 0.041086 , -0.200871 },{ -0.175674 , -0.690526 , -0.701650}},
1681 {{-0.066327 , 0.040135 , -0.196706 },{ -0.175674 , -0.690526 , -0.701650}},
1682 {{-0.054694 , 0.044714 , -0.204125 },{ -0.175674 , -0.690526 , -0.701650}},
1683 {{-0.042639 , 0.047669 , -0.208006 },{ -0.084636 , -0.648396 , -0.756584}},
1684 {{-0.041407 , 0.044234 , -0.205200 },{ -0.084636 , -0.648396 , -0.756584}},
1685 {{-0.054694 , 0.044714 , -0.204125 },{ -0.084636 , -0.648396 , -0.756584}},
1686 {{-0.054694 , 0.044714 , -0.204125 },{ -0.083449 , -0.681322 , -0.727212}},
1687 {{-0.041407 , 0.044234 , -0.205200 },{ -0.083449 , -0.681322 , -0.727212}},
1688 {{-0.053430 , 0.041086 , -0.200871 },{ -0.083449 , -0.681322 , -0.727212}},
1689 {{-0.044637 , 0.053974 , -0.208300 },{ -0.135207 , -0.281474 , -0.949995}},
1690 {{-0.054694 , 0.044714 , -0.204125 },{ -0.135207 , -0.281474 , -0.949995}},
1691 {{-0.055657 , 0.050391 , -0.205670 },{ -0.135207 , -0.281474 , -0.949995}},
1692 {{-0.044637 , 0.053974 , -0.208300 },{ -0.274465 , -0.131394 , -0.952578}},
1693 {{-0.042639 , 0.047669 , -0.208006 },{ -0.274465 , -0.131394 , -0.952578}},
1694 {{-0.054694 , 0.044714 , -0.204125 },{ -0.274465 , -0.131394 , -0.952578}},
1695 {{-0.130664 , 0.019486 , -0.156987 },{ -0.680401 , 0.028131 , -0.732300}},
1696 {{-0.117549 , 0.015126 , -0.169340 },{ -0.680401 , 0.028131 , -0.732300}},
1697 {{-0.130571 , 0.015852 , -0.157213 },{ -0.680401 , 0.028131 , -0.732300}},
1698 {{-0.130664 , 0.019486 , -0.156987 },{ -0.690846 , -0.031588 , -0.722312}},
1699 {{-0.118439 , 0.019110 , -0.168663 },{ -0.690846 , -0.031588 , -0.722312}},
1700 {{-0.117549 , 0.015126 , -0.169340 },{ -0.690846 , -0.031588 , -0.722312}},
1701 {{-0.117549 , 0.015126 , -0.169340 },{ -0.588923 , -0.515219 , -0.622672}},
1702 {{-0.116493 , 0.012969 , -0.168554 },{ -0.588923 , -0.515219 , -0.622672}},
1703 {{-0.130108 , 0.013890 , -0.156439 },{ -0.588923 , -0.515219 , -0.622672}},
1704 {{-0.130571 , 0.015852 , -0.157213 },{ -0.634117 , -0.408611 , -0.656454}},
1705 {{-0.117549 , 0.015126 , -0.169340 },{ -0.634117 , -0.408611 , -0.656454}},
1706 {{-0.130108 , 0.013890 , -0.156439 },{ -0.634117 , -0.408611 , -0.656454}},
1707 {{-0.105369 , 0.016790 , -0.177774 },{ -0.431973 , -0.531428 , -0.728686}},
1708 {{-0.103758 , 0.014315 , -0.176924 },{ -0.431973 , -0.531428 , -0.728686}},
1709 {{-0.117549 , 0.015126 , -0.169340 },{ -0.431973 , -0.531428 , -0.728686}},
1710 {{-0.117549 , 0.015126 , -0.169340 },{ -0.441971 , -0.490141 , -0.751281}},
1711 {{-0.103758 , 0.014315 , -0.176924 },{ -0.441971 , -0.490141 , -0.751281}},
1712 {{-0.116493 , 0.012969 , -0.168554 },{ -0.441971 , -0.490141 , -0.751281}},
1713 {{-0.106961 , 0.021298 , -0.176838 },{ -0.581177 , 0.008447 , -0.813733}},
1714 {{-0.117549 , 0.015126 , -0.169340 },{ -0.581177 , 0.008447 , -0.813733}},
1715 {{-0.118439 , 0.019110 , -0.168663 },{ -0.581177 , 0.008447 , -0.813733}},
1716 {{-0.106961 , 0.021298 , -0.176838 },{ -0.566366 , -0.029001 , -0.823643}},
1717 {{-0.105369 , 0.016790 , -0.177774 },{ -0.566366 , -0.029001 , -0.823643}},
1718 {{-0.117549 , 0.015126 , -0.169340 },{ -0.566366 , -0.029001 , -0.823643}},
1719 {{-0.024967 , 0.057062 , -0.157492 },{ 0.693797 , -0.182881 , 0.696563}},
1720 {{-0.025987 , 0.048759 , -0.158656 },{ 0.693797 , -0.182881 , 0.696563}},
1721 {{-0.017038 , 0.052600 , -0.166561 },{ 0.693797 , -0.182881 , 0.696563}},
1722 {{-0.017038 , 0.052600 , -0.166561 },{ 0.756622 , 0.015966 , 0.653657}},
1723 {{-0.019899 , 0.062821 , -0.163499 },{ 0.756622 , 0.015966 , 0.653657}},
1724 {{-0.024967 , 0.057062 , -0.157492 },{ 0.756622 , 0.015966 , 0.653657}},
1725 {{-0.024967 , 0.057062 , -0.157492 },{ 0.484256 , -0.190155 , 0.854012}},
1726 {{-0.034086 , 0.056735 , -0.152394 },{ 0.484256 , -0.190155 , 0.854012}},
1727 {{-0.038715 , 0.045014 , -0.152379 },{ 0.484256 , -0.190155 , 0.854012}},
1728 {{-0.024967 , 0.057062 , -0.157492 },{ 0.477055 , -0.179224 , 0.860405}},
1729 {{-0.038715 , 0.045014 , -0.152379 },{ 0.477055 , -0.179224 , 0.860405}},
1730 {{-0.025987 , 0.048759 , -0.158656 },{ 0.477055 , -0.179224 , 0.860405}},
1731 {{-0.019899 , 0.062821 , -0.163499 },{ 0.734320 , 0.059129 , 0.676223}},
1732 {{-0.026983 , 0.072286 , -0.156634 },{ 0.734320 , 0.059129 , 0.676223}},
1733 {{-0.024967 , 0.057062 , -0.157492 },{ 0.734320 , 0.059129 , 0.676223}},
1734 {{-0.026983 , 0.072286 , -0.156634 },{ 0.487497 , 0.015355 , 0.872990}},
1735 {{-0.034086 , 0.056735 , -0.152394 },{ 0.487497 , 0.015355 , 0.872990}},
1736 {{-0.024967 , 0.057062 , -0.157492 },{ 0.487497 , 0.015355 , 0.872990}},
1737 {{0.098853 , 0.029252 , 0.218367 },{ 0.865233 , 0.212252 , 0.454226}},
1738 {{0.090746 , 0.035468 , 0.230905 },{ 0.865233 , 0.212252 , 0.454226}},
1739 {{0.099245 , 0.025897 , 0.219188 },{ 0.865233 , 0.212252 , 0.454226}},
1740 {{0.099245 , 0.025897 , 0.219188 },{ 0.870723 , 0.270072 , 0.410977}},
1741 {{0.090746 , 0.035468 , 0.230905 },{ 0.870723 , 0.270072 , 0.410977}},
1742 {{0.091314 , 0.032217 , 0.231838 },{ 0.870723 , 0.270072 , 0.410977}},
1743 {{0.105120 , 0.022910 , 0.202240 },{ 0.946146 , 0.077597 , 0.314304}},
1744 {{0.099245 , 0.025897 , 0.219188 },{ 0.946146 , 0.077597 , 0.314304}},
1745 {{0.105267 , 0.019299 , 0.202689 },{ 0.946146 , 0.077597 , 0.314304}},
1746 {{0.105120 , 0.022910 , 0.202240 },{ 0.938613 , 0.181467 , 0.293386}},
1747 {{0.098853 , 0.029252 , 0.218367 },{ 0.938613 , 0.181467 , 0.293386}},
1748 {{0.099245 , 0.025897 , 0.219188 },{ 0.938613 , 0.181467 , 0.293386}},
1749 {{0.104373 , 0.017375 , 0.203099 },{ 0.956495 , 0.027138 , 0.290485}},
1750 {{0.099245 , 0.025897 , 0.219188 },{ 0.956495 , 0.027138 , 0.290485}},
1751 {{0.099170 , 0.024013 , 0.219611 },{ 0.956495 , 0.027138 , 0.290485}},
1752 {{0.105267 , 0.019299 , 0.202689 },{ 0.849810 , -0.302955 , 0.431325}},
1753 {{0.099245 , 0.025897 , 0.219188 },{ 0.849810 , -0.302955 , 0.431325}},
1754 {{0.104373 , 0.017375 , 0.203099 },{ 0.849810 , -0.302955 , 0.431325}},
1755 {{0.099245 , 0.025897 , 0.219188 },{ 0.868661 , 0.298107 , 0.395678}},
1756 {{0.091314 , 0.032217 , 0.231838 },{ 0.868661 , 0.298107 , 0.395678}},
1757 {{0.091927 , 0.030225 , 0.231993 },{ 0.868661 , 0.298107 , 0.395678}},
1758 {{0.099245 , 0.025897 , 0.219188 },{ 0.876260 , 0.072077 , 0.476417}},
1759 {{0.091927 , 0.030225 , 0.231993 },{ 0.876260 , 0.072077 , 0.476417}},
1760 {{0.099170 , 0.024013 , 0.219611 },{ 0.876260 , 0.072077 , 0.476417}},
1761 {{-0.072760 , 0.018062 , -0.131760 },{ 0.724095 , -0.373595 , 0.579753}},
1762 {{-0.072170 , 0.023068 , -0.129271 },{ 0.724095 , -0.373595 , 0.579753}},
1763 {{-0.079314 , 0.019324 , -0.122761 },{ 0.724095 , -0.373595 , 0.579753}},
1764 {{-0.072760 , 0.018062 , -0.131760 },{ 0.766670 , -0.246319 , 0.592911}},
1765 {{-0.079314 , 0.019324 , -0.122761 },{ 0.766670 , -0.246319 , 0.592911}},
1766 {{-0.079385 , 0.014751 , -0.124569 },{ 0.766670 , -0.246319 , 0.592911}},
1767 {{-0.064545 , 0.029211 , -0.135778 },{ 0.798400 , -0.440250 , 0.410777}},
1768 {{-0.072760 , 0.018062 , -0.131760 },{ 0.798400 , -0.440250 , 0.410777}},
1769 {{-0.066151 , 0.023727 , -0.138534 },{ 0.798400 , -0.440250 , 0.410777}},
1770 {{-0.064545 , 0.029211 , -0.135778 },{ 0.756317 , -0.360552 , 0.545882}},
1771 {{-0.072170 , 0.023068 , -0.129271 },{ 0.756317 , -0.360552 , 0.545882}},
1772 {{-0.072760 , 0.018062 , -0.131760 },{ 0.756317 , -0.360552 , 0.545882}},
1773 {{-0.067251 , 0.020749 , -0.141936 },{ 0.827008 , -0.457337 , 0.326958}},
1774 {{-0.072760 , 0.018062 , -0.131760 },{ 0.827008 , -0.457337 , 0.326958}},
1775 {{-0.073096 , 0.015384 , -0.134656 },{ 0.827008 , -0.457337 , 0.326958}},
1776 {{-0.067251 , 0.020749 , -0.141936 },{ 0.768730 , -0.583392 , 0.262123}},
1777 {{-0.066151 , 0.023727 , -0.138534 },{ 0.768730 , -0.583392 , 0.262123}},
1778 {{-0.072760 , 0.018062 , -0.131760 },{ 0.768730 , -0.583392 , 0.262123}},
1779 {{-0.072760 , 0.018062 , -0.131760 },{ 0.755537 , -0.420188 , 0.502599}},
1780 {{-0.079385 , 0.014751 , -0.124569 },{ 0.755537 , -0.420188 , 0.502599}},
1781 {{-0.079333 , 0.012335 , -0.126667 },{ 0.755537 , -0.420188 , 0.502599}},
1782 {{-0.073096 , 0.015384 , -0.134656 },{ 0.758043 , -0.520337 , 0.393217}},
1783 {{-0.072760 , 0.018062 , -0.131760 },{ 0.758043 , -0.520337 , 0.393217}},
1784 {{-0.079333 , 0.012335 , -0.126667 },{ 0.758043 , -0.520337 , 0.393217}},
1785 {{-0.025987 , 0.048759 , -0.158656 },{ 0.496553 , -0.508322 , 0.703594}},
1786 {{-0.038715 , 0.045014 , -0.152379 },{ 0.496553 , -0.508322 , 0.703594}},
1787 {{-0.028066 , 0.043647 , -0.160882 },{ 0.496553 , -0.508322 , 0.703594}},
1788 {{-0.038715 , 0.045014 , -0.152379 },{ 0.511322 , -0.474337 , 0.716627}},
1789 {{-0.042001 , 0.038707 , -0.154209 },{ 0.511322 , -0.474337 , 0.716627}},
1790 {{-0.028066 , 0.043647 , -0.160882 },{ 0.511322 , -0.474337 , 0.716627}},
1791 {{-0.017038 , 0.052600 , -0.166561 },{ 0.646377 , -0.374502 , 0.664789}},
1792 {{-0.028066 , 0.043647 , -0.160882 },{ 0.646377 , -0.374502 , 0.664789}},
1793 {{-0.017589 , 0.046952 , -0.169207 },{ 0.646377 , -0.374502 , 0.664789}},
1794 {{-0.017038 , 0.052600 , -0.166561 },{ 0.682594 , -0.506853 , 0.526465}},
1795 {{-0.025987 , 0.048759 , -0.158656 },{ 0.682594 , -0.506853 , 0.526465}},
1796 {{-0.028066 , 0.043647 , -0.160882 },{ 0.682594 , -0.506853 , 0.526465}},
1797 {{-0.019846 , 0.043593 , -0.171645 },{ 0.541667 , -0.729670 , 0.417347}},
1798 {{-0.028066 , 0.043647 , -0.160882 },{ 0.541667 , -0.729670 , 0.417347}},
1799 {{-0.030676 , 0.040132 , -0.163640 },{ 0.541667 , -0.729670 , 0.417347}},
1800 {{-0.017589 , 0.046952 , -0.169207 },{ 0.567281 , -0.698169 , 0.436751}},
1801 {{-0.028066 , 0.043647 , -0.160882 },{ 0.567281 , -0.698169 , 0.436751}},
1802 {{-0.019846 , 0.043593 , -0.171645 },{ 0.567281 , -0.698169 , 0.436751}},
1803 {{-0.042001 , 0.038707 , -0.154209 },{ 0.492170 , -0.725256 , 0.481427}},
1804 {{-0.044614 , 0.035107 , -0.156961 },{ 0.492170 , -0.725256 , 0.481427}},
1805 {{-0.030676 , 0.040132 , -0.163640 },{ 0.492170 , -0.725256 , 0.481427}},
1806 {{-0.042001 , 0.038707 , -0.154209 },{ 0.487036 , -0.733562 , 0.474007}},
1807 {{-0.030676 , 0.040132 , -0.163640 },{ 0.487036 , -0.733562 , 0.474007}},
1808 {{-0.028066 , 0.043647 , -0.160882 },{ 0.487036 , -0.733562 , 0.474007}},
1809 {{0.098595 , 0.038032 , 0.097035 },{ 0.940459 , 0.004117 , -0.339883}},
1810 {{0.101880 , 0.044505 , 0.106203 },{ 0.940459 , 0.004117 , -0.339883}},
1811 {{0.102647 , 0.036637 , 0.108230 },{ 0.940459 , 0.004117 , -0.339883}},
1812 {{0.098595 , 0.038032 , 0.097035 },{ 0.891296 , 0.152476 , -0.427015}},
1813 {{0.097445 , 0.048213 , 0.098270 },{ 0.891296 , 0.152476 , -0.427015}},
1814 {{0.101880 , 0.044505 , 0.106203 },{ 0.891296 , 0.152476 , -0.427015}},
1815 {{0.101880 , 0.044505 , 0.106203 },{ 0.987649 , 0.154765 , 0.024438}},
1816 {{0.101342 , 0.046444 , 0.115666 },{ 0.987649 , 0.154765 , 0.024438}},
1817 {{0.102895 , 0.035648 , 0.121273 },{ 0.987649 , 0.154765 , 0.024438}},
1818 {{0.101880 , 0.044505 , 0.106203 },{ 0.995502 , 0.094006 , -0.011800}},
1819 {{0.102895 , 0.035648 , 0.121273 },{ 0.995502 , 0.094006 , -0.011800}},
1820 {{0.102647 , 0.036637 , 0.108230 },{ 0.995502 , 0.094006 , -0.011800}},
1821 {{0.097445 , 0.048213 , 0.098270 },{ 0.888084 , 0.276415 , -0.367289}},
1822 {{0.096667 , 0.059400 , 0.104808 },{ 0.888084 , 0.276415 , -0.367289}},
1823 {{0.101880 , 0.044505 , 0.106203 },{ 0.888084 , 0.276415 , -0.367289}},
1824 {{0.096667 , 0.059400 , 0.104808 },{ 0.944175 , 0.329156 , -0.013767}},
1825 {{0.101342 , 0.046444 , 0.115666 },{ 0.944175 , 0.329156 , -0.013767}},
1826 {{0.101880 , 0.044505 , 0.106203 },{ 0.944175 , 0.329156 , -0.013767}},
1827 {{-0.103055 , 0.019512 , -0.106671 },{ 0.471377 , -0.261176 , 0.842372}},
1828 {{-0.090289 , 0.014202 , -0.115461 },{ 0.471377 , -0.261176 , 0.842372}},
1829 {{-0.089935 , 0.018221 , -0.114413 },{ 0.471377 , -0.261176 , 0.842372}},
1830 {{-0.103055 , 0.019512 , -0.106671 },{ 0.502535 , -0.188546 , 0.843747}},
1831 {{-0.103817 , 0.015964 , -0.107010 },{ 0.502535 , -0.188546 , 0.843747}},
1832 {{-0.090289 , 0.014202 , -0.115461 },{ 0.502535 , -0.188546 , 0.843747}},
1833 {{-0.079314 , 0.019324 , -0.122761 },{ 0.620991 , -0.296506 , 0.725572}},
1834 {{-0.090289 , 0.014202 , -0.115461 },{ 0.620991 , -0.296506 , 0.725572}},
1835 {{-0.079385 , 0.014751 , -0.124569 },{ 0.620991 , -0.296506 , 0.725572}},
1836 {{-0.079314 , 0.019324 , -0.122761 },{ 0.614313 , -0.249324 , 0.748637}},
1837 {{-0.089935 , 0.018221 , -0.114413 },{ 0.614313 , -0.249324 , 0.748637}},
1838 {{-0.090289 , 0.014202 , -0.115461 },{ 0.614313 , -0.249324 , 0.748637}},
1839 {{-0.090289 , 0.014202 , -0.115461 },{ 0.580006 , -0.492235 , 0.649075}},
1840 {{-0.090479 , 0.012045 , -0.116927 },{ 0.580006 , -0.492235 , 0.649075}},
1841 {{-0.079333 , 0.012335 , -0.126667 },{ 0.580006 , -0.492235 , 0.649075}},
1842 {{-0.079385 , 0.014751 , -0.124569 },{ 0.556156 , -0.538058 , 0.633391}},
1843 {{-0.090289 , 0.014202 , -0.115461 },{ 0.556156 , -0.538058 , 0.633391}},
1844 {{-0.079333 , 0.012335 , -0.126667 },{ 0.556156 , -0.538058 , 0.633391}},
1845 {{-0.103817 , 0.015964 , -0.107010 },{ 0.434550 , -0.438051 , 0.786942}},
1846 {{-0.104266 , 0.013988 , -0.107862 },{ 0.434550 , -0.438051 , 0.786942}},
1847 {{-0.090289 , 0.014202 , -0.115461 },{ 0.434550 , -0.438051 , 0.786942}},
1848 {{-0.090289 , 0.014202 , -0.115461 },{ 0.409185 , -0.537282 , 0.737493}},
1849 {{-0.104266 , 0.013988 , -0.107862 },{ 0.409185 , -0.537282 , 0.737493}},
1850 {{-0.090479 , 0.012045 , -0.116927 },{ 0.409185 , -0.537282 , 0.737493}},
1851 {{0.106181 , 0.016349 , 0.161085 },{ 0.983381 , -0.118082 , -0.137909}},
1852 {{0.106922 , 0.021880 , 0.161633 },{ 0.983381 , -0.118082 , -0.137909}},
1853 {{0.107997 , 0.019213 , 0.171582 },{ 0.983381 , -0.118082 , -0.137909}},
1854 {{0.106181 , 0.016349 , 0.161085 },{ 0.985054 , 0.006291 , -0.172132}},
1855 {{0.107997 , 0.019213 , 0.171582 },{ 0.985054 , 0.006291 , -0.172132}},
1856 {{0.107860 , 0.014424 , 0.170623 },{ 0.985054 , 0.006291 , -0.172132}},
1857 {{0.105299 , 0.026401 , 0.151567 },{ 0.913145 , -0.235157 , -0.332968}},
1858 {{0.106181 , 0.016349 , 0.161085 },{ 0.913145 , -0.235157 , -0.332968}},
1859 {{0.103940 , 0.020287 , 0.152158 },{ 0.913145 , -0.235157 , -0.332968}},
1860 {{0.105299 , 0.026401 , 0.151567 },{ 0.972343 , -0.109846 , -0.206112}},
1861 {{0.106922 , 0.021880 , 0.161633 },{ 0.972343 , -0.109846 , -0.206112}},
1862 {{0.106181 , 0.016349 , 0.161085 },{ 0.972343 , -0.109846 , -0.206112}},
1863 {{0.100629 , 0.017016 , 0.152601 },{ 0.680158 , -0.546939 , -0.488101}},
1864 {{0.106181 , 0.016349 , 0.161085 },{ 0.680158 , -0.546939 , -0.488101}},
1865 {{0.103688 , 0.013388 , 0.160929 },{ 0.680158 , -0.546939 , -0.488101}},
1866 {{0.106181 , 0.016349 , 0.161085 },{ 0.598844 , -0.666337 , -0.444275}},
1867 {{0.100629 , 0.017016 , 0.152601 },{ 0.598844 , -0.666337 , -0.444275}},
1868 {{0.103940 , 0.020287 , 0.152158 },{ 0.598844 , -0.666337 , -0.444275}},
1869 {{0.106181 , 0.016349 , 0.161085 },{ 0.839859 , -0.484092 , -0.245545}},
1870 {{0.107860 , 0.014424 , 0.170623 },{ 0.839859 , -0.484092 , -0.245545}},
1871 {{0.106254 , 0.011833 , 0.170238 },{ 0.839859 , -0.484092 , -0.245545}},
1872 {{0.103688 , 0.013388 , 0.160929 },{ 0.736606 , -0.604166 , -0.303965}},
1873 {{0.106181 , 0.016349 , 0.161085 },{ 0.736606 , -0.604166 , -0.303965}},
1874 {{0.106254 , 0.011833 , 0.170238 },{ 0.736606 , -0.604166 , -0.303965}},
1875 {{0.102647 , 0.036637 , 0.108230 },{ 0.919584 , -0.390066 , -0.047062}},
1876 {{0.102895 , 0.035648 , 0.121273 },{ 0.919584 , -0.390066 , -0.047062}},
1877 {{0.100647 , 0.031724 , 0.109871 },{ 0.919584 , -0.390066 , -0.047062}},
1878 {{0.100647 , 0.031724 , 0.109871 },{ 0.946314 , -0.313530 , -0.078672}},
1879 {{0.102895 , 0.035648 , 0.121273 },{ 0.946314 , -0.313530 , -0.078672}},
1880 {{0.101169 , 0.029690 , 0.124256 },{ 0.946314 , -0.313530 , -0.078672}},
1881 {{0.098595 , 0.038032 , 0.097035 },{ 0.915175 , -0.284093 , -0.285914}},
1882 {{0.100647 , 0.031724 , 0.109871 },{ 0.915175 , -0.284093 , -0.285914}},
1883 {{0.096980 , 0.032447 , 0.097415 },{ 0.915175 , -0.284093 , -0.285914}},
1884 {{0.098595 , 0.038032 , 0.097035 },{ 0.819532 , -0.451485 , -0.352886}},
1885 {{0.102647 , 0.036637 , 0.108230 },{ 0.819532 , -0.451485 , -0.352886}},
1886 {{0.100647 , 0.031724 , 0.109871 },{ 0.819532 , -0.451485 , -0.352886}},
1887 {{0.100647 , 0.031724 , 0.109871 },{ 0.648196 , -0.729795 , -0.217351}},
1888 {{0.097264 , 0.028288 , 0.111319 },{ 0.648196 , -0.729795 , -0.217351}},
1889 {{0.093983 , 0.029161 , 0.098603 },{ 0.648196 , -0.729795 , -0.217351}},
1890 {{0.100647 , 0.031724 , 0.109871 },{ 0.672958 , -0.700089 , -0.238753}},
1891 {{0.093983 , 0.029161 , 0.098603 },{ 0.672958 , -0.700089 , -0.238753}},
1892 {{0.096980 , 0.032447 , 0.097415 },{ 0.672958 , -0.700089 , -0.238753}},
1893 {{0.097804 , 0.026151 , 0.125927 },{ 0.678333 , -0.723011 , -0.130844}},
1894 {{0.097264 , 0.028288 , 0.111319 },{ 0.678333 , -0.723011 , -0.130844}},
1895 {{0.100647 , 0.031724 , 0.109871 },{ 0.678333 , -0.723011 , -0.130844}},
1896 {{0.097804 , 0.026151 , 0.125927 },{ 0.688545 , -0.714169 , -0.125967}},
1897 {{0.100647 , 0.031724 , 0.109871 },{ 0.688545 , -0.714169 , -0.125967}},
1898 {{0.101169 , 0.029690 , 0.124256 },{ 0.688545 , -0.714169 , -0.125967}},
1899 {{0.107847 , 0.015441 , 0.185496 },{ 0.987036 , 0.000576 , 0.160497}},
1900 {{0.107782 , 0.019560 , 0.185881 },{ 0.987036 , 0.000576 , 0.160497}},
1901 {{0.105120 , 0.022910 , 0.202240 },{ 0.987036 , 0.000576 , 0.160497}},
1902 {{0.107847 , 0.015441 , 0.185496 },{ 0.989114 , 0.057127 , 0.135609}},
1903 {{0.105120 , 0.022910 , 0.202240 },{ 0.989114 , 0.057127 , 0.135609}},
1904 {{0.105267 , 0.019299 , 0.202689 },{ 0.989114 , 0.057127 , 0.135609}},
1905 {{0.107860 , 0.014424 , 0.170623 },{ 0.999570 , -0.029168 , 0.002868}},
1906 {{0.107997 , 0.019213 , 0.171582 },{ 0.999570 , -0.029168 , 0.002868}},
1907 {{0.107847 , 0.015441 , 0.185496 },{ 0.999570 , -0.029168 , 0.002868}},
1908 {{0.107997 , 0.019213 , 0.171582 },{ 0.999788 , 0.014406 , 0.014683}},
1909 {{0.107782 , 0.019560 , 0.185881 },{ 0.999788 , 0.014406 , 0.014683}},
1910 {{0.107847 , 0.015441 , 0.185496 },{ 0.999788 , 0.014406 , 0.014683}},
1911 {{0.106254 , 0.011833 , 0.170238 },{ 0.871101 , -0.490465 , 0.025031}},
1912 {{0.107847 , 0.015441 , 0.185496 },{ 0.871101 , -0.490465 , 0.025031}},
1913 {{0.106608 , 0.013239 , 0.185468 },{ 0.871101 , -0.490465 , 0.025031}},
1914 {{0.106254 , 0.011833 , 0.170238 },{ 0.846910 , -0.530447 , 0.037011}},
1915 {{0.107860 , 0.014424 , 0.170623 },{ 0.846910 , -0.530447 , 0.037011}},
1916 {{0.107847 , 0.015441 , 0.185496 },{ 0.846910 , -0.530447 , 0.037011}},
1917 {{0.107847 , 0.015441 , 0.185496 },{ 0.901879 , -0.372417 , 0.218906}},
1918 {{0.105267 , 0.019299 , 0.202689 },{ 0.901879 , -0.372417 , 0.218906}},
1919 {{0.104373 , 0.017375 , 0.203099 },{ 0.901879 , -0.372417 , 0.218906}},
1920 {{0.106608 , 0.013239 , 0.185468 },{ 0.848896 , -0.480453 , 0.220319}},
1921 {{0.107847 , 0.015441 , 0.185496 },{ 0.848896 , -0.480453 , 0.220319}},
1922 {{0.104373 , 0.017375 , 0.203099 },{ 0.848896 , -0.480453 , 0.220319}},
1923 {{0.052682 , 0.026622 , 0.223119 },{ -0.885956 , 0.196189 , 0.420227}},
1924 {{0.058867 , 0.032289 , 0.233513 },{ -0.885956 , 0.196189 , 0.420227}},
1925 {{0.059041 , 0.035478 , 0.232391 },{ -0.885956 , 0.196189 , 0.420227}},
1926 {{0.052476 , 0.029824 , 0.221910 },{ -0.869699 , 0.124397 , 0.477649}},
1927 {{0.052682 , 0.026622 , 0.223119 },{ -0.869699 , 0.124397 , 0.477649}},
1928 {{0.059041 , 0.035478 , 0.232391 },{ -0.869699 , 0.124397 , 0.477649}},
1929 {{0.052682 , 0.026622 , 0.223119 },{ -0.882940 , 0.017741 , 0.469151}},
1930 {{0.052844 , 0.024715 , 0.223496 },{ -0.882940 , 0.017741 , 0.469151}},
1931 {{0.058387 , 0.030292 , 0.233717 },{ -0.882940 , 0.017741 , 0.469151}},
1932 {{0.052682 , 0.026622 , 0.223119 },{ -0.885769 , 0.252678 , 0.389317}},
1933 {{0.058387 , 0.030292 , 0.233717 },{ -0.885769 , 0.252678 , 0.389317}},
1934 {{0.058867 , 0.032289 , 0.233513 },{ -0.885769 , 0.252678 , 0.389317}},
1935 {{0.048754 , 0.020380 , 0.209115 },{ -0.841682 , -0.364377 , 0.398498}},
1936 {{0.049717 , 0.018418 , 0.209355 },{ -0.841682 , -0.364377 , 0.398498}},
1937 {{0.052682 , 0.026622 , 0.223119 },{ -0.841682 , -0.364377 , 0.398498}},
1938 {{0.049717 , 0.018418 , 0.209355 },{ -0.972165 , -0.036844 , 0.231381}},
1939 {{0.052844 , 0.024715 , 0.223496 },{ -0.972165 , -0.036844 , 0.231381}},
1940 {{0.052682 , 0.026622 , 0.223119 },{ -0.972165 , -0.036844 , 0.231381}},
1941 {{0.048029 , 0.023790 , 0.208053 },{ -0.956869 , 0.046707 , 0.286741}},
1942 {{0.052682 , 0.026622 , 0.223119 },{ -0.956869 , 0.046707 , 0.286741}},
1943 {{0.052476 , 0.029824 , 0.221910 },{ -0.956869 , 0.046707 , 0.286741}},
1944 {{0.048029 , 0.023790 , 0.208053 },{ -0.944625 , -0.103896 , 0.311269}},
1945 {{0.048754 , 0.020380 , 0.209115 },{ -0.944625 , -0.103896 , 0.311269}},
1946 {{0.052682 , 0.026622 , 0.223119 },{ -0.944625 , -0.103896 , 0.311269}},
1947 {{0.048517 , 0.037068 , 0.098452 },{ -0.968706 , -0.018592 , -0.247513}},
1948 {{0.045960 , 0.042679 , 0.108038 },{ -0.968706 , -0.018592 , -0.247513}},
1949 {{0.048205 , 0.046335 , 0.098977 },{ -0.968706 , -0.018592 , -0.247513}},
1950 {{0.048517 , 0.037068 , 0.098452 },{ -0.968748 , -0.206380 , -0.137605}},
1951 {{0.047061 , 0.035572 , 0.110946 },{ -0.968748 , -0.206380 , -0.137605}},
1952 {{0.045960 , 0.042679 , 0.108038 },{ -0.968748 , -0.206380 , -0.137605}},
1953 {{0.047357 , 0.056207 , 0.104733 },{ -0.987454 , 0.125414 , 0.095953}},
1954 {{0.045960 , 0.042679 , 0.108038 },{ -0.987454 , 0.125414 , 0.095953}},
1955 {{0.047114 , 0.044219 , 0.117901 },{ -0.987454 , 0.125414 , 0.095953}},
1956 {{0.048205 , 0.046335 , 0.098977 },{ -0.973805 , 0.046168 , -0.222647}},
1957 {{0.045960 , 0.042679 , 0.108038 },{ -0.973805 , 0.046168 , -0.222647}},
1958 {{0.047357 , 0.056207 , 0.104733 },{ -0.973805 , 0.046168 , -0.222647}},
1959 {{0.047061 , 0.035572 , 0.110946 },{ -0.985074 , -0.104177 , 0.137028}},
1960 {{0.049184 , 0.034408 , 0.125323 },{ -0.985074 , -0.104177 , 0.137028}},
1961 {{0.047114 , 0.044219 , 0.117901 },{ -0.985074 , -0.104177 , 0.137028}},
1962 {{0.047061 , 0.035572 , 0.110946 },{ -0.986414 , -0.099248 , 0.130910}},
1963 {{0.047114 , 0.044219 , 0.117901 },{ -0.986414 , -0.099248 , 0.130910}},
1964 {{0.045960 , 0.042679 , 0.108038 },{ -0.986414 , -0.099248 , 0.130910}},
1965 {{0.051463 , 0.015358 , 0.169758 },{ -0.924180 , -0.293747 , -0.244140}},
1966 {{0.049322 , 0.013801 , 0.179736 },{ -0.924180 , -0.293747 , -0.244140}},
1967 {{0.047790 , 0.018532 , 0.179843 },{ -0.924180 , -0.293747 , -0.244140}},
1968 {{0.049111 , 0.020694 , 0.169662 },{ -0.895097 , -0.398151 , -0.200690}},
1969 {{0.051463 , 0.015358 , 0.169758 },{ -0.895097 , -0.398151 , -0.200690}},
1970 {{0.047790 , 0.018532 , 0.179843 },{ -0.895097 , -0.398151 , -0.200690}},
1971 {{0.054046 , 0.012487 , 0.168889 },{ -0.752526 , -0.586194 , -0.300137}},
1972 {{0.051028 , 0.011209 , 0.178952 },{ -0.752526 , -0.586194 , -0.300137}},
1973 {{0.051463 , 0.015358 , 0.169758 },{ -0.752526 , -0.586194 , -0.300137}},
1974 {{0.051463 , 0.015358 , 0.169758 },{ -0.841329 , -0.476645 , -0.254902}},
1975 {{0.051028 , 0.011209 , 0.178952 },{ -0.841329 , -0.476645 , -0.254902}},
1976 {{0.049322 , 0.013801 , 0.179736 },{ -0.841329 , -0.476645 , -0.254902}},
1977 {{-0.112746 , 0.038910 , -0.115500 },{ 0.139049 , 0.985335 , 0.098896}},
1978 {{-0.122767 , 0.041212 , -0.124346 },{ 0.139049 , 0.985335 , 0.098896}},
1979 {{-0.122940 , 0.039895 , -0.110981 },{ 0.139049 , 0.985335 , 0.098896}},
1980 {{-0.122767 , 0.041212 , -0.124346 },{ 0.105145 , 0.989530 , 0.098870}},
1981 {{-0.130511 , 0.041510 , -0.119093 },{ 0.105145 , 0.989530 , 0.098870}},
1982 {{-0.122940 , 0.039895 , -0.110981 },{ 0.105145 , 0.989530 , 0.098870}},
1983 {{-0.103584 , 0.033511 , -0.109991 },{ 0.274631 , 0.889356 , 0.365547}},
1984 {{-0.122940 , 0.039895 , -0.110981 },{ 0.274631 , 0.889356 , 0.365547}},
1985 {{-0.116722 , 0.035667 , -0.105366 },{ 0.274631 , 0.889356 , 0.365547}},
1986 {{-0.103584 , 0.033511 , -0.109991 },{ 0.266492 , 0.871749 , 0.411140}},
1987 {{-0.112746 , 0.038910 , -0.115500 },{ 0.266492 , 0.871749 , 0.411140}},
1988 {{-0.122940 , 0.039895 , -0.110981 },{ 0.266492 , 0.871749 , 0.411140}},
1989 {{-0.122940 , 0.039895 , -0.110981 },{ 0.143645 , 0.841220 , 0.521263}},
1990 {{-0.131629 , 0.039275 , -0.107586 },{ 0.143645 , 0.841220 , 0.521263}},
1991 {{-0.125933 , 0.036317 , -0.104382 },{ 0.143645 , 0.841220 , 0.521263}},
1992 {{-0.116722 , 0.035667 , -0.105366 },{ 0.114849 , 0.850522 , 0.513246}},
1993 {{-0.122940 , 0.039895 , -0.110981 },{ 0.114849 , 0.850522 , 0.513246}},
1994 {{-0.125933 , 0.036317 , -0.104382 },{ 0.114849 , 0.850522 , 0.513246}},
1995 {{-0.122940 , 0.039895 , -0.110981 },{ -0.062872 , 0.965946 , 0.250987}},
1996 {{-0.130511 , 0.041510 , -0.119093 },{ -0.062872 , 0.965946 , 0.250987}},
1997 {{-0.136991 , 0.039966 , -0.114774 },{ -0.062872 , 0.965946 , 0.250987}},
1998 {{-0.122940 , 0.039895 , -0.110981 },{ -0.025985 , 0.993043 , 0.114847}},
1999 {{-0.136991 , 0.039966 , -0.114774 },{ -0.025985 , 0.993043 , 0.114847}},
2000 {{-0.131629 , 0.039275 , -0.107586 },{ -0.025985 , 0.993043 , 0.114847}},
2001 {{0.056697 , 0.016172 , 0.159125 },{ -0.650331 , -0.662966 , -0.370873}},
2002 {{0.051463 , 0.015358 , 0.169758 },{ -0.650331 , -0.662966 , -0.370873}},
2003 {{0.053261 , 0.019274 , 0.159605 },{ -0.650331 , -0.662966 , -0.370873}},
2004 {{0.056697 , 0.016172 , 0.159125 },{ -0.737397 , -0.541026 , -0.404396}},
2005 {{0.054046 , 0.012487 , 0.168889 },{ -0.737397 , -0.541026 , -0.404396}},
2006 {{0.051463 , 0.015358 , 0.169758 },{ -0.737397 , -0.541026 , -0.404396}},
2007 {{0.050163 , 0.025018 , 0.158615 },{ -0.886902 , -0.395231 , -0.239160}},
2008 {{0.051463 , 0.015358 , 0.169758 },{ -0.886902 , -0.395231 , -0.239160}},
2009 {{0.049111 , 0.020694 , 0.169662 },{ -0.886902 , -0.395231 , -0.239160}},
2010 {{0.050163 , 0.025018 , 0.158615 },{ -0.805082 , -0.491461 , -0.332128}},
2011 {{0.053261 , 0.019274 , 0.159605 },{ -0.805082 , -0.491461 , -0.332128}},
2012 {{0.051463 , 0.015358 , 0.169758 },{ -0.805082 , -0.491461 , -0.332128}},
2013 {{0.049937 , 0.030976 , 0.112714 },{ -0.882429 , -0.464627 , 0.073767}},
2014 {{0.052382 , 0.028856 , 0.128609 },{ -0.882429 , -0.464627 , 0.073767}},
2015 {{0.049184 , 0.034408 , 0.125323 },{ -0.882429 , -0.464627 , 0.073767}},
2016 {{0.047061 , 0.035572 , 0.110946 },{ -0.859111 , -0.504510 , 0.086015}},
2017 {{0.049937 , 0.030976 , 0.112714 },{ -0.859111 , -0.504510 , 0.086015}},
2018 {{0.049184 , 0.034408 , 0.125323 },{ -0.859111 , -0.504510 , 0.086015}},
2019 {{0.052382 , 0.028856 , 0.128609 },{ -0.664390 , -0.747382 , 0.002516}},
2020 {{0.049937 , 0.030976 , 0.112714 },{ -0.664390 , -0.747382 , 0.002516}},
2021 {{0.053701 , 0.027634 , 0.113912 },{ -0.664390 , -0.747382 , 0.002516}},
2022 {{0.052382 , 0.028856 , 0.128609 },{ -0.673194 , -0.739465 , 0.001067}},
2023 {{0.053701 , 0.027634 , 0.113912 },{ -0.673194 , -0.739465 , 0.001067}},
2024 {{0.056145 , 0.025432 , 0.129828 },{ -0.673194 , -0.739465 , 0.001067}},
2025 {{-0.136991 , 0.039966 , -0.114774 },{ -0.516805 , 0.729766 , 0.447609}},
2026 {{-0.141659 , 0.034860 , -0.111839 },{ -0.516805 , 0.729766 , 0.447609}},
2027 {{-0.136767 , 0.034375 , -0.105400 },{ -0.516805 , 0.729766 , 0.447609}},
2028 {{-0.136991 , 0.039966 , -0.114774 },{ -0.508610 , 0.734058 , 0.449972}},
2029 {{-0.136767 , 0.034375 , -0.105400 },{ -0.508610 , 0.734058 , 0.449972}},
2030 {{-0.131629 , 0.039275 , -0.107586 },{ -0.508610 , 0.734058 , 0.449972}},
2031 {{-0.125933 , 0.036317 , -0.104382 },{ -0.187939 , 0.673943 , 0.714478}},
2032 {{-0.136767 , 0.034375 , -0.105400 },{ -0.187939 , 0.673943 , 0.714478}},
2033 {{-0.128943 , 0.032629 , -0.101695 },{ -0.187939 , 0.673943 , 0.714478}},
2034 {{-0.131629 , 0.039275 , -0.107586 },{ -0.175134 , 0.548417 , 0.817659}},
2035 {{-0.136767 , 0.034375 , -0.105400 },{ -0.175134 , 0.548417 , 0.817659}},
2036 {{-0.125933 , 0.036317 , -0.104382 },{ -0.175134 , 0.548417 , 0.817659}},
2037 {{-0.136767 , 0.034375 , -0.105400 },{ -0.285292 , 0.300202 , 0.910213}},
2038 {{-0.139116 , 0.028574 , -0.104223 },{ -0.285292 , 0.300202 , 0.910213}},
2039 {{-0.130752 , 0.026614 , -0.100955 },{ -0.285292 , 0.300202 , 0.910213}},
2040 {{-0.136767 , 0.034375 , -0.105400 },{ -0.375915 , 0.223688 , 0.899251}},
2041 {{-0.130752 , 0.026614 , -0.100955 },{ -0.375915 , 0.223688 , 0.899251}},
2042 {{-0.128943 , 0.032629 , -0.101695 },{ -0.375915 , 0.223688 , 0.899251}},
2043 {{0.054122 , 0.028630 , 0.100050 },{ -0.679355 , -0.728321 , -0.089581}},
2044 {{0.049937 , 0.030976 , 0.112714 },{ -0.679355 , -0.728321 , -0.089581}},
2045 {{0.050822 , 0.031839 , 0.098986 },{ -0.679355 , -0.728321 , -0.089581}},
2046 {{0.054122 , 0.028630 , 0.100050 },{ -0.648823 , -0.757321 , -0.074119}},
2047 {{0.053701 , 0.027634 , 0.113912 },{ -0.648823 , -0.757321 , -0.074119}},
2048 {{0.049937 , 0.030976 , 0.112714 },{ -0.648823 , -0.757321 , -0.074119}},
2049 {{0.048517 , 0.037068 , 0.098452 },{ -0.807279 , -0.567493 , -0.162027}},
2050 {{0.049937 , 0.030976 , 0.112714 },{ -0.807279 , -0.567493 , -0.162027}},
2051 {{0.047061 , 0.035572 , 0.110946 },{ -0.807279 , -0.567493 , -0.162027}},
2052 {{0.048517 , 0.037068 , 0.098452 },{ -0.908579 , -0.409121 , -0.084292}},
2053 {{0.050822 , 0.031839 , 0.098986 },{ -0.908579 , -0.409121 , -0.084292}},
2054 {{0.049937 , 0.030976 , 0.112714 },{ -0.908579 , -0.409121 , -0.084292}},
2055 {{0.048027 , 0.015791 , 0.193755 },{ -0.979143 , -0.177250 , 0.099299}},
2056 {{0.048754 , 0.020380 , 0.209115 },{ -0.979143 , -0.177250 , 0.099299}},
2057 {{0.048029 , 0.023790 , 0.208053 },{ -0.979143 , -0.177250 , 0.099299}},
2058 {{0.046949 , 0.019795 , 0.193335 },{ -0.960056 , -0.244136 , 0.136716}},
2059 {{0.048027 , 0.015791 , 0.193755 },{ -0.960056 , -0.244136 , 0.136716}},
2060 {{0.048029 , 0.023790 , 0.208053 },{ -0.960056 , -0.244136 , 0.136716}},
2061 {{0.049348 , 0.013551 , 0.193474 },{ -0.837745 , -0.516337 , 0.177706}},
2062 {{0.049717 , 0.018418 , 0.209355 },{ -0.837745 , -0.516337 , 0.177706}},
2063 {{0.048027 , 0.015791 , 0.193755 },{ -0.837745 , -0.516337 , 0.177706}},
2064 {{0.048027 , 0.015791 , 0.193755 },{ -0.893005 , -0.417870 , 0.167111}},
2065 {{0.049717 , 0.018418 , 0.209355 },{ -0.893005 , -0.417870 , 0.167111}},
2066 {{0.048754 , 0.020380 , 0.209115 },{ -0.893005 , -0.417870 , 0.167111}},
2067 {{-0.141659 , 0.034860 , -0.111839 },{ -0.685550 , 0.469719 , 0.556224}},
2068 {{-0.144317 , 0.029163 , -0.110304 },{ -0.685550 , 0.469719 , 0.556224}},
2069 {{-0.136767 , 0.034375 , -0.105400 },{ -0.685550 , 0.469719 , 0.556224}},
2070 {{-0.144317 , 0.029163 , -0.110304 },{ -0.677174 , 0.399574 , 0.617880}},
2071 {{-0.139116 , 0.028574 , -0.104223 },{ -0.677174 , 0.399574 , 0.617880}},
2072 {{-0.136767 , 0.034375 , -0.105400 },{ -0.677174 , 0.399574 , 0.617880}},
2073 {{-0.144765 , 0.025848 , -0.110188 },{ -0.750601 , 0.144660 , 0.644726}},
2074 {{-0.139437 , 0.025255 , -0.103852 },{ -0.750601 , 0.144660 , 0.644726}},
2075 {{-0.139116 , 0.028574 , -0.104223 },{ -0.750601 , 0.144660 , 0.644726}},
2076 {{-0.144765 , 0.025848 , -0.110188 },{ -0.748136 , 0.123915 , 0.651873}},
2077 {{-0.139116 , 0.028574 , -0.104223 },{ -0.748136 , 0.123915 , 0.651873}},
2078 {{-0.144317 , 0.029163 , -0.110304 },{ -0.748136 , 0.123915 , 0.651873}},
2079 {{-0.139437 , 0.025255 , -0.103852 },{ -0.334785 , 0.159974 , 0.928616}},
2080 {{-0.131085 , 0.023276 , -0.100500 },{ -0.334785 , 0.159974 , 0.928616}},
2081 {{-0.130752 , 0.026614 , -0.100955 },{ -0.334785 , 0.159974 , 0.928616}},
2082 {{-0.139437 , 0.025255 , -0.103852 },{ -0.332616 , 0.136475 , 0.933135}},
2083 {{-0.130752 , 0.026614 , -0.100955 },{ -0.332616 , 0.136475 , 0.933135}},
2084 {{-0.139116 , 0.028574 , -0.104223 },{ -0.332616 , 0.136475 , 0.933135}},
2085 {{-0.139437 , 0.025255 , -0.103852 },{ -0.442246 , -0.160918 , 0.882340}},
2086 {{-0.138744 , 0.023175 , -0.103884 },{ -0.442246 , -0.160918 , 0.882340}},
2087 {{-0.130679 , 0.021276 , -0.100188 },{ -0.442246 , -0.160918 , 0.882340}},
2088 {{-0.139437 , 0.025255 , -0.103852 },{ -0.356540 , 0.072930 , 0.931429}},
2089 {{-0.130679 , 0.021276 , -0.100188 },{ -0.356540 , 0.072930 , 0.931429}},
2090 {{-0.131085 , 0.023276 , -0.100500 },{ -0.356540 , 0.072930 , 0.931429}},
2091 {{0.073775 , 0.048303 , 0.219379 },{ -0.144609 , 0.967608 , -0.206936}},
2092 {{0.073698 , 0.046334 , 0.210226 },{ -0.144609 , 0.967608 , -0.206936}},
2093 {{0.062804 , 0.046386 , 0.218082 },{ -0.144609 , 0.967608 , -0.206936}},
2094 {{0.073698 , 0.046334 , 0.210226 },{ -0.163880 , 0.958423 , -0.233598}},
2095 {{0.060734 , 0.043448 , 0.207480 },{ -0.163880 , 0.958423 , -0.233598}},
2096 {{0.062804 , 0.046386 , 0.218082 },{ -0.163880 , 0.958423 , -0.233598}},
2097 {{0.073910 , 0.048179 , 0.227315 },{ -0.083173 , 0.992220 , -0.092639}},
2098 {{0.062804 , 0.046386 , 0.218082 },{ -0.083173 , 0.992220 , -0.092639}},
2099 {{0.064950 , 0.047410 , 0.227123 },{ -0.083173 , 0.992220 , -0.092639}},
2100 {{0.073910 , 0.048179 , 0.227315 },{ -0.174201 , 0.984539 , 0.018346}},
2101 {{0.073775 , 0.048303 , 0.219379 },{ -0.174201 , 0.984539 , 0.018346}},
2102 {{0.062804 , 0.046386 , 0.218082 },{ -0.174201 , 0.984539 , 0.018346}},
2103 {{0.062804 , 0.046386 , 0.218082 },{ -0.490603 , 0.870368 , 0.042054}},
2104 {{0.054665 , 0.041853 , 0.216949 },{ -0.490603 , 0.870368 , 0.042054}},
2105 {{0.059088 , 0.043965 , 0.224837 },{ -0.490603 , 0.870368 , 0.042054}},
2106 {{0.064950 , 0.047410 , 0.227123 },{ -0.513680 , 0.857624 , 0.024792}},
2107 {{0.062804 , 0.046386 , 0.218082 },{ -0.513680 , 0.857624 , 0.024792}},
2108 {{0.059088 , 0.043965 , 0.224837 },{ -0.513680 , 0.857624 , 0.024792}},
2109 {{0.062804 , 0.046386 , 0.218082 },{ -0.492677 , 0.858592 , -0.141737}},
2110 {{0.060734 , 0.043448 , 0.207480 },{ -0.492677 , 0.858592 , -0.141737}},
2111 {{0.051012 , 0.037314 , 0.204116 },{ -0.492677 , 0.858592 , -0.141737}},
2112 {{0.062804 , 0.046386 , 0.218082 },{ -0.460003 , 0.870133 , -0.176821}},
2113 {{0.051012 , 0.037314 , 0.204116 },{ -0.460003 , 0.870133 , -0.176821}},
2114 {{0.054665 , 0.041853 , 0.216949 },{ -0.460003 , 0.870133 , -0.176821}},
2115 {{-0.144108 , 0.023724 , -0.110780 },{ -0.724153 , -0.383712 , 0.573034}},
2116 {{-0.139437 , 0.025255 , -0.103852 },{ -0.724153 , -0.383712 , 0.573034}},
2117 {{-0.144765 , 0.025848 , -0.110188 },{ -0.724153 , -0.383712 , 0.573034}},
2118 {{-0.144108 , 0.023724 , -0.110780 },{ -0.771075 , -0.265801 , 0.578614}},
2119 {{-0.138744 , 0.023175 , -0.103884 },{ -0.771075 , -0.265801 , 0.578614}},
2120 {{-0.139437 , 0.025255 , -0.103852 },{ -0.771075 , -0.265801 , 0.578614}},
2121 {{-0.103584 , 0.033511 , -0.109991 },{ 0.351747 , 0.397880 , 0.847329}},
2122 {{-0.116070 , 0.029165 , -0.102767 },{ 0.351747 , 0.397880 , 0.847329}},
2123 {{-0.101665 , 0.026203 , -0.107356 },{ 0.351747 , 0.397880 , 0.847329}},
2124 {{-0.116722 , 0.035667 , -0.105366 },{ 0.361991 , 0.377069 , 0.852515}},
2125 {{-0.116070 , 0.029165 , -0.102767 },{ 0.361991 , 0.377069 , 0.852515}},
2126 {{-0.103584 , 0.033511 , -0.109991 },{ 0.361991 , 0.377069 , 0.852515}},
2127 {{-0.117696 , 0.022951 , -0.101978 },{ 0.311974 , 0.032401 , 0.949538}},
2128 {{-0.103055 , 0.019512 , -0.106671 },{ 0.311974 , 0.032401 , 0.949538}},
2129 {{-0.101665 , 0.026203 , -0.107356 },{ 0.311974 , 0.032401 , 0.949538}},
2130 {{-0.117696 , 0.022951 , -0.101978 },{ 0.310634 , 0.039305 , 0.949717}},
2131 {{-0.101665 , 0.026203 , -0.107356 },{ 0.310634 , 0.039305 , 0.949717}},
2132 {{-0.116070 , 0.029165 , -0.102767 },{ 0.310634 , 0.039305 , 0.949717}},
2133 {{-0.130752 , 0.026614 , -0.100955 },{ 0.105079 , 0.098156 , 0.989608}},
2134 {{-0.117696 , 0.022951 , -0.101978 },{ 0.105079 , 0.098156 , 0.989608}},
2135 {{-0.116070 , 0.029165 , -0.102767 },{ 0.105079 , 0.098156 , 0.989608}},
2136 {{-0.130752 , 0.026614 , -0.100955 },{ 0.106616 , 0.089762 , 0.990240}},
2137 {{-0.116070 , 0.029165 , -0.102767 },{ 0.106616 , 0.089762 , 0.990240}},
2138 {{-0.128943 , 0.032629 , -0.101695 },{ 0.106616 , 0.089762 , 0.990240}},
2139 {{-0.125933 , 0.036317 , -0.104382 },{ 0.124703 , 0.379029 , 0.916944}},
2140 {{-0.116070 , 0.029165 , -0.102767 },{ 0.124703 , 0.379029 , 0.916944}},
2141 {{-0.116722 , 0.035667 , -0.105366 },{ 0.124703 , 0.379029 , 0.916944}},
2142 {{-0.125933 , 0.036317 , -0.104382 },{ 0.197421 , 0.466901 , 0.861991}},
2143 {{-0.128943 , 0.032629 , -0.101695 },{ 0.197421 , 0.466901 , 0.861991}},
2144 {{-0.116070 , 0.029165 , -0.102767 },{ 0.197421 , 0.466901 , 0.861991}},
2145 {{-0.019118 , 0.066724 , -0.176265 },{ 0.925820 , 0.217060 , 0.309423}},
2146 {{-0.023327 , 0.079070 , -0.172332 },{ 0.925820 , 0.217060 , 0.309423}},
2147 {{-0.026983 , 0.072286 , -0.156634 },{ 0.925820 , 0.217060 , 0.309423}},
2148 {{-0.019118 , 0.066724 , -0.176265 },{ 0.848665 , 0.489068 , 0.201444}},
2149 {{-0.026983 , 0.072286 , -0.156634 },{ 0.848665 , 0.489068 , 0.201444}},
2150 {{-0.019899 , 0.062821 , -0.163499 },{ 0.848665 , 0.489068 , 0.201444}},
2151 {{-0.028221 , 0.081777 , -0.185552 },{ 0.889085 , 0.382976 , -0.250716}},
2152 {{-0.023327 , 0.079070 , -0.172332 },{ 0.889085 , 0.382976 , -0.250716}},
2153 {{-0.019118 , 0.066724 , -0.176265 },{ 0.889085 , 0.382976 , -0.250716}},
2154 {{-0.028221 , 0.081777 , -0.185552 },{ 0.889033 , 0.380828 , -0.254147}},
2155 {{-0.019118 , 0.066724 , -0.176265 },{ 0.889033 , 0.380828 , -0.254147}},
2156 {{-0.023899 , 0.068695 , -0.190036 },{ 0.889033 , 0.380828 , -0.254147}},
2157 {{-0.023899 , 0.068695 , -0.190036 },{ 0.877092 , 0.412897 , -0.245411}},
2158 {{-0.019118 , 0.066724 , -0.176265 },{ 0.877092 , 0.412897 , -0.245411}},
2159 {{-0.014857 , 0.055439 , -0.180023 },{ 0.877092 , 0.412897 , -0.245411}},
2160 {{-0.023899 , 0.068695 , -0.190036 },{ 0.877266 , 0.410629 , -0.248571}},
2161 {{-0.014857 , 0.055439 , -0.180023 },{ 0.877266 , 0.410629 , -0.248571}},
2162 {{-0.019495 , 0.056802 , -0.194140 },{ 0.877266 , 0.410629 , -0.248571}},
2163 {{-0.019118 , 0.066724 , -0.176265 },{ 0.964261 , 0.231073 , 0.129638}},
2164 {{-0.019899 , 0.062821 , -0.163499 },{ 0.964261 , 0.231073 , 0.129638}},
2165 {{-0.017038 , 0.052600 , -0.166561 },{ 0.964261 , 0.231073 , 0.129638}},
2166 {{-0.014857 , 0.055439 , -0.180023 },{ 0.935593 , 0.282917 , 0.211241}},
2167 {{-0.019118 , 0.066724 , -0.176265 },{ 0.935593 , 0.282917 , 0.211241}},
2168 {{-0.017038 , 0.052600 , -0.166561 },{ 0.935593 , 0.282917 , 0.211241}},
2169 {{0.051028 , 0.011209 , 0.178952 },{ -0.835180 , -0.549976 , 0.000920}},
2170 {{0.048027 , 0.015791 , 0.193755 },{ -0.835180 , -0.549976 , 0.000920}},
2171 {{0.049322 , 0.013801 , 0.179736 },{ -0.835180 , -0.549976 , 0.000920}},
2172 {{0.051028 , 0.011209 , 0.178952 },{ -0.862221 , -0.506209 , -0.018110}},
2173 {{0.049348 , 0.013551 , 0.193474 },{ -0.862221 , -0.506209 , -0.018110}},
2174 {{0.048027 , 0.015791 , 0.193755 },{ -0.862221 , -0.506209 , -0.018110}},
2175 {{0.047790 , 0.018532 , 0.179843 },{ -0.964069 , -0.263275 , -0.035448}},
2176 {{0.048027 , 0.015791 , 0.193755 },{ -0.964069 , -0.263275 , -0.035448}},
2177 {{0.046949 , 0.019795 , 0.193335 },{ -0.964069 , -0.263275 , -0.035448}},
2178 {{0.049322 , 0.013801 , 0.179736 },{ -0.950724 , -0.306864 , -0.044263}},
2179 {{0.048027 , 0.015791 , 0.193755 },{ -0.950724 , -0.306864 , -0.044263}},
2180 {{0.047790 , 0.018532 , 0.179843 },{ -0.950724 , -0.306864 , -0.044263}},
2181 {{-0.122767 , 0.041212 , -0.124346 },{ -0.038883 , 0.992761 , -0.113640}},
2182 {{-0.135218 , 0.040171 , -0.129180 },{ -0.038883 , 0.992761 , -0.113640}},
2183 {{-0.130511 , 0.041510 , -0.119093 },{ -0.038883 , 0.992761 , -0.113640}},
2184 {{-0.122767 , 0.041212 , -0.124346 },{ -0.026191 , 0.989008 , -0.145522}},
2185 {{-0.127261 , 0.039233 , -0.136987 },{ -0.026191 , 0.989008 , -0.145522}},
2186 {{-0.135218 , 0.040171 , -0.129180 },{ -0.026191 , 0.989008 , -0.145522}},
2187 {{-0.135218 , 0.040171 , -0.129180 },{ -0.103935 , 0.994583 , 0.001361}},
2188 {{-0.141647 , 0.039490 , -0.122489 },{ -0.103935 , 0.994583 , 0.001361}},
2189 {{-0.136991 , 0.039966 , -0.114774 },{ -0.103935 , 0.994583 , 0.001361}},
2190 {{-0.130511 , 0.041510 , -0.119093 },{ -0.241804 , 0.970194 , -0.015954}},
2191 {{-0.135218 , 0.040171 , -0.129180 },{ -0.241804 , 0.970194 , -0.015954}},
2192 {{-0.136991 , 0.039966 , -0.114774 },{ -0.241804 , 0.970194 , -0.015954}},
2193 {{0.099626 , 0.018151 , 0.128022 },{ 0.993966 , -0.065031 , -0.088331}},
2194 {{0.100604 , 0.014632 , 0.141618 },{ 0.993966 , -0.065031 , -0.088331}},
2195 {{0.099719 , 0.010097 , 0.134998 },{ 0.993966 , -0.065031 , -0.088331}},
2196 {{0.099719 , 0.010097 , 0.134998 },{ 0.992476 , -0.016601 , -0.121308}},
2197 {{0.100604 , 0.014632 , 0.141618 },{ 0.992476 , -0.016601 , -0.121308}},
2198 {{0.100793 , 0.007356 , 0.144160 },{ 0.992476 , -0.016601 , -0.121308}},
2199 {{0.100604 , 0.014632 , 0.141618 },{ 0.981911 , -0.001850 , -0.189334}},
2200 {{0.102685 , 0.010783 , 0.152448 },{ 0.981911 , -0.001850 , -0.189334}},
2201 {{0.102782 , 0.004541 , 0.153012 },{ 0.981911 , -0.001850 , -0.189334}},
2202 {{0.100604 , 0.014632 , 0.141618 },{ 0.970016 , -0.057319 , -0.236186}},
2203 {{0.102782 , 0.004541 , 0.153012 },{ 0.970016 , -0.057319 , -0.236186}},
2204 {{0.100793 , 0.007356 , 0.144160 },{ 0.970016 , -0.057319 , -0.236186}},
2205 {{0.100416 , 0.021909 , 0.139077 },{ 0.982732 , -0.037855 , -0.181119}},
2206 {{0.102588 , 0.017024 , 0.151883 },{ 0.982732 , -0.037855 , -0.181119}},
2207 {{0.100604 , 0.014632 , 0.141618 },{ 0.982732 , -0.037855 , -0.181119}},
2208 {{0.100604 , 0.014632 , 0.141618 },{ 0.981909 , -0.001878 , -0.189343}},
2209 {{0.102588 , 0.017024 , 0.151883 },{ 0.981909 , -0.001878 , -0.189343}},
2210 {{0.102685 , 0.010783 , 0.152448 },{ 0.981909 , -0.001878 , -0.189343}},
2211 {{0.100416 , 0.021909 , 0.139077 },{ 0.997437 , 0.000786 , -0.071545}},
2212 {{0.100604 , 0.014632 , 0.141618 },{ 0.997437 , 0.000786 , -0.071545}},
2213 {{0.099626 , 0.018151 , 0.128022 },{ 0.997437 , 0.000786 , -0.071545}},
2214 {{0.100416 , 0.021909 , 0.139077 },{ 0.997517 , -0.002688 , -0.070370}},
2215 {{0.099626 , 0.018151 , 0.128022 },{ 0.997517 , -0.002688 , -0.070370}},
2216 {{0.099374 , 0.026287 , 0.124139 },{ 0.997517 , -0.002688 , -0.070370}},
2217 {{-0.066775 , 0.028114 , -0.194470 },{ -0.483664 , -0.051696 , -0.873726}},
2218 {{-0.071270 , 0.018941 , -0.191439 },{ -0.483664 , -0.051696 , -0.873726}},
2219 {{-0.077807 , 0.022214 , -0.188014 },{ -0.483664 , -0.051696 , -0.873726}},
2220 {{-0.077807 , 0.022214 , -0.188014 },{ -0.463359 , 0.001879 , -0.886169}},
2221 {{-0.071270 , 0.018941 , -0.191439 },{ -0.463359 , 0.001879 , -0.886169}},
2222 {{-0.078884 , 0.014599 , -0.187467 },{ -0.463359 , 0.001879 , -0.886169}},
2223 {{-0.066775 , 0.028114 , -0.194470 },{ -0.509054 , 0.010060 , -0.860676}},
2224 {{-0.077807 , 0.022214 , -0.188014 },{ -0.509054 , 0.010060 , -0.860676}},
2225 {{-0.076730 , 0.029828 , -0.188562 },{ -0.509054 , 0.010060 , -0.860676}},
2226 {{-0.066775 , 0.028114 , -0.194470 },{ -0.509535 , 0.006412 , -0.860426}},
2227 {{-0.076730 , 0.029828 , -0.188562 },{ -0.509535 , 0.006412 , -0.860426}},
2228 {{-0.064705 , 0.036814 , -0.195631 },{ -0.509535 , 0.006412 , -0.860426}},
2229 {{-0.087598 , 0.022722 , -0.183666 },{ -0.404456 , 0.028580 , -0.914111}},
2230 {{-0.077807 , 0.022214 , -0.188014 },{ -0.404456 , 0.028580 , -0.914111}},
2231 {{-0.087178 , 0.016480 , -0.184047 },{ -0.404456 , 0.028580 , -0.914111}},
2232 {{-0.076730 , 0.029828 , -0.188562 },{ -0.406207 , -0.008307 , -0.913743}},
2233 {{-0.077807 , 0.022214 , -0.188014 },{ -0.406207 , -0.008307 , -0.913743}},
2234 {{-0.087598 , 0.022722 , -0.183666 },{ -0.406207 , -0.008307 , -0.913743}},
2235 {{-0.077807 , 0.022214 , -0.188014 },{ -0.351439 , -0.017533 , -0.936046}},
2236 {{-0.078884 , 0.014599 , -0.187467 },{ -0.351439 , -0.017533 , -0.936046}},
2237 {{-0.086758 , 0.010237 , -0.184429 },{ -0.351439 , -0.017533 , -0.936046}},
2238 {{-0.077807 , 0.022214 , -0.188014 },{ -0.404525 , 0.028717 , -0.914076}},
2239 {{-0.086758 , 0.010237 , -0.184429 },{ -0.404525 , 0.028717 , -0.914076}},
2240 {{-0.087178 , 0.016480 , -0.184047 },{ -0.404525 , 0.028717 , -0.914076}},
2241 {{0.085566 , 0.029982 , 0.085976 },{ 0.681324 , 0.060156 , -0.729506}},
2242 {{0.095454 , 0.029425 , 0.095165 },{ 0.681324 , 0.060156 , -0.729506}},
2243 {{0.085644 , 0.022635 , 0.085443 },{ 0.681324 , 0.060156 , -0.729506}},
2244 {{0.095454 , 0.029425 , 0.095165 },{ 0.706813 , -0.008392 , -0.707350}},
2245 {{0.095562 , 0.021917 , 0.095362 },{ 0.706813 , -0.008392 , -0.707350}},
2246 {{0.085644 , 0.022635 , 0.085443 },{ 0.706813 , -0.008392 , -0.707350}},
2247 {{0.085566 , 0.029982 , 0.085976 },{ 0.253054 , 0.072674 , -0.964719}},
2248 {{0.085644 , 0.022635 , 0.085443 },{ 0.253054 , 0.072674 , -0.964719}},
2249 {{0.072762 , 0.022742 , 0.082072 },{ 0.253054 , 0.072674 , -0.964719}},
2250 {{0.085566 , 0.029982 , 0.085976 },{ 0.253049 , 0.072683 , -0.964719}},
2251 {{0.072762 , 0.022742 , 0.082072 },{ 0.253049 , 0.072683 , -0.964719}},
2252 {{0.072684 , 0.030088 , 0.082605 },{ 0.253049 , 0.072683 , -0.964719}},
2253 {{0.085644 , 0.022635 , 0.085443 },{ 0.253055 , 0.072577 , -0.964726}},
2254 {{0.085723 , 0.015288 , 0.084911 },{ 0.253055 , 0.072577 , -0.964726}},
2255 {{0.072841 , 0.015395 , 0.081540 },{ 0.253055 , 0.072577 , -0.964726}},
2256 {{0.085644 , 0.022635 , 0.085443 },{ 0.253055 , 0.072576 , -0.964726}},
2257 {{0.072841 , 0.015395 , 0.081540 },{ 0.253055 , 0.072576 , -0.964726}},
2258 {{0.072762 , 0.022742 , 0.082072 },{ 0.253055 , 0.072576 , -0.964726}},
2259 {{0.085644 , 0.022635 , 0.085443 },{ 0.706813 , -0.008392 , -0.707350}},
2260 {{0.095562 , 0.021917 , 0.095362 },{ 0.706813 , -0.008392 , -0.707350}},
2261 {{0.095670 , 0.014409 , 0.095559 },{ 0.706813 , -0.008392 , -0.707350}},
2262 {{0.085723 , 0.015288 , 0.084911 },{ 0.731906 , 0.057038 , -0.679014}},
2263 {{0.085644 , 0.022635 , 0.085443 },{ 0.731906 , 0.057038 , -0.679014}},
2264 {{0.095670 , 0.014409 , 0.095559 },{ 0.731906 , 0.057038 , -0.679014}},
2265 {{0.088371 , 0.007239 , 0.127294 },{ -0.164343 , -0.827390 , 0.537045}},
2266 {{0.088109 , 0.004278 , 0.122652 },{ -0.164343 , -0.827390 , 0.537045}},
2267 {{0.099470 , 0.004164 , 0.125953 },{ -0.164343 , -0.827390 , 0.537045}},
2268 {{0.088371 , 0.007239 , 0.127294 },{ -0.162221 , -0.822959 , 0.544448}},
2269 {{0.099470 , 0.004164 , 0.125953 },{ -0.162221 , -0.822959 , 0.544448}},
2270 {{0.099595 , 0.007131 , 0.130475 },{ -0.162221 , -0.822959 , 0.544448}},
2271 {{0.077337 , 0.007191 , 0.126302 },{ -0.049262 , -0.846463 , 0.530163}},
2272 {{0.076960 , 0.004236 , 0.121549 },{ -0.049262 , -0.846463 , 0.530163}},
2273 {{0.088109 , 0.004278 , 0.122652 },{ -0.049262 , -0.846463 , 0.530163}},
2274 {{0.077337 , 0.007191 , 0.126302 },{ -0.044802 , -0.841090 , 0.539037}},
2275 {{0.088109 , 0.004278 , 0.122652 },{ -0.044802 , -0.841090 , 0.539037}},
2276 {{0.088371 , 0.007239 , 0.127294 },{ -0.044802 , -0.841090 , 0.539037}},
2277 {{0.077715 , 0.010146 , 0.131054 },{ -0.043972 , -0.846807 , 0.530080}},
2278 {{0.077337 , 0.007191 , 0.126302 },{ -0.043972 , -0.846807 , 0.530080}},
2279 {{0.088371 , 0.007239 , 0.127294 },{ -0.043972 , -0.846807 , 0.530080}},
2280 {{0.077715 , 0.010146 , 0.131054 },{ -0.039373 , -0.841419 , 0.538947}},
2281 {{0.088371 , 0.007239 , 0.127294 },{ -0.039373 , -0.841419 , 0.538947}},
2282 {{0.088634 , 0.010200 , 0.131936 },{ -0.039373 , -0.841419 , 0.538947}},
2283 {{0.088634 , 0.010200 , 0.131936 },{ -0.160235 , -0.828051 , 0.537267}},
2284 {{0.088371 , 0.007239 , 0.127294 },{ -0.160235 , -0.828051 , 0.537267}},
2285 {{0.099595 , 0.007131 , 0.130475 },{ -0.160235 , -0.828051 , 0.537267}},
2286 {{0.088634 , 0.010200 , 0.131936 },{ -0.158061 , -0.823731 , 0.544503}},
2287 {{0.099595 , 0.007131 , 0.130475 },{ -0.158061 , -0.823731 , 0.544503}},
2288 {{0.099719 , 0.010097 , 0.134998 },{ -0.158061 , -0.823731 , 0.544503}},
2289 {{0.095716 , 0.006422 , 0.093903 },{ 0.966020 , 0.137641 , -0.218771}},
2290 {{0.099239 , 0.008955 , 0.111053 },{ 0.966020 , 0.137641 , -0.218771}},
2291 {{0.099199 , 0.005402 , 0.108641 },{ 0.966020 , 0.137641 , -0.218771}},
2292 {{0.095716 , 0.006422 , 0.093903 },{ 0.976940 , 0.048724 , -0.207882}},
2293 {{0.095693 , 0.010416 , 0.094731 },{ 0.976940 , 0.048724 , -0.207882}},
2294 {{0.099239 , 0.008955 , 0.111053 },{ 0.976940 , 0.048724 , -0.207882}},
2295 {{0.099239 , 0.008955 , 0.111053 },{ 0.999733 , -0.012414 , -0.019491}},
2296 {{0.099595 , 0.007131 , 0.130475 },{ 0.999733 , -0.012414 , -0.019491}},
2297 {{0.099470 , 0.004164 , 0.125953 },{ 0.999733 , -0.012414 , -0.019491}},
2298 {{0.099239 , 0.008955 , 0.111053 },{ 0.999877 , -0.000601 , -0.015695}},
2299 {{0.099470 , 0.004164 , 0.125953 },{ 0.999877 , -0.000601 , -0.015695}},
2300 {{0.099199 , 0.005402 , 0.108641 },{ 0.999877 , -0.000601 , -0.015695}},
2301 {{0.099279 , 0.012508 , 0.113464 },{ 0.999729 , -0.009091 , -0.021445}},
2302 {{0.099719 , 0.010097 , 0.134998 },{ 0.999729 , -0.009091 , -0.021445}},
2303 {{0.099595 , 0.007131 , 0.130475 },{ 0.999729 , -0.009091 , -0.021445}},
2304 {{0.099279 , 0.012508 , 0.113464 },{ 0.999833 , 0.001107 , -0.018223}},
2305 {{0.099595 , 0.007131 , 0.130475 },{ 0.999833 , 0.001107 , -0.018223}},
2306 {{0.099239 , 0.008955 , 0.111053 },{ 0.999833 , 0.001107 , -0.018223}},
2307 {{0.095693 , 0.010416 , 0.094731 },{ 0.976940 , 0.048732 , -0.207881}},
2308 {{0.095670 , 0.014409 , 0.095559 },{ 0.976940 , 0.048732 , -0.207881}},
2309 {{0.099239 , 0.008955 , 0.111053 },{ 0.976940 , 0.048732 , -0.207881}},
2310 {{0.095670 , 0.014409 , 0.095559 },{ 0.976142 , 0.114288 , -0.184621}},
2311 {{0.099279 , 0.012508 , 0.113464 },{ 0.976142 , 0.114288 , -0.184621}},
2312 {{0.099239 , 0.008955 , 0.111053 },{ 0.976142 , 0.114288 , -0.184621}},
2313 {{0.098076 , 0.028390 , 0.110007 },{ 0.102918 , 0.984752 , 0.140255}},
2314 {{0.097264 , 0.028288 , 0.111319 },{ 0.102918 , 0.984752 , 0.140255}},
2315 {{0.097804 , 0.026151 , 0.125927 },{ 0.102918 , 0.984752 , 0.140255}},
2316 {{0.098076 , 0.028390 , 0.110007 },{ 0.074055 , 0.987360 , 0.140128}},
2317 {{0.097804 , 0.026151 , 0.125927 },{ 0.074055 , 0.987360 , 0.140128}},
2318 {{0.098589 , 0.026219 , 0.125033 },{ 0.074055 , 0.987360 , 0.140128}},
2319 {{0.094719 , 0.029293 , 0.096884 },{ -0.011826 , 0.997369 , 0.071524}},
2320 {{0.093983 , 0.029161 , 0.098603 },{ -0.011826 , 0.997369 , 0.071524}},
2321 {{0.097264 , 0.028288 , 0.111319 },{ -0.011826 , 0.997369 , 0.071524}},
2322 {{0.094719 , 0.029293 , 0.096884 },{ -0.010186 , 0.997407 , 0.071238}},
2323 {{0.097264 , 0.028288 , 0.111319 },{ -0.010186 , 0.997407 , 0.071238}},
2324 {{0.098076 , 0.028390 , 0.110007 },{ -0.010186 , 0.997407 , 0.071238}},
2325 {{0.095454 , 0.029425 , 0.095165 },{ -0.011644 , 0.997365 , 0.071608}},
2326 {{0.094719 , 0.029293 , 0.096884 },{ -0.011644 , 0.997365 , 0.071608}},
2327 {{0.098076 , 0.028390 , 0.110007 },{ -0.011644 , 0.997365 , 0.071608}},
2328 {{0.095454 , 0.029425 , 0.095165 },{ -0.010916 , 0.997382 , 0.071481}},
2329 {{0.098076 , 0.028390 , 0.110007 },{ -0.010916 , 0.997382 , 0.071481}},
2330 {{0.098889 , 0.028493 , 0.108694 },{ -0.010916 , 0.997382 , 0.071481}},
2331 {{0.098889 , 0.028493 , 0.108694 },{ 0.099591 , 0.985278 , 0.138956}},
2332 {{0.098076 , 0.028390 , 0.110007 },{ 0.099591 , 0.985278 , 0.138956}},
2333 {{0.098589 , 0.026219 , 0.125033 },{ 0.099591 , 0.985278 , 0.138956}},
2334 {{0.098889 , 0.028493 , 0.108694 },{ 0.072507 , 0.987664 , 0.138790}},
2335 {{0.098589 , 0.026219 , 0.125033 },{ 0.072507 , 0.987664 , 0.138790}},
2336 {{0.099374 , 0.026287 , 0.124139 },{ 0.072507 , 0.987664 , 0.138790}},
2337 {{-0.039501 , 0.045104 , -0.208309 },{ 0.171965 , 0.115907 , -0.978261}},
2338 {{-0.025045 , 0.040199 , -0.206349 },{ 0.171965 , 0.115907 , -0.978261}},
2339 {{-0.038600 , 0.037682 , -0.209030 },{ 0.171965 , 0.115907 , -0.978261}},
2340 {{-0.026528 , 0.047332 , -0.205260 },{ 0.194132 , 0.187371 , -0.962915}},
2341 {{-0.025045 , 0.040199 , -0.206349 },{ 0.194132 , 0.187371 , -0.962915}},
2342 {{-0.039501 , 0.045104 , -0.208309 },{ 0.194132 , 0.187371 , -0.962915}},
2343 {{-0.025045 , 0.040199 , -0.206349 },{ 0.125012 , 0.175111 , -0.976580}},
2344 {{-0.023562 , 0.033067 , -0.207438 },{ 0.125012 , 0.175111 , -0.976580}},
2345 {{-0.037699 , 0.030260 , -0.209751 },{ 0.125012 , 0.175111 , -0.976580}},
2346 {{-0.025045 , 0.040199 , -0.206349 },{ 0.171964 , 0.115909 , -0.978260}},
2347 {{-0.037699 , 0.030260 , -0.209751 },{ 0.171964 , 0.115909 , -0.978260}},
2348 {{-0.038600 , 0.037682 , -0.209030 },{ 0.171964 , 0.115909 , -0.978260}},
2349 {{-0.013530 , 0.033821 , -0.198715 },{ 0.625964 , 0.243295 , -0.740929}},
2350 {{-0.023562 , 0.033067 , -0.207438 },{ 0.625964 , 0.243295 , -0.740929}},
2351 {{-0.025045 , 0.040199 , -0.206349 },{ 0.625964 , 0.243295 , -0.740929}},
2352 {{-0.013530 , 0.033821 , -0.198715 },{ 0.625986 , 0.243395 , -0.740878}},
2353 {{-0.025045 , 0.040199 , -0.206349 },{ 0.625986 , 0.243395 , -0.740878}},
2354 {{-0.015013 , 0.040953 , -0.197625 },{ 0.625986 , 0.243395 , -0.740878}},
2355 {{-0.015013 , 0.040953 , -0.197625 },{ 0.626013 , 0.243267 , -0.740898}},
2356 {{-0.025045 , 0.040199 , -0.206349 },{ 0.626013 , 0.243267 , -0.740898}},
2357 {{-0.026528 , 0.047332 , -0.205260 },{ 0.626013 , 0.243267 , -0.740898}},
2358 {{-0.015013 , 0.040953 , -0.197625 },{ 0.626012 , 0.243265 , -0.740898}},
2359 {{-0.026528 , 0.047332 , -0.205260 },{ 0.626012 , 0.243265 , -0.740898}},
2360 {{-0.016496 , 0.048086 , -0.196536 },{ 0.626012 , 0.243265 , -0.740898}},
2361 {{0.099606 , 0.021871 , 0.139694 },{ 0.207273 , 0.920948 , 0.329989}},
2362 {{0.098797 , 0.021832 , 0.140311 },{ 0.207273 , 0.920948 , 0.329989}},
2363 {{0.100629 , 0.017016 , 0.152601 },{ 0.207273 , 0.920948 , 0.329989}},
2364 {{0.099606 , 0.021871 , 0.139694 },{ 0.121129 , 0.932208 , 0.341052}},
2365 {{0.100629 , 0.017016 , 0.152601 },{ 0.121129 , 0.932208 , 0.341052}},
2366 {{0.101609 , 0.017020 , 0.152242 },{ 0.121129 , 0.932208 , 0.341052}},
2367 {{0.098589 , 0.026219 , 0.125033 },{ 0.222038 , 0.937965 , 0.266309}},
2368 {{0.097804 , 0.026151 , 0.125927 },{ 0.222038 , 0.937965 , 0.266309}},
2369 {{0.098797 , 0.021832 , 0.140311 },{ 0.222038 , 0.937965 , 0.266309}},
2370 {{0.098589 , 0.026219 , 0.125033 },{ 0.160459 , 0.949283 , 0.270397}},
2371 {{0.098797 , 0.021832 , 0.140311 },{ 0.160459 , 0.949283 , 0.270397}},
2372 {{0.099606 , 0.021871 , 0.139694 },{ 0.160459 , 0.949283 , 0.270397}},
2373 {{0.099374 , 0.026287 , 0.124139 },{ 0.218669 , 0.939556 , 0.263474}},
2374 {{0.098589 , 0.026219 , 0.125033 },{ 0.218669 , 0.939556 , 0.263474}},
2375 {{0.099606 , 0.021871 , 0.139694 },{ 0.218669 , 0.939556 , 0.263474}},
2376 {{0.099374 , 0.026287 , 0.124139 },{ 0.159125 , 0.950349 , 0.267427}},
2377 {{0.099606 , 0.021871 , 0.139694 },{ 0.159125 , 0.950349 , 0.267427}},
2378 {{0.100416 , 0.021909 , 0.139077 },{ 0.159125 , 0.950349 , 0.267427}},
2379 {{0.100416 , 0.021909 , 0.139077 },{ 0.203877 , 0.923642 , 0.324531}},
2380 {{0.099606 , 0.021871 , 0.139694 },{ 0.203877 , 0.923642 , 0.324531}},
2381 {{0.101609 , 0.017020 , 0.152242 },{ 0.203877 , 0.923642 , 0.324531}},
2382 {{0.100416 , 0.021909 , 0.139077 },{ 0.119442 , 0.934218 , 0.336110}},
2383 {{0.101609 , 0.017020 , 0.152242 },{ 0.119442 , 0.934218 , 0.336110}},
2384 {{0.102588 , 0.017024 , 0.151883 },{ 0.119442 , 0.934218 , 0.336110}},
2385 {{-0.058161 , 0.017548 , -0.186696 },{ -0.225302 , -0.906660 , 0.356660}},
2386 {{-0.067097 , 0.016832 , -0.194161 },{ -0.225302 , -0.906660 , 0.356660}},
2387 {{-0.062923 , 0.014724 , -0.196883 },{ -0.225302 , -0.906660 , 0.356660}},
2388 {{-0.058161 , 0.017548 , -0.186696 },{ -0.217686 , -0.909593 , 0.353913}},
2389 {{-0.062923 , 0.014724 , -0.196883 },{ -0.217686 , -0.909593 , 0.353913}},
2390 {{-0.053813 , 0.015467 , -0.189370 },{ -0.217686 , -0.909593 , 0.353913}},
2391 {{-0.062508 , 0.019630 , -0.184022 },{ -0.227912 , -0.907237 , 0.353520}},
2392 {{-0.071270 , 0.018941 , -0.191439 },{ -0.227912 , -0.907237 , 0.353520}},
2393 {{-0.067097 , 0.016832 , -0.194161 },{ -0.227912 , -0.907237 , 0.353520}},
2394 {{-0.062508 , 0.019630 , -0.184022 },{ -0.220140 , -0.910200 , 0.350820}},
2395 {{-0.067097 , 0.016832 , -0.194161 },{ -0.220140 , -0.910200 , 0.350820}},
2396 {{-0.058161 , 0.017548 , -0.186696 },{ -0.220140 , -0.910200 , 0.350820}},
2397 {{-0.055582 , 0.019773 , -0.175536 },{ -0.288286 , -0.924100 , 0.250861}},
2398 {{-0.062508 , 0.019630 , -0.184022 },{ -0.288286 , -0.924100 , 0.250861}},
2399 {{-0.058161 , 0.017548 , -0.186696 },{ -0.288286 , -0.924100 , 0.250861}},
2400 {{-0.055582 , 0.019773 , -0.175536 },{ -0.277417 , -0.927893 , 0.249106}},
2401 {{-0.058161 , 0.017548 , -0.186696 },{ -0.277417 , -0.927893 , 0.249106}},
2402 {{-0.051080 , 0.017718 , -0.178177 },{ -0.277417 , -0.927893 , 0.249106}},
2403 {{-0.051080 , 0.017718 , -0.178177 },{ -0.285091 , -0.923846 , 0.255403}},
2404 {{-0.058161 , 0.017548 , -0.186696 },{ -0.285091 , -0.923846 , 0.255403}},
2405 {{-0.053813 , 0.015467 , -0.189370 },{ -0.285091 , -0.923846 , 0.255403}},
2406 {{-0.051080 , 0.017718 , -0.178177 },{ -0.274828 , -0.927441 , 0.253620}},
2407 {{-0.053813 , 0.015467 , -0.189370 },{ -0.274828 , -0.927441 , 0.253620}},
2408 {{-0.046579 , 0.015662 , -0.180818 },{ -0.274828 , -0.927441 , 0.253620}},
2409 {{-0.036446 , 0.026479 , -0.210629 },{ -0.394245 , 0.081689 , -0.915368}},
2410 {{-0.035193 , 0.022699 , -0.211506 },{ -0.394245 , 0.081689 , -0.915368}},
2411 {{-0.051450 , 0.022107 , -0.204557 },{ -0.394245 , 0.081689 , -0.915368}},
2412 {{-0.035193 , 0.022699 , -0.211506 },{ -0.392508 , 0.171178 , -0.903679}},
2413 {{-0.048946 , 0.019043 , -0.206225 },{ -0.392508 , 0.171178 , -0.903679}},
2414 {{-0.051450 , 0.022107 , -0.204557 },{ -0.392508 , 0.171178 , -0.903679}},
2415 {{-0.037699 , 0.030260 , -0.209751 },{ -0.422362 , 0.142046 , -0.895228}},
2416 {{-0.051450 , 0.022107 , -0.204557 },{ -0.422362 , 0.142046 , -0.895228}},
2417 {{-0.053955 , 0.025171 , -0.202889 },{ -0.422362 , 0.142046 , -0.895228}},
2418 {{-0.037699 , 0.030260 , -0.209751 },{ -0.394289 , 0.081889 , -0.915331}},
2419 {{-0.036446 , 0.026479 , -0.210629 },{ -0.394289 , 0.081889 , -0.915331}},
2420 {{-0.051450 , 0.022107 , -0.204557 },{ -0.394289 , 0.081889 , -0.915331}},
2421 {{-0.051450 , 0.022107 , -0.204557 },{ -0.550547 , -0.012005 , -0.834718}},
2422 {{-0.067097 , 0.016832 , -0.194161 },{ -0.550547 , -0.012005 , -0.834718}},
2423 {{-0.071270 , 0.018941 , -0.191439 },{ -0.550547 , -0.012005 , -0.834718}},
2424 {{-0.051450 , 0.022107 , -0.204557 },{ -0.552188 , 0.002419 , -0.833716}},
2425 {{-0.071270 , 0.018941 , -0.191439 },{ -0.552188 , 0.002419 , -0.833716}},
2426 {{-0.053955 , 0.025171 , -0.202889 },{ -0.552188 , 0.002419 , -0.833716}},
2427 {{-0.048946 , 0.019043 , -0.206225 },{ -0.552051 , -0.016644 , -0.833644}},
2428 {{-0.062923 , 0.014724 , -0.196883 },{ -0.552051 , -0.016644 , -0.833644}},
2429 {{-0.067097 , 0.016832 , -0.194161 },{ -0.552051 , -0.016644 , -0.833644}},
2430 {{-0.048946 , 0.019043 , -0.206225 },{ -0.553612 , 0.000919 , -0.832774}},
2431 {{-0.067097 , 0.016832 , -0.194161 },{ -0.553612 , 0.000919 , -0.832774}},
2432 {{-0.051450 , 0.022107 , -0.204557 },{ -0.553612 , 0.000919 , -0.832774}},
2433 {{-0.064972 , 0.036590 , -0.194491 },{ -0.305092 , 0.945437 , 0.114313}},
2434 {{-0.065239 , 0.036366 , -0.193351 },{ -0.305092 , 0.945437 , 0.114313}},
2435 {{-0.053430 , 0.041086 , -0.200871 },{ -0.305092 , 0.945437 , 0.114313}},
2436 {{-0.064972 , 0.036590 , -0.194491 },{ -0.316457 , 0.944059 , 0.092782}},
2437 {{-0.053430 , 0.041086 , -0.200871 },{ -0.316457 , 0.944059 , 0.092782}},
2438 {{-0.052845 , 0.041419 , -0.202264 },{ -0.316457 , 0.944059 , 0.092782}},
2439 {{-0.064705 , 0.036814 , -0.195631 },{ -0.303056 , 0.946020 , 0.114908}},
2440 {{-0.064972 , 0.036590 , -0.194491 },{ -0.303056 , 0.946020 , 0.114908}},
2441 {{-0.052845 , 0.041419 , -0.202264 },{ -0.303056 , 0.946020 , 0.114908}},
2442 {{-0.064705 , 0.036814 , -0.195631 },{ -0.314323 , 0.944668 , 0.093823}},
2443 {{-0.052845 , 0.041419 , -0.202264 },{ -0.314323 , 0.944668 , 0.093823}},
2444 {{-0.052260 , 0.041752 , -0.203657 },{ -0.314323 , 0.944668 , 0.093823}},
2445 {{-0.052260 , 0.041752 , -0.203657 },{ -0.200659 , 0.968530 , 0.147261}},
2446 {{-0.052845 , 0.041419 , -0.202264 },{ -0.200659 , 0.968530 , 0.147261}},
2447 {{-0.040454 , 0.044669 , -0.206755 },{ -0.200659 , 0.968530 , 0.147261}},
2448 {{-0.052260 , 0.041752 , -0.203657 },{ -0.200392 , 0.968442 , 0.148197}},
2449 {{-0.040454 , 0.044669 , -0.206755 },{ -0.200392 , 0.968442 , 0.148197}},
2450 {{-0.039501 , 0.045104 , -0.208309 },{ -0.200392 , 0.968442 , 0.148197}},
2451 {{-0.052845 , 0.041419 , -0.202264 },{ -0.200555 , 0.968544 , 0.147308}},
2452 {{-0.053430 , 0.041086 , -0.200871 },{ -0.200555 , 0.968544 , 0.147308}},
2453 {{-0.041407 , 0.044234 , -0.205200 },{ -0.200555 , 0.968544 , 0.147308}},
2454 {{-0.052845 , 0.041419 , -0.202264 },{ -0.200318 , 0.968464 , 0.148156}},
2455 {{-0.041407 , 0.044234 , -0.205200 },{ -0.200318 , 0.968464 , 0.148156}},
2456 {{-0.040454 , 0.044669 , -0.206755 },{ -0.200318 , 0.968464 , 0.148156}},
2457 {{0.105077 , 0.013343 , 0.160932 },{ 0.031645 , 0.987221 , 0.156185}},
2458 {{0.103688 , 0.013388 , 0.160929 },{ 0.031645 , 0.987221 , 0.156185}},
2459 {{0.106254 , 0.011833 , 0.170238 },{ 0.031645 , 0.987221 , 0.156185}},
2460 {{0.105077 , 0.013343 , 0.160932 },{ 0.036519 , 0.987152 , 0.155558}},
2461 {{0.106254 , 0.011833 , 0.170238 },{ 0.036519 , 0.987152 , 0.155558}},
2462 {{0.108057 , 0.011731 , 0.170462 },{ 0.036519 , 0.987152 , 0.155558}},
2463 {{0.105077 , 0.013343 , 0.160932 },{ 0.122535 , 0.930618 , 0.344871}},
2464 {{0.101609 , 0.017020 , 0.152242 },{ 0.122535 , 0.930618 , 0.344871}},
2465 {{0.100629 , 0.017016 , 0.152601 },{ 0.122535 , 0.930618 , 0.344871}},
2466 {{0.105077 , 0.013343 , 0.160932 },{ 0.028968 , 0.920250 , 0.390257}},
2467 {{0.100629 , 0.017016 , 0.152601 },{ 0.028968 , 0.920250 , 0.390257}},
2468 {{0.103688 , 0.013388 , 0.160929 },{ 0.028968 , 0.920250 , 0.390257}},
2469 {{0.106466 , 0.013299 , 0.160934 },{ 0.028890 , 0.928656 , 0.369816}},
2470 {{0.102588 , 0.017024 , 0.151883 },{ 0.028890 , 0.928656 , 0.369816}},
2471 {{0.105077 , 0.013343 , 0.160932 },{ 0.028890 , 0.928656 , 0.369816}},
2472 {{0.105077 , 0.013343 , 0.160932 },{ 0.122652 , 0.930619 , 0.344825}},
2473 {{0.102588 , 0.017024 , 0.151883 },{ 0.122652 , 0.930619 , 0.344825}},
2474 {{0.101609 , 0.017020 , 0.152242 },{ 0.122652 , 0.930619 , 0.344825}},
2475 {{0.106466 , 0.013299 , 0.160934 },{ 0.031044 , 0.987070 , 0.157256}},
2476 {{0.105077 , 0.013343 , 0.160932 },{ 0.031044 , 0.987070 , 0.157256}},
2477 {{0.108057 , 0.011731 , 0.170462 },{ 0.031044 , 0.987070 , 0.157256}},
2478 {{0.106466 , 0.013299 , 0.160934 },{ 0.035856 , 0.987035 , 0.156447}},
2479 {{0.108057 , 0.011731 , 0.170462 },{ 0.035856 , 0.987035 , 0.156447}},
2480 {{0.109860 , 0.011630 , 0.170686 },{ 0.035856 , 0.987035 , 0.156447}},
2481 {{-0.076764 , 0.029683 , -0.187554 },{ -0.484169 , 0.855636 , 0.182939}},
2482 {{-0.087331 , 0.022657 , -0.182659 },{ -0.484169 , 0.855636 , 0.182939}},
2483 {{-0.087064 , 0.022593 , -0.181653 },{ -0.484169 , 0.855636 , 0.182939}},
2484 {{-0.076764 , 0.029683 , -0.187554 },{ -0.522478 , 0.846196 , 0.104730}},
2485 {{-0.087064 , 0.022593 , -0.181653 },{ -0.522478 , 0.846196 , 0.104730}},
2486 {{-0.076797 , 0.029538 , -0.186547 },{ -0.522478 , 0.846196 , 0.104730}},
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2489 {{-0.087331 , 0.022657 , -0.182659 },{ -0.479162 , 0.858552 , 0.182462}},
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2494 {{-0.076764 , 0.029683 , -0.187554 },{ -0.452350 , 0.884778 , 0.112014}},
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2501 {{-0.065239 , 0.036366 , -0.193351 },{ -0.455616 , 0.883073 , 0.112231}},
2502 {{-0.076764 , 0.029683 , -0.187554 },{ -0.477859 , 0.876366 , 0.060278}},
2503 {{-0.065239 , 0.036366 , -0.193351 },{ -0.477859 , 0.876366 , 0.060278}},
2504 {{-0.064972 , 0.036590 , -0.194491 },{ -0.477859 , 0.876366 , 0.060278}},
2505 {{0.074601 , 0.029686 , 0.242968 },{ 0.165226 , 0.396077 , 0.903229}},
2506 {{0.085096 , 0.028886 , 0.241399 },{ 0.165226 , 0.396077 , 0.903229}},
2507 {{0.085027 , 0.034007 , 0.239166 },{ 0.165226 , 0.396077 , 0.903229}},
2508 {{0.074601 , 0.029686 , 0.242968 },{ 0.163311 , 0.399627 , 0.902013}},
2509 {{0.085027 , 0.034007 , 0.239166 },{ 0.163311 , 0.399627 , 0.902013}},
2510 {{0.074526 , 0.034802 , 0.240715 },{ 0.163311 , 0.399627 , 0.902013}},
2511 {{0.094773 , 0.030685 , 0.232926 },{ 0.592479 , 0.311684 , 0.742847}},
2512 {{0.085096 , 0.028886 , 0.241399 },{ 0.592479 , 0.311684 , 0.742847}},
2513 {{0.094839 , 0.025545 , 0.235030 },{ 0.592479 , 0.311684 , 0.742847}},
2514 {{0.085027 , 0.034007 , 0.239166 },{ 0.586230 , 0.330439 , 0.739692}},
2515 {{0.085096 , 0.028886 , 0.241399 },{ 0.586230 , 0.330439 , 0.739692}},
2516 {{0.094773 , 0.030685 , 0.232926 },{ 0.586230 , 0.330439 , 0.739692}},
2517 {{0.085096 , 0.028886 , 0.241399 },{ 0.599835 , 0.326437 , 0.730505}},
2518 {{0.085164 , 0.023764 , 0.243632 },{ 0.599835 , 0.326437 , 0.730505}},
2519 {{0.094905 , 0.020406 , 0.237134 },{ 0.599835 , 0.326437 , 0.730505}},
2520 {{0.085096 , 0.028886 , 0.241399 },{ 0.592481 , 0.311735 , 0.742824}},
2521 {{0.094905 , 0.020406 , 0.237134 },{ 0.592481 , 0.311735 , 0.742824}},
2522 {{0.094839 , 0.025545 , 0.235030 },{ 0.592481 , 0.311735 , 0.742824}},
2523 {{0.074675 , 0.024571 , 0.245222 },{ 0.167330 , 0.395867 , 0.902934}},
2524 {{0.085164 , 0.023764 , 0.243632 },{ 0.167330 , 0.395867 , 0.902934}},
2525 {{0.085096 , 0.028886 , 0.241399 },{ 0.167330 , 0.395867 , 0.902934}},
2526 {{0.074675 , 0.024571 , 0.245222 },{ 0.165262 , 0.399701 , 0.901625}},
2527 {{0.085096 , 0.028886 , 0.241399 },{ 0.165262 , 0.399701 , 0.901625}},
2528 {{0.074601 , 0.029686 , 0.242968 },{ 0.165262 , 0.399701 , 0.901625}},
2529 {{-0.095785 , 0.017472 , -0.181014 },{ -0.294102 , 0.943171 , 0.154698}},
2530 {{-0.104949 , 0.014168 , -0.178292 },{ -0.294102 , 0.943171 , 0.154698}},
2531 {{-0.103758 , 0.014315 , -0.176924 },{ -0.294102 , 0.943171 , 0.154698}},
2532 {{-0.095785 , 0.017472 , -0.181014 },{ -0.291338 , 0.943135 , 0.160058}},
2533 {{-0.103758 , 0.014315 , -0.176924 },{ -0.291338 , 0.943135 , 0.160058}},
2534 {{-0.095000 , 0.017520 , -0.179868 },{ -0.291338 , 0.943135 , 0.160058}},
2535 {{-0.096570 , 0.017423 , -0.182160 },{ -0.294530 , 0.942913 , 0.155460}},
2536 {{-0.106139 , 0.014022 , -0.179661 },{ -0.294530 , 0.942913 , 0.155460}},
2537 {{-0.104949 , 0.014168 , -0.178292 },{ -0.294530 , 0.942913 , 0.155460}},
2538 {{-0.096570 , 0.017423 , -0.182160 },{ -0.292405 , 0.942818 , 0.159983}},
2539 {{-0.104949 , 0.014168 , -0.178292 },{ -0.292405 , 0.942818 , 0.159983}},
2540 {{-0.095785 , 0.017472 , -0.181014 },{ -0.292405 , 0.942818 , 0.159983}},
2541 {{-0.087331 , 0.022657 , -0.182659 },{ -0.487544 , 0.853414 , 0.184353}},
2542 {{-0.087598 , 0.022722 , -0.183666 },{ -0.487544 , 0.853414 , 0.184353}},
2543 {{-0.095785 , 0.017472 , -0.181014 },{ -0.487544 , 0.853414 , 0.184353}},
2544 {{-0.087598 , 0.022722 , -0.183666 },{ -0.454304 , 0.847350 , 0.274965}},
2545 {{-0.096570 , 0.017423 , -0.182160 },{ -0.454304 , 0.847350 , 0.274965}},
2546 {{-0.095785 , 0.017472 , -0.181014 },{ -0.454304 , 0.847350 , 0.274965}},
2547 {{-0.087064 , 0.022593 , -0.181653 },{ -0.469423 , 0.835178 , 0.286565}},
2548 {{-0.095785 , 0.017472 , -0.181014 },{ -0.469423 , 0.835178 , 0.286565}},
2549 {{-0.095000 , 0.017520 , -0.179868 },{ -0.469423 , 0.835178 , 0.286565}},
2550 {{-0.087064 , 0.022593 , -0.181653 },{ -0.487693 , 0.853462 , 0.183736}},
2551 {{-0.087331 , 0.022657 , -0.182659 },{ -0.487693 , 0.853462 , 0.183736}},
2552 {{-0.095785 , 0.017472 , -0.181014 },{ -0.487693 , 0.853462 , 0.183736}},
2553 {{0.074725 , 0.033657 , 0.238218 },{ 0.009717 , 0.909314 , -0.415997}},
2554 {{0.074626 , 0.034229 , 0.239466 },{ 0.009717 , 0.909314 , -0.415997}},
2555 {{0.084299 , 0.033546 , 0.238199 },{ 0.009717 , 0.909314 , -0.415997}},
2556 {{0.074725 , 0.033657 , 0.238218 },{ 0.009570 , 0.900004 , -0.435776}},
2557 {{0.084299 , 0.033546 , 0.238199 },{ 0.009570 , 0.900004 , -0.435776}},
2558 {{0.083572 , 0.033086 , 0.237233 },{ 0.009570 , 0.900004 , -0.435776}},
2559 {{0.091927 , 0.030225 , 0.231993 },{ 0.026606 , 0.894621 , -0.446034}},
2560 {{0.083572 , 0.033086 , 0.237233 },{ 0.026606 , 0.894621 , -0.446034}},
2561 {{0.084299 , 0.033546 , 0.238199 },{ 0.026606 , 0.894621 , -0.446034}},
2562 {{0.091927 , 0.030225 , 0.231993 },{ 0.008830 , 0.886135 , -0.463343}},
2563 {{0.084299 , 0.033546 , 0.238199 },{ 0.008830 , 0.886135 , -0.463343}},
2564 {{0.093350 , 0.030455 , 0.232460 },{ 0.008830 , 0.886135 , -0.463343}},
2565 {{0.093350 , 0.030455 , 0.232460 },{ 0.023770 , 0.895344 , -0.444740}},
2566 {{0.084299 , 0.033546 , 0.238199 },{ 0.023770 , 0.895344 , -0.444740}},
2567 {{0.085027 , 0.034007 , 0.239166 },{ 0.023770 , 0.895344 , -0.444740}},
2568 {{0.093350 , 0.030455 , 0.232460 },{ 0.007463 , 0.887468 , -0.460808}},
2569 {{0.085027 , 0.034007 , 0.239166 },{ 0.007463 , 0.887468 , -0.460808}},
2570 {{0.094773 , 0.030685 , 0.232926 },{ 0.007463 , 0.887468 , -0.460808}},
2571 {{0.074626 , 0.034229 , 0.239466 },{ 0.007391 , 0.909114 , -0.416481}},
2572 {{0.074526 , 0.034802 , 0.240715 },{ 0.007391 , 0.909114 , -0.416481}},
2573 {{0.085027 , 0.034007 , 0.239166 },{ 0.007391 , 0.909114 , -0.416481}},
2574 {{0.074626 , 0.034229 , 0.239466 },{ 0.006693 , 0.900681 , -0.434429}},
2575 {{0.085027 , 0.034007 , 0.239166 },{ 0.006693 , 0.900681 , -0.434429}},
2576 {{0.084299 , 0.033546 , 0.238199 },{ 0.006693 , 0.900681 , -0.434429}},
2577 {{0.076960 , 0.004236 , 0.121549 },{ 0.010701 , -0.997366 , -0.071745}},
2578 {{0.074945 , 0.005675 , 0.101244 },{ 0.010701 , -0.997366 , -0.071745}},
2579 {{0.086960 , 0.005643 , 0.103481 },{ 0.010701 , -0.997366 , -0.071745}},
2580 {{0.076960 , 0.004236 , 0.121549 },{ 0.010847 , -0.997370 , -0.071664}},
2581 {{0.086960 , 0.005643 , 0.103481 },{ 0.010847 , -0.997370 , -0.071664}},
2582 {{0.088109 , 0.004278 , 0.122652 },{ 0.010847 , -0.997370 , -0.071664}},
2583 {{0.088109 , 0.004278 , 0.122652 },{ 0.010567 , -0.997374 , -0.071648}},
2584 {{0.086960 , 0.005643 , 0.103481 },{ 0.010567 , -0.997374 , -0.071648}},
2585 {{0.099199 , 0.005402 , 0.108641 },{ 0.010567 , -0.997374 , -0.071648}},
2586 {{0.088109 , 0.004278 , 0.122652 },{ 0.010764 , -0.997383 , -0.071493}},
2587 {{0.099199 , 0.005402 , 0.108641 },{ 0.010764 , -0.997383 , -0.071493}},
2588 {{0.099470 , 0.004164 , 0.125953 },{ 0.010764 , -0.997383 , -0.071493}},
2589 {{0.086960 , 0.005643 , 0.103481 },{ 0.010373 , -0.997377 , -0.071636}},
2590 {{0.085811 , 0.007008 , 0.084310 },{ 0.010373 , -0.997377 , -0.071636}},
2591 {{0.095716 , 0.006422 , 0.093903 },{ 0.010373 , -0.997377 , -0.071636}},
2592 {{0.086960 , 0.005643 , 0.103481 },{ 0.010510 , -0.997384 , -0.071512}},
2593 {{0.095716 , 0.006422 , 0.093903 },{ 0.010510 , -0.997384 , -0.071512}},
2594 {{0.099199 , 0.005402 , 0.108641 },{ 0.010510 , -0.997384 , -0.071512}},
2595 {{0.074945 , 0.005675 , 0.101244 },{ 0.010498 , -0.997366 , -0.071773}},
2596 {{0.072930 , 0.007115 , 0.080939 },{ 0.010498 , -0.997366 , -0.071773}},
2597 {{0.085811 , 0.007008 , 0.084310 },{ 0.010498 , -0.997366 , -0.071773}},
2598 {{0.074945 , 0.005675 , 0.101244 },{ 0.010685 , -0.997372 , -0.071655}},
2599 {{0.085811 , 0.007008 , 0.084310 },{ 0.010685 , -0.997372 , -0.071655}},
2600 {{0.086960 , 0.005643 , 0.103481 },{ 0.010685 , -0.997372 , -0.071655}},
2601 {{-0.151863 , 0.018423 , -0.118005 },{ -0.883201 , 0.231104 , 0.408102}},
2602 {{-0.147288 , 0.018967 , -0.108412 },{ -0.883201 , 0.231104 , 0.408102}},
2603 {{-0.146186 , 0.024404 , -0.109106 },{ -0.883201 , 0.231104 , 0.408102}},
2604 {{-0.151863 , 0.018423 , -0.118005 },{ -0.883057 , 0.227509 , 0.410427}},
2605 {{-0.146186 , 0.024404 , -0.109106 },{ -0.883057 , 0.227509 , 0.410427}},
2606 {{-0.150781 , 0.023862 , -0.118692 },{ -0.883057 , 0.227509 , 0.410427}},
2607 {{-0.152944 , 0.012985 , -0.117319 },{ -0.884086 , 0.231194 , 0.406129}},
2608 {{-0.148391 , 0.013530 , -0.107718 },{ -0.884086 , 0.231194 , 0.406129}},
2609 {{-0.147288 , 0.018967 , -0.108412 },{ -0.884086 , 0.231194 , 0.406129}},
2610 {{-0.152944 , 0.012985 , -0.117319 },{ -0.883934 , 0.227268 , 0.408669}},
2611 {{-0.147288 , 0.018967 , -0.108412 },{ -0.883934 , 0.227268 , 0.408669}},
2612 {{-0.151863 , 0.018423 , -0.118005 },{ -0.883934 , 0.227268 , 0.408669}},
2613 {{-0.151748 , 0.016243 , -0.129917 },{ -0.984339 , 0.171477 , -0.040884}},
2614 {{-0.152720 , 0.010810 , -0.129302 },{ -0.984339 , 0.171477 , -0.040884}},
2615 {{-0.151863 , 0.018423 , -0.118005 },{ -0.984339 , 0.171477 , -0.040884}},
2616 {{-0.152720 , 0.010810 , -0.129302 },{ -0.980702 , 0.188326 , -0.052515}},
2617 {{-0.152944 , 0.012985 , -0.117319 },{ -0.980702 , 0.188326 , -0.052515}},
2618 {{-0.151863 , 0.018423 , -0.118005 },{ -0.980702 , 0.188326 , -0.052515}},
2619 {{-0.150775 , 0.021677 , -0.130532 },{ -0.981010 , 0.190647 , -0.035680}},
2620 {{-0.151863 , 0.018423 , -0.118005 },{ -0.981010 , 0.190647 , -0.035680}},
2621 {{-0.150781 , 0.023862 , -0.118692 },{ -0.981010 , 0.190647 , -0.035680}},
2622 {{-0.150775 , 0.021677 , -0.130532 },{ -0.984314 , 0.171619 , -0.040910}},
2623 {{-0.151748 , 0.016243 , -0.129917 },{ -0.984314 , 0.171619 , -0.040910}},
2624 {{-0.151863 , 0.018423 , -0.118005 },{ -0.984314 , 0.171619 , -0.040910}},
2625 {{-0.148253 , 0.023307 , -0.118668 },{ 0.213493 , 0.963816 , -0.159624}},
2626 {{-0.149517 , 0.023585 , -0.118680 },{ 0.213493 , 0.963816 , -0.159624}},
2627 {{-0.145147 , 0.024064 , -0.109943 },{ 0.213493 , 0.963816 , -0.159624}},
2628 {{-0.148253 , 0.023307 , -0.118668 },{ 0.193796 , 0.969028 , -0.153064}},
2629 {{-0.145147 , 0.024064 , -0.109943 },{ 0.193796 , 0.969028 , -0.153064}},
2630 {{-0.144108 , 0.023724 , -0.110780 },{ 0.193796 , 0.969028 , -0.153064}},
2631 {{-0.149517 , 0.023585 , -0.118680 },{ 0.212842 , 0.964463 , -0.156557}},
2632 {{-0.150781 , 0.023862 , -0.118692 },{ 0.212842 , 0.964463 , -0.156557}},
2633 {{-0.146186 , 0.024404 , -0.109106 },{ 0.212842 , 0.964463 , -0.156557}},
2634 {{-0.149517 , 0.023585 , -0.118680 },{ 0.195521 , 0.969017 , -0.150920}},
2635 {{-0.146186 , 0.024404 , -0.109106 },{ 0.195521 , 0.969017 , -0.150920}},
2636 {{-0.145147 , 0.024064 , -0.109943 },{ 0.195521 , 0.969017 , -0.150920}},
2637 {{-0.150775 , 0.021677 , -0.130532 },{ 0.212280 , 0.961001 , -0.177239}},
2638 {{-0.150781 , 0.023862 , -0.118692 },{ 0.212280 , 0.961001 , -0.177239}},
2639 {{-0.149517 , 0.023585 , -0.118680 },{ 0.212280 , 0.961001 , -0.177239}},
2640 {{-0.150775 , 0.021677 , -0.130532 },{ 0.237888 , 0.954668 , -0.178938}},
2641 {{-0.149517 , 0.023585 , -0.118680 },{ 0.237888 , 0.954668 , -0.178938}},
2642 {{-0.149554 , 0.021539 , -0.129645 },{ 0.237888 , 0.954668 , -0.178938}},
2643 {{-0.148334 , 0.021401 , -0.128758 },{ 0.238073 , 0.954623 , -0.178930}},
2644 {{-0.149554 , 0.021539 , -0.129645 },{ 0.238073 , 0.954623 , -0.178930}},
2645 {{-0.149517 , 0.023585 , -0.118680 },{ 0.238073 , 0.954623 , -0.178930}},
2646 {{-0.148334 , 0.021401 , -0.128758 },{ 0.212831 , 0.959796 , -0.183014}},
2647 {{-0.149517 , 0.023585 , -0.118680 },{ 0.212831 , 0.959796 , -0.183014}},
2648 {{-0.148253 , 0.023307 , -0.118668 },{ 0.212831 , 0.959796 , -0.183014}},
2649 {{-0.046579 , 0.015662 , -0.180818 },{ 0.200730 , -0.968446 , -0.147712}},
2650 {{-0.053813 , 0.015467 , -0.189370 },{ 0.200730 , -0.968446 , -0.147712}},
2651 {{-0.037851 , 0.020247 , -0.199018 },{ 0.200730 , -0.968446 , -0.147712}},
2652 {{-0.046579 , 0.015662 , -0.180818 },{ 0.200962 , -0.968417 , -0.147593}},
2653 {{-0.037851 , 0.020247 , -0.199018 },{ 0.200962 , -0.968417 , -0.147593}},
2654 {{-0.029218 , 0.020722 , -0.190380 },{ 0.200962 , -0.968417 , -0.147593}},
2655 {{-0.029218 , 0.020722 , -0.190380 },{ 0.200907 , -0.968437 , -0.147536}},
2656 {{-0.037851 , 0.020247 , -0.199018 },{ 0.200907 , -0.968437 , -0.147536}},
2657 {{-0.021890 , 0.025028 , -0.208666 },{ 0.200907 , -0.968437 , -0.147536}},
2658 {{-0.029218 , 0.020722 , -0.190380 },{ 0.200956 , -0.968430 , -0.147514}},
2659 {{-0.021890 , 0.025028 , -0.208666 },{ 0.200956 , -0.968430 , -0.147514}},
2660 {{-0.011858 , 0.025781 , -0.199943 },{ 0.200956 , -0.968430 , -0.147514}},
2661 {{-0.037851 , 0.020247 , -0.199018 },{ 0.200848 , -0.968468 , -0.147408}},
2662 {{-0.048946 , 0.019043 , -0.206225 },{ 0.200848 , -0.968468 , -0.147408}},
2663 {{-0.035193 , 0.022699 , -0.211506 },{ 0.200848 , -0.968468 , -0.147408}},
2664 {{-0.037851 , 0.020247 , -0.199018 },{ 0.201009 , -0.968441 , -0.147368}},
2665 {{-0.035193 , 0.022699 , -0.211506 },{ 0.201009 , -0.968441 , -0.147368}},
2666 {{-0.021890 , 0.025028 , -0.208666 },{ 0.201009 , -0.968441 , -0.147368}},
2667 {{-0.053813 , 0.015467 , -0.189370 },{ 0.200660 , -0.968488 , -0.147535}},
2668 {{-0.062923 , 0.014724 , -0.196883 },{ 0.200660 , -0.968488 , -0.147535}},
2669 {{-0.048946 , 0.019043 , -0.206225 },{ 0.200660 , -0.968488 , -0.147535}},
2670 {{-0.053813 , 0.015467 , -0.189370 },{ 0.200882 , -0.968453 , -0.147463}},
2671 {{-0.048946 , 0.019043 , -0.206225 },{ 0.200882 , -0.968453 , -0.147463}},
2672 {{-0.037851 , 0.020247 , -0.199018 },{ 0.200882 , -0.968453 , -0.147463}},
2673 {{0.106608 , 0.013239 , 0.185468 },{ 0.063259 , 0.973374 , -0.220322}},
2674 {{0.104373 , 0.017375 , 0.203099 },{ 0.063259 , 0.973374 , -0.220322}},
2675 {{0.106349 , 0.017221 , 0.202986 },{ 0.063259 , 0.973374 , -0.220322}},
2676 {{0.106608 , 0.013239 , 0.185468 },{ 0.086721 , 0.971728 , -0.219601}},
2677 {{0.106349 , 0.017221 , 0.202986 },{ 0.086721 , 0.971728 , -0.219601}},
2678 {{0.108594 , 0.013076 , 0.185531 },{ 0.086721 , 0.971728 , -0.219601}},
2679 {{0.108057 , 0.011731 , 0.170462 },{ 0.067784 , 0.993330 , -0.093277}},
2680 {{0.106254 , 0.011833 , 0.170238 },{ 0.067784 , 0.993330 , -0.093277}},
2681 {{0.106608 , 0.013239 , 0.185468 },{ 0.067784 , 0.993330 , -0.093277}},
2682 {{0.108057 , 0.011731 , 0.170462 },{ 0.084341 , 0.992221 , -0.091567}},
2683 {{0.106608 , 0.013239 , 0.185468 },{ 0.084341 , 0.992221 , -0.091567}},
2684 {{0.108594 , 0.013076 , 0.185531 },{ 0.084341 , 0.992221 , -0.091567}},
2685 {{0.109860 , 0.011630 , 0.170686 },{ 0.066973 , 0.993590 , -0.091071}},
2686 {{0.108057 , 0.011731 , 0.170462 },{ 0.066973 , 0.993590 , -0.091071}},
2687 {{0.108594 , 0.013076 , 0.185531 },{ 0.066973 , 0.993590 , -0.091071}},
2688 {{0.109860 , 0.011630 , 0.170686 },{ 0.084827 , 0.992374 , -0.089429}},
2689 {{0.108594 , 0.013076 , 0.185531 },{ 0.084827 , 0.992374 , -0.089429}},
2690 {{0.110579 , 0.012912 , 0.185594 },{ 0.084827 , 0.992374 , -0.089429}},
2691 {{0.108594 , 0.013076 , 0.185531 },{ 0.063102 , 0.972799 , -0.222893}},
2692 {{0.106349 , 0.017221 , 0.202986 },{ 0.063102 , 0.972799 , -0.222893}},
2693 {{0.108324 , 0.017067 , 0.202873 },{ 0.063102 , 0.972799 , -0.222893}},
2694 {{0.108594 , 0.013076 , 0.185531 },{ 0.087282 , 0.971103 , -0.222126}},
2695 {{0.108324 , 0.017067 , 0.202873 },{ 0.087282 , 0.971103 , -0.222126}},
2696 {{0.110579 , 0.012912 , 0.185594 },{ 0.087282 , 0.971103 , -0.222126}},
2697 {{0.108471 , 0.006524 , 0.205679 },{ 0.960328 , 0.103351 , 0.259014}},
2698 {{0.102866 , 0.018845 , 0.221544 },{ 0.960328 , 0.103351 , 0.259014}},
2699 {{0.102936 , 0.013676 , 0.223347 },{ 0.960328 , 0.103351 , 0.259014}},
2700 {{0.108398 , 0.011795 , 0.204276 },{ 0.958455 , 0.085691 , 0.272067}},
2701 {{0.102866 , 0.018845 , 0.221544 },{ 0.958455 , 0.085691 , 0.272067}},
2702 {{0.108471 , 0.006524 , 0.205679 },{ 0.958455 , 0.085691 , 0.272067}},
2703 {{0.102866 , 0.018845 , 0.221544 },{ 0.882210 , 0.188064 , 0.431668}},
2704 {{0.094839 , 0.025545 , 0.235030 },{ 0.882210 , 0.188064 , 0.431668}},
2705 {{0.094905 , 0.020406 , 0.237134 },{ 0.882210 , 0.188064 , 0.431668}},
2706 {{0.102866 , 0.018845 , 0.221544 },{ 0.885107 , 0.163915 , 0.435565}},
2707 {{0.094905 , 0.020406 , 0.237134 },{ 0.885107 , 0.163915 , 0.435565}},
2708 {{0.102936 , 0.013676 , 0.223347 },{ 0.885107 , 0.163915 , 0.435565}},
2709 {{0.102797 , 0.024015 , 0.219740 },{ 0.877591 , 0.168343 , 0.448882}},
2710 {{0.094773 , 0.030685 , 0.232926 },{ 0.877591 , 0.168343 , 0.448882}},
2711 {{0.102866 , 0.018845 , 0.221544 },{ 0.877591 , 0.168343 , 0.448882}},
2712 {{0.102866 , 0.018845 , 0.221544 },{ 0.882209 , 0.188033 , 0.431683}},
2713 {{0.094773 , 0.030685 , 0.232926 },{ 0.882209 , 0.188033 , 0.431683}},
2714 {{0.094839 , 0.025545 , 0.235030 },{ 0.882209 , 0.188033 , 0.431683}},
2715 {{0.108324 , 0.017067 , 0.202873 },{ 0.958459 , 0.085841 , 0.272007}},
2716 {{0.102866 , 0.018845 , 0.221544 },{ 0.958459 , 0.085841 , 0.272007}},
2717 {{0.108398 , 0.011795 , 0.204276 },{ 0.958459 , 0.085841 , 0.272007}},
2718 {{0.108324 , 0.017067 , 0.202873 },{ 0.957030 , 0.106842 , 0.269589}},
2719 {{0.102797 , 0.024015 , 0.219740 },{ 0.957030 , 0.106842 , 0.269589}},
2720 {{0.102866 , 0.018845 , 0.221544 },{ 0.957030 , 0.106842 , 0.269589}},
2721 {{0.089538 , 0.007412 , 0.144191 },{ -0.005887 , -0.980050 , -0.198664}},
2722 {{0.078364 , 0.007320 , 0.144976 },{ -0.005887 , -0.980050 , -0.198664}},
2723 {{0.077715 , 0.010146 , 0.131054 },{ -0.005887 , -0.980050 , -0.198664}},
2724 {{0.089538 , 0.007412 , 0.144191 },{ 0.022863 , -0.974464 , -0.223376}},
2725 {{0.077715 , 0.010146 , 0.131054 },{ 0.022863 , -0.974464 , -0.223376}},
2726 {{0.088634 , 0.010200 , 0.131936 },{ 0.022863 , -0.974464 , -0.223376}},
2727 {{0.090784 , 0.004611 , 0.155963 },{ -0.038574 , -0.973028 , -0.227437}},
2728 {{0.078813 , 0.004526 , 0.158357 },{ -0.038574 , -0.973028 , -0.227437}},
2729 {{0.089538 , 0.007412 , 0.144191 },{ -0.038574 , -0.973028 , -0.227437}},
2730 {{0.089538 , 0.007412 , 0.144191 },{ -0.006285 , -0.978911 , -0.204189}},
2731 {{0.078813 , 0.004526 , 0.158357 },{ -0.006285 , -0.978911 , -0.204189}},
2732 {{0.078364 , 0.007320 , 0.144976 },{ -0.006285 , -0.978911 , -0.204189}},
2733 {{0.102782 , 0.004541 , 0.153012 },{ -0.005575 , -0.953320 , -0.301910}},
2734 {{0.089538 , 0.007412 , 0.144191 },{ -0.005575 , -0.953320 , -0.301910}},
2735 {{0.100793 , 0.007356 , 0.144160 },{ -0.005575 , -0.953320 , -0.301910}},
2736 {{0.102782 , 0.004541 , 0.153012 },{ -0.060997 , -0.972464 , -0.224929}},
2737 {{0.090784 , 0.004611 , 0.155963 },{ -0.060997 , -0.972464 , -0.224929}},
2738 {{0.089538 , 0.007412 , 0.144191 },{ -0.060997 , -0.972464 , -0.224929}},
2739 {{0.099719 , 0.010097 , 0.134998 },{ 0.053180 , -0.972850 , -0.225245}},
2740 {{0.089538 , 0.007412 , 0.144191 },{ 0.053180 , -0.972850 , -0.225245}},
2741 {{0.088634 , 0.010200 , 0.131936 },{ 0.053180 , -0.972850 , -0.225245}},
2742 {{0.100793 , 0.007356 , 0.144160 },{ -0.005555 , -0.958209 , -0.286016}},
2743 {{0.089538 , 0.007412 , 0.144191 },{ -0.005555 , -0.958209 , -0.286016}},
2744 {{0.099719 , 0.010097 , 0.134998 },{ -0.005555 , -0.958209 , -0.286016}},
2745 {{0.095670 , 0.014409 , 0.095559 },{ 0.978894 , -0.036137 , -0.201146}},
2746 {{0.099084 , 0.020501 , 0.111079 },{ 0.978894 , -0.036137 , -0.201146}},
2747 {{0.099279 , 0.012508 , 0.113464 },{ 0.978894 , -0.036137 , -0.201146}},
2748 {{0.095562 , 0.021917 , 0.095362 },{ 0.975926 , 0.008320 , -0.217944}},
2749 {{0.099084 , 0.020501 , 0.111079 },{ 0.975926 , 0.008320 , -0.217944}},
2750 {{0.095670 , 0.014409 , 0.095559 },{ 0.975926 , 0.008320 , -0.217944}},
2751 {{0.099084 , 0.020501 , 0.111079 },{ 0.999236 , -0.018354 , -0.034511}},
2752 {{0.099626 , 0.018151 , 0.128022 },{ 0.999236 , -0.018354 , -0.034511}},
2753 {{0.099719 , 0.010097 , 0.134998 },{ 0.999236 , -0.018354 , -0.034511}},
2754 {{0.099084 , 0.020501 , 0.111079 },{ 0.999653 , 0.018926 , -0.018306}},
2755 {{0.099719 , 0.010097 , 0.134998 },{ 0.999653 , 0.018926 , -0.018306}},
2756 {{0.099279 , 0.012508 , 0.113464 },{ 0.999653 , 0.018926 , -0.018306}},
2757 {{0.099374 , 0.026287 , 0.124139 },{ 0.999419 , 0.016810 , -0.029639}},
2758 {{0.099626 , 0.018151 , 0.128022 },{ 0.999419 , 0.016810 , -0.029639}},
2759 {{0.099084 , 0.020501 , 0.111079 },{ 0.999419 , 0.016810 , -0.029639}},
2760 {{0.099374 , 0.026287 , 0.124139 },{ 0.999452 , 0.015689 , -0.029144}},
2761 {{0.099084 , 0.020501 , 0.111079 },{ 0.999452 , 0.015689 , -0.029144}},
2762 {{0.098889 , 0.028493 , 0.108694 },{ 0.999452 , 0.015689 , -0.029144}},
2763 {{0.095454 , 0.029425 , 0.095165 },{ 0.975926 , 0.008320 , -0.217944}},
2764 {{0.099084 , 0.020501 , 0.111079 },{ 0.975926 , 0.008320 , -0.217944}},
2765 {{0.095562 , 0.021917 , 0.095362 },{ 0.975926 , 0.008320 , -0.217944}},
2766 {{0.095454 , 0.029425 , 0.095165 },{ 0.967160 , -0.050725 , -0.249056}},
2767 {{0.098889 , 0.028493 , 0.108694 },{ 0.967160 , -0.050725 , -0.249056}},
2768 {{0.099084 , 0.020501 , 0.111079 },{ 0.967160 , -0.050725 , -0.249056}},
2769 {{0.094126 , 0.003607 , 0.195568 },{ 0.001276 , -0.955224 , 0.295881}},
2770 {{0.092470 , 0.009044 , 0.213128 },{ 0.001276 , -0.955224 , 0.295881}},
2771 {{0.076649 , 0.010466 , 0.217787 },{ 0.001276 , -0.955224 , 0.295881}},
2772 {{0.094126 , 0.003607 , 0.195568 },{ 0.049847 , -0.942598 , 0.330189}},
2773 {{0.076649 , 0.010466 , 0.217787 },{ 0.049847 , -0.942598 , 0.330189}},
2774 {{0.077673 , 0.004556 , 0.200761 },{ 0.049847 , -0.942598 , 0.330189}},
2775 {{0.110727 , 0.001900 , 0.187540 },{ 0.021067 , -0.968165 , 0.249425}},
2776 {{0.108471 , 0.006524 , 0.205679 },{ 0.021067 , -0.968165 , 0.249425}},
2777 {{0.094126 , 0.003607 , 0.195568 },{ 0.021067 , -0.968165 , 0.249425}},
2778 {{0.108471 , 0.006524 , 0.205679 },{ -0.013342 , -0.955529 , 0.294597}},
2779 {{0.092470 , 0.009044 , 0.213128 },{ -0.013342 , -0.955529 , 0.294597}},
2780 {{0.094126 , 0.003607 , 0.195568 },{ -0.013342 , -0.955529 , 0.294597}},
2781 {{0.110004 , 0.000139 , 0.171778 },{ 0.035530 , -0.985259 , 0.167340}},
2782 {{0.094126 , 0.003607 , 0.195568 },{ 0.035530 , -0.985259 , 0.167340}},
2783 {{0.094202 , 0.000817 , 0.179125 },{ 0.035530 , -0.985259 , 0.167340}},
2784 {{0.110727 , 0.001900 , 0.187540 },{ -0.047378 , -0.992459 , 0.113055}},
2785 {{0.094126 , 0.003607 , 0.195568 },{ -0.047378 , -0.992459 , 0.113055}},
2786 {{0.110004 , 0.000139 , 0.171778 },{ -0.047378 , -0.992459 , 0.113055}},
2787 {{0.094126 , 0.003607 , 0.195568 },{ 0.006862 , -0.979616 , 0.200764}},
2788 {{0.077673 , 0.004556 , 0.200761 },{ 0.006862 , -0.979616 , 0.200764}},
2789 {{0.078490 , 0.001139 , 0.184060 },{ 0.006862 , -0.979616 , 0.200764}},
2790 {{0.094202 , 0.000817 , 0.179125 },{ 0.032367 , -0.985367 , 0.167344}},
2791 {{0.094126 , 0.003607 , 0.195568 },{ 0.032367 , -0.985367 , 0.167344}},
2792 {{0.078490 , 0.001139 , 0.184060 },{ 0.032367 , -0.985367 , 0.167344}},
2793 {{0.089216 , 0.016019 , 0.228842 },{ 0.002258 , -0.885628 , 0.464390}},
2794 {{0.085164 , 0.023764 , 0.243632 },{ 0.002258 , -0.885628 , 0.464390}},
2795 {{0.074675 , 0.024571 , 0.245222 },{ 0.002258 , -0.885628 , 0.464390}},
2796 {{0.089216 , 0.016019 , 0.228842 },{ 0.038151 , -0.871514 , 0.488885}},
2797 {{0.074675 , 0.024571 , 0.245222 },{ 0.038151 , -0.871514 , 0.488885}},
2798 {{0.075655 , 0.017290 , 0.232166 },{ 0.038151 , -0.871514 , 0.488885}},
2799 {{0.102936 , 0.013676 , 0.223347 },{ 0.028761 , -0.891571 , 0.451966}},
2800 {{0.094905 , 0.020406 , 0.237134 },{ 0.028761 , -0.891571 , 0.451966}},
2801 {{0.089216 , 0.016019 , 0.228842 },{ 0.028761 , -0.891571 , 0.451966}},
2802 {{0.094905 , 0.020406 , 0.237134 },{ 0.004979 , -0.885312 , 0.464971}},
2803 {{0.085164 , 0.023764 , 0.243632 },{ 0.004979 , -0.885312 , 0.464971}},
2804 {{0.089216 , 0.016019 , 0.228842 },{ 0.004979 , -0.885312 , 0.464971}},
2805 {{0.108471 , 0.006524 , 0.205679 },{ 0.049443 , -0.909051 , 0.413740}},
2806 {{0.089216 , 0.016019 , 0.228842 },{ 0.049443 , -0.909051 , 0.413740}},
2807 {{0.092470 , 0.009044 , 0.213128 },{ 0.049443 , -0.909051 , 0.413740}},
2808 {{0.108471 , 0.006524 , 0.205679 },{ -0.009174 , -0.927892 , 0.372736}},
2809 {{0.102936 , 0.013676 , 0.223347 },{ -0.009174 , -0.927892 , 0.372736}},
2810 {{0.089216 , 0.016019 , 0.228842 },{ -0.009174 , -0.927892 , 0.372736}},
2811 {{0.089216 , 0.016019 , 0.228842 },{ 0.020754 , -0.902673 , 0.429826}},
2812 {{0.075655 , 0.017290 , 0.232166 },{ 0.020754 , -0.902673 , 0.429826}},
2813 {{0.076649 , 0.010466 , 0.217787 },{ 0.020754 , -0.902673 , 0.429826}},
2814 {{0.092470 , 0.009044 , 0.213128 },{ 0.039580 , -0.910225 , 0.412219}},
2815 {{0.089216 , 0.016019 , 0.228842 },{ 0.039580 , -0.910225 , 0.412219}},
2816 {{0.076649 , 0.010466 , 0.217787 },{ 0.039580 , -0.910225 , 0.412219}},
2817 {{0.085767 , 0.011148 , 0.084610 },{ 0.253073 , 0.072598 , -0.964719}},
2818 {{0.085811 , 0.007008 , 0.084310 },{ 0.253073 , 0.072598 , -0.964719}},
2819 {{0.072930 , 0.007115 , 0.080939 },{ 0.253073 , 0.072598 , -0.964719}},
2820 {{0.085767 , 0.011148 , 0.084610 },{ 0.252982 , 0.072889 , -0.964721}},
2821 {{0.072930 , 0.007115 , 0.080939 },{ 0.252982 , 0.072889 , -0.964721}},
2822 {{0.072885 , 0.011255 , 0.081240 },{ 0.252982 , 0.072889 , -0.964721}},
2823 {{0.085767 , 0.011148 , 0.084610 },{ 0.711520 , 0.146565 , -0.687211}},
2824 {{0.095693 , 0.010416 , 0.094731 },{ 0.711520 , 0.146565 , -0.687211}},
2825 {{0.095716 , 0.006422 , 0.093903 },{ 0.711520 , 0.146565 , -0.687211}},
2826 {{0.085767 , 0.011148 , 0.084610 },{ 0.696288 , 0.059236 , -0.715314}},
2827 {{0.095716 , 0.006422 , 0.093903 },{ 0.696288 , 0.059236 , -0.715314}},
2828 {{0.085811 , 0.007008 , 0.084310 },{ 0.696288 , 0.059236 , -0.715314}},
2829 {{0.085767 , 0.011148 , 0.084610 },{ 0.731906 , 0.057147 , -0.679005}},
2830 {{0.085723 , 0.015288 , 0.084911 },{ 0.731906 , 0.057147 , -0.679005}},
2831 {{0.095670 , 0.014409 , 0.095559 },{ 0.731906 , 0.057147 , -0.679005}},
2832 {{0.085767 , 0.011148 , 0.084610 },{ 0.711518 , 0.146598 , -0.687206}},
2833 {{0.095670 , 0.014409 , 0.095559 },{ 0.711518 , 0.146598 , -0.687206}},
2834 {{0.095693 , 0.010416 , 0.094731 },{ 0.711518 , 0.146598 , -0.687206}},
2835 {{0.085723 , 0.015288 , 0.084911 },{ 0.252983 , 0.072830 , -0.964726}},
2836 {{0.085767 , 0.011148 , 0.084610 },{ 0.252983 , 0.072830 , -0.964726}},
2837 {{0.072885 , 0.011255 , 0.081240 },{ 0.252983 , 0.072830 , -0.964726}},
2838 {{0.085723 , 0.015288 , 0.084911 },{ 0.253055 , 0.072600 , -0.964724}},
2839 {{0.072885 , 0.011255 , 0.081240 },{ 0.253055 , 0.072600 , -0.964724}},
2840 {{0.072841 , 0.015395 , 0.081540 },{ 0.253055 , 0.072600 , -0.964724}},
2841 {{0.110653 , 0.007406 , 0.186567 },{ 0.998909 , 0.005224 , -0.046403}},
2842 {{0.110727 , 0.001900 , 0.187540 },{ 0.998909 , 0.005224 , -0.046403}},
2843 {{0.110004 , 0.000139 , 0.171778 },{ 0.998909 , 0.005224 , -0.046403}},
2844 {{0.110653 , 0.007406 , 0.186567 },{ 0.998827 , 0.007979 , -0.047753}},
2845 {{0.110004 , 0.000139 , 0.171778 },{ 0.998827 , 0.007979 , -0.047753}},
2846 {{0.109932 , 0.005884 , 0.171232 },{ 0.998827 , 0.007979 , -0.047753}},
2847 {{0.108398 , 0.011795 , 0.204276 },{ 0.992711 , 0.043650 , 0.112339}},
2848 {{0.108471 , 0.006524 , 0.205679 },{ 0.992711 , 0.043650 , 0.112339}},
2849 {{0.110727 , 0.001900 , 0.187540 },{ 0.992711 , 0.043650 , 0.112339}},
2850 {{0.108398 , 0.011795 , 0.204276 },{ 0.992437 , 0.034172 , 0.117904}},
2851 {{0.110727 , 0.001900 , 0.187540 },{ 0.992437 , 0.034172 , 0.117904}},
2852 {{0.110653 , 0.007406 , 0.186567 },{ 0.992437 , 0.034172 , 0.117904}},
2853 {{0.108324 , 0.017067 , 0.202873 },{ 0.992328 , 0.044614 , 0.115302}},
2854 {{0.108398 , 0.011795 , 0.204276 },{ 0.992328 , 0.044614 , 0.115302}},
2855 {{0.110653 , 0.007406 , 0.186567 },{ 0.992328 , 0.044614 , 0.115302}},
2856 {{0.108324 , 0.017067 , 0.202873 },{ 0.992031 , 0.034735 , 0.121113}},
2857 {{0.110653 , 0.007406 , 0.186567 },{ 0.992031 , 0.034735 , 0.121113}},
2858 {{0.110579 , 0.012912 , 0.185594 },{ 0.992031 , 0.034735 , 0.121113}},
2859 {{0.110579 , 0.012912 , 0.185594 },{ 0.998860 , 0.005037 , -0.047463}},
2860 {{0.110653 , 0.007406 , 0.186567 },{ 0.998860 , 0.005037 , -0.047463}},
2861 {{0.109932 , 0.005884 , 0.171232 },{ 0.998860 , 0.005037 , -0.047463}},
2862 {{0.110579 , 0.012912 , 0.185594 },{ 0.998775 , 0.007874 , -0.048847}},
2863 {{0.109932 , 0.005884 , 0.171232 },{ 0.998775 , 0.007874 , -0.048847}},
2864 {{0.109860 , 0.011630 , 0.170686 },{ 0.998775 , 0.007874 , -0.048847}},
2865 {{-0.117648 , 0.012791 , -0.170168 },{ -0.000622 , 0.996766 , -0.080355}},
2866 {{-0.131116 , 0.013752 , -0.158143 },{ -0.000622 , 0.996766 , -0.080355}},
2867 {{-0.130108 , 0.013890 , -0.156439 },{ -0.000622 , 0.996766 , -0.080355}},
2868 {{-0.117648 , 0.012791 , -0.170168 },{ -0.018537 , 0.995162 , -0.096486}},
2869 {{-0.130108 , 0.013890 , -0.156439 },{ -0.018537 , 0.995162 , -0.096486}},
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2902 {{-0.151748 , 0.016243 , -0.129917 },{ -0.878705 , 0.104626 , -0.465758}},
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2911 {{-0.152720 , 0.010810 , -0.129302 },{ -0.878734 , 0.104492 , -0.465734}},
2912 {{-0.151748 , 0.016243 , -0.129917 },{ -0.878734 , 0.104492 , -0.465734}},
2913 {{-0.055582 , 0.019773 , -0.175536 },{ 0.313259 , -0.918792 , -0.240189}},
2914 {{-0.072523 , 0.014689 , -0.178183 },{ 0.313259 , -0.918792 , -0.240189}},
2915 {{-0.062508 , 0.019630 , -0.184022 },{ 0.313259 , -0.918792 , -0.240189}},
2916 {{-0.055582 , 0.019773 , -0.175536 },{ 0.310441 , -0.928593 , -0.203325}},
2917 {{-0.066794 , 0.014497 , -0.168559 },{ 0.310441 , -0.928593 , -0.203325}},
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2919 {{-0.071270 , 0.018941 , -0.191439 },{ 0.377816 , -0.891428 , -0.250223}},
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2921 {{-0.078884 , 0.014599 , -0.187467 },{ 0.377816 , -0.891428 , -0.250223}},
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2923 {{-0.072523 , 0.014689 , -0.178183 },{ 0.297298 , -0.916975 , -0.266028}},
2924 {{-0.071270 , 0.018941 , -0.191439 },{ 0.297298 , -0.916975 , -0.266028}},
2925 {{-0.072523 , 0.014689 , -0.178183 },{ 0.361968 , -0.916205 , -0.171897}},
2926 {{-0.082337 , 0.009820 , -0.172897 },{ 0.361968 , -0.916205 , -0.171897}},
2927 {{-0.086758 , 0.010237 , -0.184429 },{ 0.361968 , -0.916205 , -0.171897}},
2928 {{-0.072523 , 0.014689 , -0.178183 },{ 0.389864 , -0.883831 , -0.258551}},
2929 {{-0.086758 , 0.010237 , -0.184429 },{ 0.389864 , -0.883831 , -0.258551}},
2930 {{-0.078884 , 0.014599 , -0.187467 },{ 0.389864 , -0.883831 , -0.258551}},
2931 {{-0.066794 , 0.014497 , -0.168559 },{ 0.314978 , -0.926477 , -0.205984}},
2932 {{-0.077459 , 0.009350 , -0.161717 },{ 0.314978 , -0.926477 , -0.205984}},
2933 {{-0.072523 , 0.014689 , -0.178183 },{ 0.314978 , -0.926477 , -0.205984}},
2934 {{-0.072523 , 0.014689 , -0.178183 },{ 0.351332 , -0.916391 , -0.191816}},
2935 {{-0.077459 , 0.009350 , -0.161717 },{ 0.351332 , -0.916391 , -0.191816}},
2936 {{-0.082337 , 0.009820 , -0.172897 },{ 0.351332 , -0.916391 , -0.191816}},
2937 {{-0.038600 , 0.037682 , -0.209030 },{ -0.379445 , 0.043716 , -0.924181}},
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2942 {{-0.053955 , 0.025171 , -0.202889 },{ -0.388084 , -0.003037 , -0.921619}},
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2950 {{-0.066775 , 0.028114 , -0.194470 },{ -0.546456 , 0.018284 , -0.837288}},
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2957 {{-0.071270 , 0.018941 , -0.191439 },{ -0.556070 , 0.018324 , -0.830933}},
2958 {{-0.053108 , 0.033462 , -0.203273 },{ -0.537157 , -0.015443 , -0.843341}},
2959 {{-0.071270 , 0.018941 , -0.191439 },{ -0.537157 , -0.015443 , -0.843341}},
2960 {{-0.066775 , 0.028114 , -0.194470 },{ -0.537157 , -0.015443 , -0.843341}},
2961 {{-0.111128 , 0.001790 , -0.137046 },{ -0.154832 , -0.986649 , 0.050506}},
2962 {{-0.125206 , 0.004560 , -0.126091 },{ -0.154832 , -0.986649 , 0.050506}},
2963 {{-0.116134 , 0.001729 , -0.153584 },{ -0.154832 , -0.986649 , 0.050506}},
2964 {{-0.116134 , 0.001729 , -0.153584 },{ -0.097463 , -0.992770 , 0.070067}},
2965 {{-0.125206 , 0.004560 , -0.126091 },{ -0.097463 , -0.992770 , 0.070067}},
2966 {{-0.130214 , 0.003939 , -0.141856 },{ -0.097463 , -0.992770 , 0.070067}},
2967 {{-0.097568 , 0.001417 , -0.147402 },{ -0.006669 , -0.999515 , -0.030415}},
2968 {{-0.116134 , 0.001729 , -0.153584 },{ -0.006669 , -0.999515 , -0.030415}},
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2970 {{-0.097568 , 0.001417 , -0.147402 },{ -0.020049 , -0.999751 , 0.009756}},
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2979 {{-0.116134 , 0.001729 , -0.153584 },{ -0.088077 , -0.992787 , 0.081339}},
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2981 {{-0.132904 , 0.002737 , -0.159440 },{ -0.088077 , -0.992787 , 0.081339}},
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2985 {{-0.137295 , 0.008702 , -0.116551 },{ -0.287079 , -0.945125 , 0.155965}},
2986 {{-0.148391 , 0.013530 , -0.107718 },{ -0.287079 , -0.945125 , 0.155965}},
2987 {{-0.142122 , 0.007999 , -0.129696 },{ -0.287079 , -0.945125 , 0.155965}},
2988 {{-0.142122 , 0.007999 , -0.129696 },{ -0.244937 , -0.954459 , 0.170334}},
2989 {{-0.148391 , 0.013530 , -0.107718 },{ -0.244937 , -0.954459 , 0.170334}},
2990 {{-0.152944 , 0.012985 , -0.117319 },{ -0.244937 , -0.954459 , 0.170334}},
2991 {{-0.125206 , 0.004560 , -0.126091 },{ -0.220131 , -0.969460 , 0.108116}},
2992 {{-0.142122 , 0.007999 , -0.129696 },{ -0.220131 , -0.969460 , 0.108116}},
2993 {{-0.130214 , 0.003939 , -0.141856 },{ -0.220131 , -0.969460 , 0.108116}},
2994 {{-0.125206 , 0.004560 , -0.126091 },{ -0.224800 , -0.965124 , 0.134165}},
2995 {{-0.137295 , 0.008702 , -0.116551 },{ -0.224800 , -0.965124 , 0.134165}},
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2997 {{-0.132904 , 0.002737 , -0.159440 },{ -0.157816 , -0.979602 , 0.124392}},
2998 {{-0.142122 , 0.007999 , -0.129696 },{ -0.157816 , -0.979602 , 0.124392}},
2999 {{-0.145122 , 0.006629 , -0.144291 },{ -0.157816 , -0.979602 , 0.124392}},
3000 {{-0.130214 , 0.003939 , -0.141856 },{ -0.227148 , -0.968613 , 0.100961}},
3001 {{-0.142122 , 0.007999 , -0.129696 },{ -0.227148 , -0.968613 , 0.100961}},
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3003 {{-0.142122 , 0.007999 , -0.129696 },{ -0.246843 , -0.954277 , 0.168594}},
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3007 {{-0.152720 , 0.010810 , -0.129302 },{ -0.248904 , -0.958194 , 0.141106}},
3008 {{-0.145122 , 0.006629 , -0.144291 },{ -0.248904 , -0.958194 , 0.141106}},
3009 {{-0.011858 , 0.025781 , -0.199943 },{ 0.625957 , 0.243398 , -0.740902}},
3010 {{-0.021890 , 0.025028 , -0.208666 },{ 0.625957 , 0.243398 , -0.740902}},
3011 {{-0.022726 , 0.029047 , -0.208052 },{ 0.625957 , 0.243398 , -0.740902}},
3012 {{-0.011858 , 0.025781 , -0.199943 },{ 0.625955 , 0.243342 , -0.740921}},
3013 {{-0.022726 , 0.029047 , -0.208052 },{ 0.625955 , 0.243342 , -0.740921}},
3014 {{-0.012694 , 0.029801 , -0.199329 },{ 0.625955 , 0.243342 , -0.740921}},
3015 {{-0.012694 , 0.029801 , -0.199329 },{ 0.625956 , 0.243340 , -0.740922}},
3016 {{-0.022726 , 0.029047 , -0.208052 },{ 0.625956 , 0.243340 , -0.740922}},
3017 {{-0.023562 , 0.033067 , -0.207438 },{ 0.625956 , 0.243340 , -0.740922}},
3018 {{-0.012694 , 0.029801 , -0.199329 },{ 0.625956 , 0.243337 , -0.740923}},
3019 {{-0.023562 , 0.033067 , -0.207438 },{ 0.625956 , 0.243337 , -0.740923}},
3020 {{-0.013530 , 0.033821 , -0.198715 },{ 0.625956 , 0.243337 , -0.740923}},
3021 {{-0.037699 , 0.030260 , -0.209751 },{ 0.129881 , 0.264920 , -0.955483}},
3022 {{-0.022726 , 0.029047 , -0.208052 },{ 0.129881 , 0.264920 , -0.955483}},
3023 {{-0.036446 , 0.026479 , -0.210629 },{ 0.129881 , 0.264920 , -0.955483}},
3024 {{-0.023562 , 0.033067 , -0.207438 },{ 0.125002 , 0.175154 , -0.976573}},
3025 {{-0.022726 , 0.029047 , -0.208052 },{ 0.125002 , 0.175154 , -0.976573}},
3026 {{-0.037699 , 0.030260 , -0.209751 },{ 0.125002 , 0.175154 , -0.976573}},
3027 {{-0.022726 , 0.029047 , -0.208052 },{ 0.174293 , 0.184041 , -0.967342}},
3028 {{-0.021890 , 0.025028 , -0.208666 },{ 0.174293 , 0.184041 , -0.967342}},
3029 {{-0.035193 , 0.022699 , -0.211506 },{ 0.174293 , 0.184041 , -0.967342}},
3030 {{-0.022726 , 0.029047 , -0.208052 },{ 0.129920 , 0.264756 , -0.955524}},
3031 {{-0.035193 , 0.022699 , -0.211506 },{ 0.129920 , 0.264756 , -0.955524}},
3032 {{-0.036446 , 0.026479 , -0.210629 },{ 0.129920 , 0.264756 , -0.955524}},
3033 {{-0.105389 , 0.002521 , -0.180305 },{ -0.530893 , 0.009907 , -0.847381}},
3034 {{-0.118817 , 0.001428 , -0.171905 },{ -0.530893 , 0.009907 , -0.847381}},
3035 {{-0.118810 , 0.007020 , -0.171844 },{ -0.530893 , 0.009907 , -0.847381}},
3036 {{-0.105389 , 0.002521 , -0.180305 },{ -0.530155 , 0.012902 , -0.847802}},
3037 {{-0.118810 , 0.007020 , -0.171844 },{ -0.530155 , 0.012902 , -0.847802}},
3038 {{-0.105764 , 0.008271 , -0.179983 },{ -0.530155 , 0.012902 , -0.847802}},
3039 {{-0.105764 , 0.008271 , -0.179983 },{ -0.529967 , 0.009914 , -0.847960}},
3040 {{-0.118810 , 0.007020 , -0.171844 },{ -0.529967 , 0.009914 , -0.847960}},
3041 {{-0.118803 , 0.012612 , -0.171783 },{ -0.529967 , 0.009914 , -0.847960}},
3042 {{-0.105764 , 0.008271 , -0.179983 },{ -0.529212 , 0.012993 , -0.848390}},
3043 {{-0.118803 , 0.012612 , -0.171783 },{ -0.529212 , 0.012993 , -0.848390}},
3044 {{-0.106139 , 0.014022 , -0.179661 },{ -0.529212 , 0.012993 , -0.848390}},
3045 {{-0.118803 , 0.012612 , -0.171783 },{ -0.664513 , 0.008983 , -0.747223}},
3046 {{-0.118810 , 0.007020 , -0.171844 },{ -0.664513 , 0.008983 , -0.747223}},
3047 {{-0.132514 , 0.008175 , -0.159643 },{ -0.664513 , 0.008983 , -0.747223}},
3048 {{-0.118803 , 0.012612 , -0.171783 },{ -0.666371 , 0.019829 , -0.745357}},
3049 {{-0.132514 , 0.008175 , -0.159643 },{ -0.666371 , 0.019829 , -0.745357}},
3050 {{-0.132124 , 0.013613 , -0.159847 },{ -0.666371 , 0.019829 , -0.745357}},
3051 {{-0.118810 , 0.007020 , -0.171844 },{ -0.662180 , 0.009002 , -0.749291}},
3052 {{-0.118817 , 0.001428 , -0.171905 },{ -0.662180 , 0.009002 , -0.749291}},
3053 {{-0.132904 , 0.002737 , -0.159440 },{ -0.662180 , 0.009002 , -0.749291}},
3054 {{-0.118810 , 0.007020 , -0.171844 },{ -0.663906 , 0.019707 , -0.747556}},
3055 {{-0.132904 , 0.002737 , -0.159440 },{ -0.663906 , 0.019707 , -0.747556}},
3056 {{-0.132514 , 0.008175 , -0.159643 },{ -0.663906 , 0.019707 , -0.747556}},
3057 {{-0.087178 , 0.016480 , -0.184047 },{ -0.178268 , 0.048144 , -0.982803}},
3058 {{-0.086758 , 0.010237 , -0.184429 },{ -0.178268 , 0.048144 , -0.982803}},
3059 {{-0.095859 , 0.011629 , -0.182710 },{ -0.178268 , 0.048144 , -0.982803}},
3060 {{-0.095859 , 0.011629 , -0.182710 },{ -0.174506 , 0.071794 , -0.982035}},
3061 {{-0.086758 , 0.010237 , -0.184429 },{ -0.174506 , 0.071794 , -0.982035}},
3062 {{-0.095148 , 0.005834 , -0.183260 },{ -0.174506 , 0.071794 , -0.982035}},
3063 {{-0.087598 , 0.022722 , -0.183666 },{ -0.203912 , 0.067687 , -0.976646}},
3064 {{-0.095859 , 0.011629 , -0.182710 },{ -0.203912 , 0.067687 , -0.976646}},
3065 {{-0.096570 , 0.017423 , -0.182160 },{ -0.203912 , 0.067687 , -0.976646}},
3066 {{-0.087598 , 0.022722 , -0.183666 },{ -0.178190 , 0.047999 , -0.982825}},
3067 {{-0.087178 , 0.016480 , -0.184047 },{ -0.178190 , 0.047999 , -0.982825}},
3068 {{-0.095859 , 0.011629 , -0.182710 },{ -0.178190 , 0.047999 , -0.982825}},
3069 {{-0.106139 , 0.014022 , -0.179661 },{ -0.276513 , 0.035739 , -0.960345}},
3070 {{-0.095859 , 0.011629 , -0.182710 },{ -0.276513 , 0.035739 , -0.960345}},
3071 {{-0.105764 , 0.008271 , -0.179983 },{ -0.276513 , 0.035739 , -0.960345}},
3072 {{-0.096570 , 0.017423 , -0.182160 },{ -0.271465 , 0.057884 , -0.960706}},
3073 {{-0.095859 , 0.011629 , -0.182710 },{ -0.271465 , 0.057884 , -0.960706}},
3074 {{-0.106139 , 0.014022 , -0.179661 },{ -0.271465 , 0.057884 , -0.960706}},
3075 {{0.102782 , 0.004541 , 0.153012 },{ 0.906935 , -0.000390 , -0.421270}},
3076 {{0.106535 , 0.007438 , 0.161089 },{ 0.906935 , -0.000390 , -0.421270}},
3077 {{0.106604 , 0.001577 , 0.161243 },{ 0.906935 , -0.000390 , -0.421270}},
3078 {{0.102685 , 0.010783 , 0.152448 },{ 0.909804 , -0.023304 , -0.414384}},
3079 {{0.106535 , 0.007438 , 0.161089 },{ 0.909804 , -0.023304 , -0.414384}},
3080 {{0.102782 , 0.004541 , 0.153012 },{ 0.909804 , -0.023304 , -0.414384}},
3081 {{0.106535 , 0.007438 , 0.161089 },{ 0.947211 , -0.018550 , -0.320074}},
3082 {{0.109932 , 0.005884 , 0.171232 },{ 0.947211 , -0.018550 , -0.320074}},
3083 {{0.110004 , 0.000139 , 0.171778 },{ 0.947211 , -0.018550 , -0.320074}},
3084 {{0.106535 , 0.007438 , 0.161089 },{ 0.951787 , 0.003147 , -0.306743}},
3085 {{0.110004 , 0.000139 , 0.171778 },{ 0.951787 , 0.003147 , -0.306743}},
3086 {{0.106604 , 0.001577 , 0.161243 },{ 0.951787 , 0.003147 , -0.306743}},
3087 {{0.106466 , 0.013299 , 0.160934 },{ 0.944563 , 0.002436 , -0.328320}},
3088 {{0.109860 , 0.011630 , 0.170686 },{ 0.944563 , 0.002436 , -0.328320}},
3089 {{0.106535 , 0.007438 , 0.161089 },{ 0.944563 , 0.002436 , -0.328320}},
3090 {{0.106535 , 0.007438 , 0.161089 },{ 0.947211 , -0.018544 , -0.320073}},
3091 {{0.109860 , 0.011630 , 0.170686 },{ 0.947211 , -0.018544 , -0.320073}},
3092 {{0.109932 , 0.005884 , 0.171232 },{ 0.947211 , -0.018544 , -0.320073}},
3093 {{0.102588 , 0.017024 , 0.151883 },{ 0.909792 , -0.023374 , -0.414405}},
3094 {{0.106535 , 0.007438 , 0.161089 },{ 0.909792 , -0.023374 , -0.414405}},
3095 {{0.102685 , 0.010783 , 0.152448 },{ 0.909792 , -0.023374 , -0.414405}},
3096 {{0.102588 , 0.017024 , 0.151883 },{ 0.919242 , 0.000409 , -0.393692}},
3097 {{0.106466 , 0.013299 , 0.160934 },{ 0.919242 , 0.000409 , -0.393692}},
3098 {{0.106535 , 0.007438 , 0.161089 },{ 0.919242 , 0.000409 , -0.393692}},
3099 {{0.085166 , 0.029835 , 0.087936 },{ -0.010903 , 0.997343 , 0.072030}},
3100 {{0.084766 , 0.029689 , 0.089897 },{ -0.010903 , 0.997343 , 0.072030}},
3101 {{0.093983 , 0.029161 , 0.098603 },{ -0.010903 , 0.997343 , 0.072030}},
3102 {{0.085166 , 0.029835 , 0.087936 },{ -0.010814 , 0.997349 , 0.071956}},
3103 {{0.093983 , 0.029161 , 0.098603 },{ -0.010814 , 0.997349 , 0.071956}},
3104 {{0.094719 , 0.029293 , 0.096884 },{ -0.010814 , 0.997349 , 0.071956}},
3105 {{0.085166 , 0.029835 , 0.087936 },{ -0.010665 , 0.997313 , 0.072476}},
3106 {{0.072782 , 0.029941 , 0.084655 },{ -0.010665 , 0.997313 , 0.072476}},
3107 {{0.072880 , 0.029793 , 0.086706 },{ -0.010665 , 0.997313 , 0.072476}},
3108 {{0.085166 , 0.029835 , 0.087936 },{ -0.010626 , 0.997342 , 0.072086}},
3109 {{0.072880 , 0.029793 , 0.086706 },{ -0.010626 , 0.997342 , 0.072086}},
3110 {{0.084766 , 0.029689 , 0.089897 },{ -0.010626 , 0.997342 , 0.072086}},
3111 {{0.085566 , 0.029982 , 0.085976 },{ -0.010641 , 0.997346 , 0.072026}},
3112 {{0.072684 , 0.030088 , 0.082605 },{ -0.010641 , 0.997346 , 0.072026}},
3113 {{0.072782 , 0.029941 , 0.084655 },{ -0.010641 , 0.997346 , 0.072026}},
3114 {{0.085566 , 0.029982 , 0.085976 },{ -0.010702 , 0.997303 , 0.072614}},
3115 {{0.072782 , 0.029941 , 0.084655 },{ -0.010702 , 0.997303 , 0.072614}},
3116 {{0.085166 , 0.029835 , 0.087936 },{ -0.010702 , 0.997303 , 0.072614}},
3117 {{0.085566 , 0.029982 , 0.085976 },{ -0.011315 , 0.997305 , 0.072489}},
3118 {{0.085166 , 0.029835 , 0.087936 },{ -0.011315 , 0.997305 , 0.072489}},
3119 {{0.094719 , 0.029293 , 0.096884 },{ -0.011315 , 0.997305 , 0.072489}},
3120 {{0.085566 , 0.029982 , 0.085976 },{ -0.010728 , 0.997347 , 0.071998}},
3121 {{0.094719 , 0.029293 , 0.096884 },{ -0.010728 , 0.997347 , 0.071998}},
3122 {{0.095454 , 0.029425 , 0.095165 },{ -0.010728 , 0.997347 , 0.071998}},
3123 {{0.092713 , 0.001782 , 0.166766 },{ -0.061752 , -0.974459 , -0.215908}},
3124 {{0.078863 , 0.001798 , 0.170655 },{ -0.061752 , -0.974459 , -0.215908}},
3125 {{0.078813 , 0.004526 , 0.158357 },{ -0.061752 , -0.974459 , -0.215908}},
3126 {{0.092713 , 0.001782 , 0.166766 },{ -0.042325 , -0.968339 , -0.246023}},
3127 {{0.078813 , 0.004526 , 0.158357 },{ -0.042325 , -0.968339 , -0.246023}},
3128 {{0.090784 , 0.004611 , 0.155963 },{ -0.042325 , -0.968339 , -0.246023}},
3129 {{0.094202 , 0.000817 , 0.179125 },{ -0.043222 , -0.996425 , -0.072594}},
3130 {{0.078490 , 0.001139 , 0.184060 },{ -0.043222 , -0.996425 , -0.072594}},
3131 {{0.092713 , 0.001782 , 0.166766 },{ -0.043222 , -0.996425 , -0.072594}},
3132 {{0.092713 , 0.001782 , 0.166766 },{ -0.015057 , -0.998660 , -0.049514}},
3133 {{0.078490 , 0.001139 , 0.184060 },{ -0.015057 , -0.998660 , -0.049514}},
3134 {{0.078863 , 0.001798 , 0.170655 },{ -0.015057 , -0.998660 , -0.049514}},
3135 {{0.110004 , 0.000139 , 0.171778 },{ -0.060654 , -0.991425 , -0.115752}},
3136 {{0.092713 , 0.001782 , 0.166766 },{ -0.060654 , -0.991425 , -0.115752}},
3137 {{0.106604 , 0.001577 , 0.161243 },{ -0.060654 , -0.991425 , -0.115752}},
3138 {{0.110004 , 0.000139 , 0.171778 },{ -0.074621 , -0.994844 , -0.068688}},
3139 {{0.094202 , 0.000817 , 0.179125 },{ -0.074621 , -0.994844 , -0.068688}},
3140 {{0.092713 , 0.001782 , 0.166766 },{ -0.074621 , -0.994844 , -0.068688}},
3141 {{0.102782 , 0.004541 , 0.153012 },{ -0.065143 , -0.968114 , -0.241890}},
3142 {{0.092713 , 0.001782 , 0.166766 },{ -0.065143 , -0.968114 , -0.241890}},
3143 {{0.090784 , 0.004611 , 0.155963 },{ -0.065143 , -0.968114 , -0.241890}},
3144 {{0.106604 , 0.001577 , 0.161243 },{ -0.126730 , -0.950574 , -0.283458}},
3145 {{0.092713 , 0.001782 , 0.166766 },{ -0.126730 , -0.950574 , -0.283458}},
3146 {{0.102782 , 0.004541 , 0.153012 },{ -0.126730 , -0.950574 , -0.283458}},
3147 {{0.099170 , 0.024013 , 0.219611 },{ 0.002260 , 0.894347 , -0.447368}},
3148 {{0.091927 , 0.030225 , 0.231993 },{ 0.002260 , 0.894347 , -0.447368}},
3149 {{0.093350 , 0.030455 , 0.232460 },{ 0.002260 , 0.894347 , -0.447368}},
3150 {{0.099170 , 0.024013 , 0.219611 },{ 0.015363 , 0.896605 , -0.442564}},
3151 {{0.093350 , 0.030455 , 0.232460 },{ 0.015363 , 0.896605 , -0.442564}},
3152 {{0.100984 , 0.024014 , 0.219676 },{ 0.015363 , 0.896605 , -0.442564}},
3153 {{0.104373 , 0.017375 , 0.203099 },{ 0.012728 , 0.929138 , -0.369513}},
3154 {{0.099170 , 0.024013 , 0.219611 },{ 0.012728 , 0.929138 , -0.369513}},
3155 {{0.100984 , 0.024014 , 0.219676 },{ 0.012728 , 0.929138 , -0.369513}},
3156 {{0.104373 , 0.017375 , 0.203099 },{ 0.051821 , 0.930682 , -0.362139}},
3157 {{0.100984 , 0.024014 , 0.219676 },{ 0.051821 , 0.930682 , -0.362139}},
3158 {{0.106349 , 0.017221 , 0.202986 },{ 0.051821 , 0.930682 , -0.362139}},
3159 {{0.106349 , 0.017221 , 0.202986 },{ 0.012675 , 0.927562 , -0.373453}},
3160 {{0.100984 , 0.024014 , 0.219676 },{ 0.012675 , 0.927562 , -0.373453}},
3161 {{0.102797 , 0.024015 , 0.219740 },{ 0.012675 , 0.927562 , -0.373453}},
3162 {{0.106349 , 0.017221 , 0.202986 },{ 0.051523 , 0.929230 , -0.365893}},
3163 {{0.102797 , 0.024015 , 0.219740 },{ 0.051523 , 0.929230 , -0.365893}},
3164 {{0.108324 , 0.017067 , 0.202873 },{ 0.051523 , 0.929230 , -0.365893}},
3165 {{0.100984 , 0.024014 , 0.219676 },{ 0.002514 , 0.893654 , -0.448750}},
3166 {{0.093350 , 0.030455 , 0.232460 },{ 0.002514 , 0.893654 , -0.448750}},
3167 {{0.094773 , 0.030685 , 0.232926 },{ 0.002514 , 0.893654 , -0.448750}},
3168 {{0.100984 , 0.024014 , 0.219676 },{ 0.015181 , 0.895921 , -0.443954}},
3169 {{0.094773 , 0.030685 , 0.232926 },{ 0.015181 , 0.895921 , -0.443954}},
3170 {{0.102797 , 0.024015 , 0.219740 },{ 0.015181 , 0.895921 , -0.443954}},
3171 {{-0.095859 , 0.011629 , -0.182710 },{ -0.293096 , 0.054633 , -0.954521}},
3172 {{-0.095148 , 0.005834 , -0.183260 },{ -0.293096 , 0.054633 , -0.954521}},
3173 {{-0.105389 , 0.002521 , -0.180305 },{ -0.293096 , 0.054633 , -0.954521}},
3174 {{-0.095859 , 0.011629 , -0.182710 },{ -0.276515 , 0.035746 , -0.960345}},
3175 {{-0.105389 , 0.002521 , -0.180305 },{ -0.276515 , 0.035746 , -0.960345}},
3176 {{-0.105764 , 0.008271 , -0.179983 },{ -0.276515 , 0.035746 , -0.960345}},
3177 {{-0.040454 , 0.044669 , -0.206755 },{ -0.200959 , 0.968394 , 0.147744}},
3178 {{-0.041407 , 0.044234 , -0.205200 },{ -0.200959 , 0.968394 , 0.147744}},
3179 {{-0.029203 , 0.046345 , -0.202437 },{ -0.200959 , 0.968394 , 0.147744}},
3180 {{-0.040454 , 0.044669 , -0.206755 },{ -0.201177 , 0.968254 , 0.148366}},
3181 {{-0.029203 , 0.046345 , -0.202437 },{ -0.201177 , 0.968254 , 0.148366}},
3182 {{-0.027866 , 0.046839 , -0.203848 },{ -0.201177 , 0.968254 , 0.148366}},
3183 {{-0.039501 , 0.045104 , -0.208309 },{ -0.201059 , 0.968370 , 0.147768}},
3184 {{-0.040454 , 0.044669 , -0.206755 },{ -0.201059 , 0.968370 , 0.147768}},
3185 {{-0.027866 , 0.046839 , -0.203848 },{ -0.201059 , 0.968370 , 0.147768}},
3186 {{-0.039501 , 0.045104 , -0.208309 },{ -0.201014 , 0.968399 , 0.147640}},
3187 {{-0.027866 , 0.046839 , -0.203848 },{ -0.201014 , 0.968399 , 0.147640}},
3188 {{-0.026528 , 0.047332 , -0.205260 },{ -0.201014 , 0.968399 , 0.147640}},
3189 {{-0.026528 , 0.047332 , -0.205260 },{ -0.201039 , 0.968397 , 0.147615}},
3190 {{-0.027866 , 0.046839 , -0.203848 },{ -0.201039 , 0.968397 , 0.147615}},
3191 {{-0.018189 , 0.047573 , -0.195484 },{ -0.201039 , 0.968397 , 0.147615}},
3192 {{-0.026528 , 0.047332 , -0.205260 },{ -0.201450 , 0.968258 , 0.147969}},
3193 {{-0.018189 , 0.047573 , -0.195484 },{ -0.201450 , 0.968258 , 0.147969}},
3194 {{-0.016496 , 0.048086 , -0.196536 },{ -0.201450 , 0.968258 , 0.147969}},
3195 {{0.054917 , 0.017343 , 0.132512 },{ -0.980217 , -0.196834 , 0.020763}},
3196 {{0.056704 , 0.009254 , 0.140192 },{ -0.980217 , -0.196834 , 0.020763}},
3197 {{0.055960 , 0.013725 , 0.147453 },{ -0.980217 , -0.196834 , 0.020763}},
3198 {{0.056704 , 0.009254 , 0.140192 },{ -0.995275 , -0.082510 , -0.051175}},
3199 {{0.056421 , 0.006391 , 0.150312 },{ -0.995275 , -0.082510 , -0.051175}},
3200 {{0.055960 , 0.013725 , 0.147453 },{ -0.995275 , -0.082510 , -0.051175}},
3201 {{0.054917 , 0.017343 , 0.132512 },{ -0.997415 , -0.039409 , 0.060084}},
3202 {{0.055960 , 0.013725 , 0.147453 },{ -0.997415 , -0.039409 , 0.060084}},
3203 {{0.055498 , 0.021059 , 0.144594 },{ -0.997415 , -0.039409 , 0.060084}},
3204 {{0.054917 , 0.017343 , 0.132512 },{ -0.996914 , -0.047461 , 0.062537}},
3205 {{0.055498 , 0.021059 , 0.144594 },{ -0.996914 , -0.047461 , 0.062537}},
3206 {{0.054257 , 0.025518 , 0.128195 },{ -0.996914 , -0.047461 , 0.062537}},
3207 {{0.055960 , 0.013725 , 0.147453 },{ -0.994029 , -0.037901 , -0.102322}},
3208 {{0.054851 , 0.009858 , 0.159659 },{ -0.994029 , -0.037901 , -0.102322}},
3209 {{0.054684 , 0.016133 , 0.158957 },{ -0.994029 , -0.037901 , -0.102322}},
3210 {{0.055498 , 0.021059 , 0.144594 },{ -0.991211 , -0.097356 , -0.089565}},
3211 {{0.055960 , 0.013725 , 0.147453 },{ -0.991211 , -0.097356 , -0.089565}},
3212 {{0.054684 , 0.016133 , 0.158957 },{ -0.991211 , -0.097356 , -0.089565}},
3213 {{0.055960 , 0.013725 , 0.147453 },{ -0.976595 , -0.128597 , -0.172409}},
3214 {{0.056421 , 0.006391 , 0.150312 },{ -0.976595 , -0.128597 , -0.172409}},
3215 {{0.055017 , 0.003582 , 0.160360 },{ -0.976595 , -0.128597 , -0.172409}},
3216 {{0.055960 , 0.013725 , 0.147453 },{ -0.994042 , -0.037715 , -0.102265}},
3217 {{0.055017 , 0.003582 , 0.160360 },{ -0.994042 , -0.037715 , -0.102265}},
3218 {{0.054851 , 0.009858 , 0.159659 },{ -0.994042 , -0.037715 , -0.102265}},
3219 {{-0.027866 , 0.046839 , -0.203848 },{ -0.201514 , 0.968234 , 0.148040}},
3220 {{-0.029203 , 0.046345 , -0.202437 },{ -0.201514 , 0.968234 , 0.148040}},
3221 {{-0.019882 , 0.047061 , -0.194432 },{ -0.201514 , 0.968234 , 0.148040}},
3222 {{-0.027866 , 0.046839 , -0.203848 },{ -0.201091 , 0.968377 , 0.147678}},
3223 {{-0.019882 , 0.047061 , -0.194432 },{ -0.201091 , 0.968377 , 0.147678}},
3224 {{-0.018189 , 0.047573 , -0.195484 },{ -0.201091 , 0.968377 , 0.147678}},
3225 {{-0.077459 , 0.009350 , -0.161717 },{ 0.367668 , -0.908501 , -0.198612}},
3226 {{-0.091753 , 0.005096 , -0.168719 },{ 0.367668 , -0.908501 , -0.198612}},
3227 {{-0.082337 , 0.009820 , -0.172897 },{ 0.367668 , -0.908501 , -0.198612}},
3228 {{-0.077459 , 0.009350 , -0.161717 },{ 0.355268 , -0.919832 , -0.166414}},
3229 {{-0.087031 , 0.004464 , -0.155145 },{ 0.355268 , -0.919832 , -0.166414}},
3230 {{-0.091753 , 0.005096 , -0.168719 },{ 0.355268 , -0.919832 , -0.166414}},
3231 {{-0.086758 , 0.010237 , -0.184429 },{ 0.443261 , -0.884030 , -0.148359}},
3232 {{-0.091753 , 0.005096 , -0.168719 },{ 0.443261 , -0.884030 , -0.148359}},
3233 {{-0.095148 , 0.005834 , -0.183260 },{ 0.443261 , -0.884030 , -0.148359}},
3234 {{-0.082337 , 0.009820 , -0.172897 },{ 0.377258 , -0.908940 , -0.177496}},
3235 {{-0.091753 , 0.005096 , -0.168719 },{ 0.377258 , -0.908940 , -0.177496}},
3236 {{-0.086758 , 0.010237 , -0.184429 },{ 0.377258 , -0.908940 , -0.177496}},
3237 {{-0.091753 , 0.005096 , -0.168719 },{ 0.246545 , -0.966191 , -0.075432}},
3238 {{-0.102456 , 0.001928 , -0.163123 },{ 0.246545 , -0.966191 , -0.075432}},
3239 {{-0.105389 , 0.002521 , -0.180305 },{ 0.246545 , -0.966191 , -0.075432}},
3240 {{-0.091753 , 0.005096 , -0.168719 },{ 0.276184 , -0.954448 , -0.112924}},
3241 {{-0.105389 , 0.002521 , -0.180305 },{ 0.276184 , -0.954448 , -0.112924}},
3242 {{-0.095148 , 0.005834 , -0.183260 },{ 0.276184 , -0.954448 , -0.112924}},
3243 {{0.060350 , 0.022324 , 0.085999 },{ -0.794297 , -0.040231 , -0.606196}},
3244 {{0.052176 , 0.021350 , 0.096774 },{ -0.794297 , -0.040231 , -0.606196}},
3245 {{0.052000 , 0.028863 , 0.096506 },{ -0.794297 , -0.040231 , -0.606196}},
3246 {{0.060350 , 0.022324 , 0.085999 },{ -0.770716 , 0.037856 , -0.636054}},
3247 {{0.052000 , 0.028863 , 0.096506 },{ -0.770716 , 0.037856 , -0.636054}},
3248 {{0.060271 , 0.029671 , 0.086532 },{ -0.770716 , 0.037856 , -0.636054}},
3249 {{0.060428 , 0.014978 , 0.085466 },{ -0.821205 , 0.032615 , -0.569700}},
3250 {{0.052352 , 0.013837 , 0.097042 },{ -0.821205 , 0.032615 , -0.569700}},
3251 {{0.060350 , 0.022324 , 0.085999 },{ -0.821205 , 0.032615 , -0.569700}},
3252 {{0.060350 , 0.022324 , 0.085999 },{ -0.794297 , -0.040231 , -0.606196}},
3253 {{0.052352 , 0.013837 , 0.097042 },{ -0.794297 , -0.040231 , -0.606196}},
3254 {{0.052176 , 0.021350 , 0.096774 },{ -0.794297 , -0.040231 , -0.606196}},
3255 {{0.072841 , 0.015395 , 0.081540 },{ -0.302913 , 0.065765 , -0.950746}},
3256 {{0.060428 , 0.014978 , 0.085466 },{ -0.302913 , 0.065765 , -0.950746}},
3257 {{0.060350 , 0.022324 , 0.085999 },{ -0.302913 , 0.065765 , -0.950746}},
3258 {{0.072841 , 0.015395 , 0.081540 },{ -0.303007 , 0.065584 , -0.950729}},
3259 {{0.060350 , 0.022324 , 0.085999 },{ -0.303007 , 0.065584 , -0.950729}},
3260 {{0.072762 , 0.022742 , 0.082072 },{ -0.303007 , 0.065584 , -0.950729}},
3261 {{0.072762 , 0.022742 , 0.082072 },{ -0.303009 , 0.065713 , -0.950719}},
3262 {{0.060350 , 0.022324 , 0.085999 },{ -0.303009 , 0.065713 , -0.950719}},
3263 {{0.060271 , 0.029671 , 0.086532 },{ -0.303009 , 0.065713 , -0.950719}},
3264 {{0.072762 , 0.022742 , 0.082072 },{ -0.302982 , 0.065764 , -0.950724}},
3265 {{0.060271 , 0.029671 , 0.086532 },{ -0.302982 , 0.065764 , -0.950724}},
3266 {{0.072684 , 0.030088 , 0.082605 },{ -0.302982 , 0.065764 , -0.950724}},
3267 {{0.056214 , 0.006314 , 0.135265 },{ 0.285817 , -0.835265 , 0.469724}},
3268 {{0.055724 , 0.003375 , 0.130337 },{ 0.285817 , -0.835265 , 0.469724}},
3269 {{0.066236 , 0.003883 , 0.124844 },{ 0.285817 , -0.835265 , 0.469724}},
3270 {{0.056214 , 0.006314 , 0.135265 },{ 0.294890 , -0.828086 , 0.476774}},
3271 {{0.066236 , 0.003883 , 0.124844 },{ 0.294890 , -0.828086 , 0.476774}},
3272 {{0.066681 , 0.006831 , 0.129689 },{ 0.294890 , -0.828086 , 0.476774}},
3273 {{0.056704 , 0.009254 , 0.140192 },{ 0.290912 , -0.834050 , 0.468755}},
3274 {{0.056214 , 0.006314 , 0.135265 },{ 0.290912 , -0.834050 , 0.468755}},
3275 {{0.066681 , 0.006831 , 0.129689 },{ 0.290912 , -0.834050 , 0.468755}},
3276 {{0.056704 , 0.009254 , 0.140192 },{ 0.299898 , -0.826934 , 0.475649}},
3277 {{0.066681 , 0.006831 , 0.129689 },{ 0.299898 , -0.826934 , 0.475649}},
3278 {{0.067127 , 0.009779 , 0.134533 },{ 0.299898 , -0.826934 , 0.475649}},
3279 {{0.067127 , 0.009779 , 0.134533 },{ 0.186926 , -0.846732 , 0.498099}},
3280 {{0.066681 , 0.006831 , 0.129689 },{ 0.186926 , -0.846732 , 0.498099}},
3281 {{0.077337 , 0.007191 , 0.126302 },{ 0.186926 , -0.846732 , 0.498099}},
3282 {{0.067127 , 0.009779 , 0.134533 },{ 0.195567 , -0.839704 , 0.506608}},
3283 {{0.077337 , 0.007191 , 0.126302 },{ 0.195567 , -0.839704 , 0.506608}},
3284 {{0.077715 , 0.010146 , 0.131054 },{ 0.195567 , -0.839704 , 0.506608}},
3285 {{0.066681 , 0.006831 , 0.129689 },{ 0.181214 , -0.847446 , 0.498995}},
3286 {{0.066236 , 0.003883 , 0.124844 },{ 0.181214 , -0.847446 , 0.498995}},
3287 {{0.076960 , 0.004236 , 0.121549 },{ 0.181214 , -0.847446 , 0.498995}},
3288 {{0.066681 , 0.006831 , 0.129689 },{ 0.189705 , -0.840506 , 0.507505}},
3289 {{0.076960 , 0.004236 , 0.121549 },{ 0.189705 , -0.840506 , 0.507505}},
3290 {{0.077337 , 0.007191 , 0.126302 },{ 0.189705 , -0.840506 , 0.507505}},
3291 {{0.052307 , 0.005857 , 0.095285 },{ -0.999973 , 0.006314 , -0.003634}},
3292 {{0.052254 , 0.008236 , 0.114003 },{ -0.999973 , 0.006314 , -0.003634}},
3293 {{0.052329 , 0.009847 , 0.096163 },{ -0.999973 , 0.006314 , -0.003634}},
3294 {{0.052307 , 0.005857 , 0.095285 },{ -0.997359 , 0.071636 , -0.011929}},
3295 {{0.052031 , 0.004696 , 0.111389 },{ -0.997359 , 0.071636 , -0.011929}},
3296 {{0.052254 , 0.008236 , 0.114003 },{ -0.997359 , 0.071636 , -0.011929}},
3297 {{0.052352 , 0.013837 , 0.097042 },{ -0.998468 , 0.053993 , 0.012061}},
3298 {{0.052254 , 0.008236 , 0.114003 },{ -0.998468 , 0.053993 , 0.012061}},
3299 {{0.052477 , 0.011776 , 0.116617 },{ -0.998468 , 0.053993 , 0.012061}},
3300 {{0.052329 , 0.009847 , 0.096163 },{ -0.999972 , 0.006559 , -0.003612}},
3301 {{0.052254 , 0.008236 , 0.114003 },{ -0.999972 , 0.006559 , -0.003612}},
3302 {{0.052352 , 0.013837 , 0.097042 },{ -0.999972 , 0.006559 , -0.003612}},
3303 {{0.052254 , 0.008236 , 0.114003 },{ -0.977520 , -0.123480 , 0.170899}},
3304 {{0.056214 , 0.006314 , 0.135265 },{ -0.977520 , -0.123480 , 0.170899}},
3305 {{0.056704 , 0.009254 , 0.140192 },{ -0.977520 , -0.123480 , 0.170899}},
3306 {{0.052254 , 0.008236 , 0.114003 },{ -0.983485 , -0.063260 , 0.169572}},
3307 {{0.056704 , 0.009254 , 0.140192 },{ -0.983485 , -0.063260 , 0.169572}},
3308 {{0.052477 , 0.011776 , 0.116617 },{ -0.983485 , -0.063260 , 0.169572}},
3309 {{0.052031 , 0.004696 , 0.111389 },{ -0.979711 , -0.075401 , 0.185691}},
3310 {{0.055724 , 0.003375 , 0.130337 },{ -0.979711 , -0.075401 , 0.185691}},
3311 {{0.052254 , 0.008236 , 0.114003 },{ -0.979711 , -0.075401 , 0.185691}},
3312 {{0.052254 , 0.008236 , 0.114003 },{ -0.977511 , -0.123567 , 0.170889}},
3313 {{0.055724 , 0.003375 , 0.130337 },{ -0.977511 , -0.123567 , 0.170889}},
3314 {{0.056214 , 0.006314 , 0.135265 },{ -0.977511 , -0.123567 , 0.170889}},
3315 {{0.053701 , 0.027634 , 0.113912 },{ -0.108957 , 0.982465 , 0.151297}},
3316 {{0.052622 , 0.027717 , 0.112596 },{ -0.108957 , 0.982465 , 0.151297}},
3317 {{0.055201 , 0.025475 , 0.129012 },{ -0.108957 , 0.982465 , 0.151297}},
3318 {{0.053701 , 0.027634 , 0.113912 },{ -0.084110 , 0.985220 , 0.149222}},
3319 {{0.055201 , 0.025475 , 0.129012 },{ -0.084110 , 0.985220 , 0.149222}},
3320 {{0.056145 , 0.025432 , 0.129828 },{ -0.084110 , 0.985220 , 0.149222}},
3321 {{0.052622 , 0.027717 , 0.112596 },{ -0.108102 , 0.982778 , 0.149873}},
3322 {{0.051543 , 0.027799 , 0.111280 },{ -0.108102 , 0.982778 , 0.149873}},
3323 {{0.054257 , 0.025518 , 0.128195 },{ -0.108102 , 0.982778 , 0.149873}},
3324 {{0.052622 , 0.027717 , 0.112596 },{ -0.082867 , 0.985566 , 0.147621}},
3325 {{0.054257 , 0.025518 , 0.128195 },{ -0.082867 , 0.985566 , 0.147621}},
3326 {{0.055201 , 0.025475 , 0.129012 },{ -0.082867 , 0.985566 , 0.147621}},
3327 {{0.052000 , 0.028863 , 0.096506 },{ -0.011377 , 0.997377 , 0.071478}},
3328 {{0.051543 , 0.027799 , 0.111280 },{ -0.011377 , 0.997377 , 0.071478}},
3329 {{0.052622 , 0.027717 , 0.112596 },{ -0.011377 , 0.997377 , 0.071478}},
3330 {{0.052000 , 0.028863 , 0.096506 },{ -0.009255 , 0.997405 , 0.071397}},
3331 {{0.052622 , 0.027717 , 0.112596 },{ -0.009255 , 0.997405 , 0.071397}},
3332 {{0.053061 , 0.028746 , 0.098278 },{ -0.009255 , 0.997405 , 0.071397}},
3333 {{0.053061 , 0.028746 , 0.098278 },{ -0.010319 , 0.997397 , 0.071364}},
3334 {{0.052622 , 0.027717 , 0.112596 },{ -0.010319 , 0.997397 , 0.071364}},
3335 {{0.053701 , 0.027634 , 0.113912 },{ -0.010319 , 0.997397 , 0.071364}},
3336 {{0.053061 , 0.028746 , 0.098278 },{ -0.010126 , 0.997399 , 0.071357}},
3337 {{0.053701 , 0.027634 , 0.113912 },{ -0.010126 , 0.997399 , 0.071357}},
3338 {{0.054122 , 0.028630 , 0.100050 },{ -0.010126 , 0.997399 , 0.071357}},
3339 {{-0.087031 , 0.004464 , -0.155145 },{ 0.197692 , -0.973601 , -0.114101}},
3340 {{-0.097568 , 0.001417 , -0.147402 },{ 0.197692 , -0.973601 , -0.114101}},
3341 {{-0.091753 , 0.005096 , -0.168719 },{ 0.197692 , -0.973601 , -0.114101}},
3342 {{-0.091753 , 0.005096 , -0.168719 },{ 0.232103 , -0.967158 , -0.103603}},
3343 {{-0.097568 , 0.001417 , -0.147402 },{ 0.232103 , -0.967158 , -0.103603}},
3344 {{-0.102456 , 0.001928 , -0.163123 },{ 0.232103 , -0.967158 , -0.103603}},
3345 {{-0.142586 , 0.017464 , -0.143717 },{ 0.228349 , 0.959531 , -0.164792}},
3346 {{-0.149554 , 0.021539 , -0.129645 },{ 0.228349 , 0.959531 , -0.164792}},
3347 {{-0.148334 , 0.021401 , -0.128758 },{ 0.228349 , 0.959531 , -0.164792}},
3348 {{-0.142586 , 0.017464 , -0.143717 },{ 0.214419 , 0.961707 , -0.170717}},
3349 {{-0.148334 , 0.021401 , -0.128758 },{ 0.214419 , 0.961707 , -0.170717}},
3350 {{-0.141503 , 0.017481 , -0.142261 },{ 0.214419 , 0.961707 , -0.170717}},
3351 {{-0.143669 , 0.017447 , -0.145173 },{ 0.228986 , 0.959175 , -0.165982}},
3352 {{-0.150775 , 0.021677 , -0.130532 },{ 0.228986 , 0.959175 , -0.165982}},
3353 {{-0.149554 , 0.021539 , -0.129645 },{ 0.228986 , 0.959175 , -0.165982}},
3354 {{-0.143669 , 0.017447 , -0.145173 },{ 0.215615 , 0.961281 , -0.171604}},
3355 {{-0.149554 , 0.021539 , -0.129645 },{ 0.215615 , 0.961281 , -0.171604}},
3356 {{-0.142586 , 0.017464 , -0.143717 },{ 0.215615 , 0.961281 , -0.171604}},
3357 {{-0.132124 , 0.013613 , -0.159847 },{ 0.159581 , 0.978571 , -0.130126}},
3358 {{-0.143669 , 0.017447 , -0.145173 },{ 0.159581 , 0.978571 , -0.130126}},
3359 {{-0.142586 , 0.017464 , -0.143717 },{ 0.159581 , 0.978571 , -0.130126}},
3360 {{-0.132124 , 0.013613 , -0.159847 },{ 0.124242 , 0.980313 , -0.153464}},
3361 {{-0.142586 , 0.017464 , -0.143717 },{ 0.124242 , 0.980313 , -0.153464}},
3362 {{-0.131116 , 0.013752 , -0.158143 },{ 0.124242 , 0.980313 , -0.153464}},
3363 {{0.056697 , 0.016172 , 0.159125 },{ -0.045180 , 0.943519 , 0.328223}},
3364 {{0.056384 , 0.021054 , 0.145048 },{ -0.045180 , 0.943519 , 0.328223}},
3365 {{0.055690 , 0.016153 , 0.159041 },{ -0.045180 , 0.943519 , 0.328223}},
3366 {{0.057270 , 0.021049 , 0.145502 },{ -0.162073 , 0.931183 , 0.326544}},
3367 {{0.056384 , 0.021054 , 0.145048 },{ -0.162073 , 0.931183 , 0.326544}},
3368 {{0.056697 , 0.016172 , 0.159125 },{ -0.162073 , 0.931183 , 0.326544}},
3369 {{0.056384 , 0.021054 , 0.145048 },{ -0.154905 , 0.937158 , 0.312633}},
3370 {{0.055498 , 0.021059 , 0.144594 },{ -0.154905 , 0.937158 , 0.312633}},
3371 {{0.054684 , 0.016133 , 0.158957 },{ -0.154905 , 0.937158 , 0.312633}},
3372 {{0.056384 , 0.021054 , 0.145048 },{ -0.046159 , 0.943492 , 0.328165}},
3373 {{0.054684 , 0.016133 , 0.158957 },{ -0.046159 , 0.943492 , 0.328165}},
3374 {{0.055690 , 0.016153 , 0.159041 },{ -0.046159 , 0.943492 , 0.328165}},
3375 {{0.055201 , 0.025475 , 0.129012 },{ -0.191566 , 0.943326 , 0.270994}},
3376 {{0.054257 , 0.025518 , 0.128195 },{ -0.191566 , 0.943326 , 0.270994}},
3377 {{0.055498 , 0.021059 , 0.144594 },{ -0.191566 , 0.943326 , 0.270994}},
3378 {{0.055201 , 0.025475 , 0.129012 },{ -0.134286 , 0.952720 , 0.272564}},
3379 {{0.055498 , 0.021059 , 0.144594 },{ -0.134286 , 0.952720 , 0.272564}},
3380 {{0.056384 , 0.021054 , 0.145048 },{ -0.134286 , 0.952720 , 0.272564}},
3381 {{0.056145 , 0.025432 , 0.129828 },{ -0.193939 , 0.941972 , 0.274002}},
3382 {{0.055201 , 0.025475 , 0.129012 },{ -0.193939 , 0.941972 , 0.274002}},
3383 {{0.056384 , 0.021054 , 0.145048 },{ -0.193939 , 0.941972 , 0.274002}},
3384 {{0.056145 , 0.025432 , 0.129828 },{ -0.135977 , 0.951536 , 0.275843}},
3385 {{0.056384 , 0.021054 , 0.145048 },{ -0.135977 , 0.951536 , 0.275843}},
3386 {{0.057270 , 0.021049 , 0.145502 },{ -0.135977 , 0.951536 , 0.275843}},
3387 {{-0.131116 , 0.013752 , -0.158143 },{ 0.156332 , 0.979412 , -0.127718}},
3388 {{-0.142586 , 0.017464 , -0.143717 },{ 0.156332 , 0.979412 , -0.127718}},
3389 {{-0.141503 , 0.017481 , -0.142261 },{ 0.156332 , 0.979412 , -0.127718}},
3390 {{-0.131116 , 0.013752 , -0.158143 },{ 0.121147 , 0.981064 , -0.151116}},
3391 {{-0.141503 , 0.017481 , -0.142261 },{ 0.121147 , 0.981064 , -0.151116}},
3392 {{-0.130108 , 0.013890 , -0.156439 },{ 0.121147 , 0.981064 , -0.151116}},
3393 {{-0.057023 , 0.020434 , -0.148104 },{ 0.619346 , -0.068506 , 0.782123}},
3394 {{-0.058503 , 0.012705 , -0.147609 },{ 0.619346 , -0.068506 , 0.782123}},
3395 {{-0.050903 , 0.017332 , -0.153222 },{ 0.619346 , -0.068506 , 0.782123}},
3396 {{-0.044880 , 0.026673 , -0.155249 },{ 0.569615 , -0.193965 , 0.798696}},
3397 {{-0.057023 , 0.020434 , -0.148104 },{ 0.569615 , -0.193965 , 0.798696}},
3398 {{-0.050903 , 0.017332 , -0.153222 },{ 0.569615 , -0.193965 , 0.798696}},
3399 {{-0.057023 , 0.020434 , -0.148104 },{ 0.653314 , -0.015335 , 0.756932}},
3400 {{-0.065692 , 0.014447 , -0.140743 },{ 0.653314 , -0.015335 , 0.756932}},
3401 {{-0.065417 , 0.008147 , -0.141108 },{ 0.653314 , -0.015335 , 0.756932}},
3402 {{-0.057023 , 0.020434 , -0.148104 },{ 0.713678 , -0.092188 , 0.694381}},
3403 {{-0.065417 , 0.008147 , -0.141108 },{ 0.713678 , -0.092188 , 0.694381}},
3404 {{-0.058503 , 0.012705 , -0.147609 },{ 0.713678 , -0.092188 , 0.694381}},
3405 {{-0.055542 , 0.028163 , -0.148599 },{ 0.650264 , -0.076191 , 0.755878}},
3406 {{-0.065966 , 0.020747 , -0.140379 },{ 0.650264 , -0.076191 , 0.755878}},
3407 {{-0.057023 , 0.020434 , -0.148104 },{ 0.650264 , -0.076191 , 0.755878}},
3408 {{-0.065966 , 0.020747 , -0.140379 },{ 0.653309 , -0.015321 , 0.756937}},
3409 {{-0.065692 , 0.014447 , -0.140743 },{ 0.653309 , -0.015321 , 0.756937}},
3410 {{-0.057023 , 0.020434 , -0.148104 },{ 0.653309 , -0.015321 , 0.756937}},
3411 {{-0.055542 , 0.028163 , -0.148599 },{ 0.524023 , -0.045943 , 0.850464}},
3412 {{-0.057023 , 0.020434 , -0.148104 },{ 0.524023 , -0.045943 , 0.850464}},
3413 {{-0.044880 , 0.026673 , -0.155249 },{ 0.524023 , -0.045943 , 0.850464}},
3414 {{-0.055542 , 0.028163 , -0.148599 },{ 0.522952 , -0.054341 , 0.850628}},
3415 {{-0.044880 , 0.026673 , -0.155249 },{ 0.522952 , -0.054341 , 0.850628}},
3416 {{-0.042233 , 0.035491 , -0.156313 },{ 0.522952 , -0.054341 , 0.850628}},
3417 {{-0.011074 , 0.039883 , -0.185256 },{ 0.946987 , 0.153925 , 0.281996}},
3418 {{-0.012558 , 0.047016 , -0.184166 },{ 0.946987 , 0.153925 , 0.281996}},
3419 {{-0.015808 , 0.044464 , -0.171859 },{ 0.946987 , 0.153925 , 0.281996}},
3420 {{-0.011074 , 0.039883 , -0.185256 },{ 0.947892 , 0.071814 , 0.310393}},
3421 {{-0.015808 , 0.044464 , -0.171859 },{ 0.947892 , 0.071814 , 0.310393}},
3422 {{-0.015003 , 0.037024 , -0.172596 },{ 0.947892 , 0.071814 , 0.310393}},
3423 {{-0.016496 , 0.048086 , -0.196536 },{ 0.931671 , 0.236036 , -0.276181}},
3424 {{-0.012558 , 0.047016 , -0.184166 },{ 0.931671 , 0.236036 , -0.276181}},
3425 {{-0.011074 , 0.039883 , -0.185256 },{ 0.931671 , 0.236036 , -0.276181}},
3426 {{-0.016496 , 0.048086 , -0.196536 },{ 0.931676 , 0.235884 , -0.276294}},
3427 {{-0.011074 , 0.039883 , -0.185256 },{ 0.931676 , 0.235884 , -0.276294}},
3428 {{-0.015013 , 0.040953 , -0.197625 },{ 0.931676 , 0.235884 , -0.276294}},
3429 {{-0.015013 , 0.040953 , -0.197625 },{ 0.931676 , 0.235883 , -0.276294}},
3430 {{-0.011074 , 0.039883 , -0.185256 },{ 0.931676 , 0.235883 , -0.276294}},
3431 {{-0.009591 , 0.032750 , -0.186345 },{ 0.931676 , 0.235883 , -0.276294}},
3432 {{-0.015013 , 0.040953 , -0.197625 },{ 0.931674 , 0.235948 , -0.276246}},
3433 {{-0.009591 , 0.032750 , -0.186345 },{ 0.931674 , 0.235948 , -0.276246}},
3434 {{-0.013530 , 0.033821 , -0.198715 },{ 0.931674 , 0.235948 , -0.276246}},
3435 {{-0.011074 , 0.039883 , -0.185256 },{ 0.947881 , 0.071896 , 0.310409}},
3436 {{-0.015003 , 0.037024 , -0.172596 },{ 0.947881 , 0.071896 , 0.310409}},
3437 {{-0.014197 , 0.029584 , -0.173334 },{ 0.947881 , 0.071896 , 0.310409}},
3438 {{-0.009591 , 0.032750 , -0.186345 },{ 0.922849 , 0.136904 , 0.360010}},
3439 {{-0.011074 , 0.039883 , -0.185256 },{ 0.922849 , 0.136904 , 0.360010}},
3440 {{-0.014197 , 0.029584 , -0.173334 },{ 0.922849 , 0.136904 , 0.360010}},
3441 {{-0.046198 , 0.015324 , -0.155867 },{ -0.429729 , -0.901110 , -0.057734}},
3442 {{-0.047711 , 0.016794 , -0.167549 },{ -0.429729 , -0.901110 , -0.057734}},
3443 {{-0.043098 , 0.014763 , -0.170185 },{ -0.429729 , -0.901110 , -0.057734}},
3444 {{-0.046198 , 0.015324 , -0.155867 },{ -0.417990 , -0.906787 , -0.054970}},
3445 {{-0.043098 , 0.014763 , -0.170185 },{ -0.417990 , -0.906787 , -0.054970}},
3446 {{-0.041494 , 0.013316 , -0.158512 },{ -0.417990 , -0.906787 , -0.054970}},
3447 {{-0.047711 , 0.016794 , -0.167549 },{ -0.393207 , -0.918358 , 0.044801}},
3448 {{-0.051080 , 0.017718 , -0.178177 },{ -0.393207 , -0.918358 , 0.044801}},
3449 {{-0.046579 , 0.015662 , -0.180818 },{ -0.393207 , -0.918358 , 0.044801}},
3450 {{-0.047711 , 0.016794 , -0.167549 },{ -0.380205 , -0.923739 , 0.046370}},
3451 {{-0.046579 , 0.015662 , -0.180818 },{ -0.380205 , -0.923739 , 0.046370}},
3452 {{-0.043098 , 0.014763 , -0.170185 },{ -0.380205 , -0.923739 , 0.046370}},
3453 {{-0.052325 , 0.018825 , -0.164913 },{ -0.395688 , -0.917538 , 0.039436}},
3454 {{-0.055582 , 0.019773 , -0.175536 },{ -0.395688 , -0.917538 , 0.039436}},
3455 {{-0.051080 , 0.017718 , -0.178177 },{ -0.395688 , -0.917538 , 0.039436}},
3456 {{-0.052325 , 0.018825 , -0.164913 },{ -0.382776 , -0.922926 , 0.041098}},
3457 {{-0.051080 , 0.017718 , -0.178177 },{ -0.382776 , -0.922926 , 0.041098}},
3458 {{-0.047711 , 0.016794 , -0.167549 },{ -0.382776 , -0.922926 , 0.041098}},
3459 {{0.052639 , 0.012468 , 0.169326 },{ 0.045614 , 0.989513 , 0.137054}},
3460 {{0.049202 , 0.011185 , 0.179733 },{ 0.045614 , 0.989513 , 0.137054}},
3461 {{0.051028 , 0.011209 , 0.178952 },{ 0.045614 , 0.989513 , 0.137054}},
3462 {{0.052639 , 0.012468 , 0.169326 },{ 0.028333 , 0.990536 , 0.134295}},
3463 {{0.051028 , 0.011209 , 0.178952 },{ 0.028333 , 0.990536 , 0.134295}},
3464 {{0.054046 , 0.012487 , 0.168889 },{ 0.028333 , 0.990536 , 0.134295}},
3465 {{0.051232 , 0.012450 , 0.169763 },{ 0.044617 , 0.989884 , 0.134681}},
3466 {{0.047377 , 0.011161 , 0.180514 },{ 0.044617 , 0.989884 , 0.134681}},
3467 {{0.049202 , 0.011185 , 0.179733 },{ 0.044617 , 0.989884 , 0.134681}},
3468 {{0.051232 , 0.012450 , 0.169763 },{ 0.028153 , 0.990922 , 0.131461}},
3469 {{0.049202 , 0.011185 , 0.179733 },{ 0.028153 , 0.990922 , 0.131461}},
3470 {{0.052639 , 0.012468 , 0.169326 },{ 0.028153 , 0.990922 , 0.131461}},
3471 {{0.055690 , 0.016153 , 0.159041 },{ -0.045905 , 0.944654 , 0.324842}},
3472 {{0.054684 , 0.016133 , 0.158957 },{ -0.045905 , 0.944654 , 0.324842}},
3473 {{0.052639 , 0.012468 , 0.169326 },{ -0.045905 , 0.944654 , 0.324842}},
3474 {{0.054684 , 0.016133 , 0.158957 },{ 0.096323 , 0.932332 , 0.348537}},
3475 {{0.051232 , 0.012450 , 0.169763 },{ 0.096323 , 0.932332 , 0.348537}},
3476 {{0.052639 , 0.012468 , 0.169326 },{ 0.096323 , 0.932332 , 0.348537}},
3477 {{0.056697 , 0.016172 , 0.159125 },{ 0.104292 , 0.920800 , 0.375832}},
3478 {{0.052639 , 0.012468 , 0.169326 },{ 0.104292 , 0.920800 , 0.375832}},
3479 {{0.054046 , 0.012487 , 0.168889 },{ 0.104292 , 0.920800 , 0.375832}},
3480 {{0.056697 , 0.016172 , 0.159125 },{ -0.044941 , 0.944607 , 0.325111}},
3481 {{0.055690 , 0.016153 , 0.159041 },{ -0.044941 , 0.944607 , 0.325111}},
3482 {{0.052639 , 0.012468 , 0.169326 },{ -0.044941 , 0.944607 , 0.325111}},
3483 {{-0.050903 , 0.017332 , -0.153222 },{ -0.431742 , -0.899836 , -0.062400}},
3484 {{-0.052325 , 0.018825 , -0.164913 },{ -0.431742 , -0.899836 , -0.062400}},
3485 {{-0.047711 , 0.016794 , -0.167549 },{ -0.431742 , -0.899836 , -0.062400}},
3486 {{-0.050903 , 0.017332 , -0.153222 },{ -0.419968 , -0.905582 , -0.059561}},
3487 {{-0.047711 , 0.016794 , -0.167549 },{ -0.419968 , -0.905582 , -0.059561}},
3488 {{-0.046198 , 0.015324 , -0.155867 },{ -0.419968 , -0.905582 , -0.059561}},
3489 {{-0.011558 , 0.022048 , -0.175070 },{ 0.565652 , 0.076251 , 0.821112}},
3490 {{-0.027031 , 0.021037 , -0.164317 },{ 0.565652 , 0.076251 , 0.821112}},
3491 {{-0.024260 , 0.018023 , -0.165946 },{ 0.565652 , 0.076251 , 0.821112}},
3492 {{-0.012878 , 0.025816 , -0.174202 },{ 0.570183 , 0.010514 , 0.821451}},
3493 {{-0.027031 , 0.021037 , -0.164317 },{ 0.570183 , 0.010514 , 0.821451}},
3494 {{-0.011558 , 0.022048 , -0.175070 },{ 0.570183 , 0.010514 , 0.821451}},
3495 {{-0.027031 , 0.021037 , -0.164317 },{ 0.435687 , -0.148694 , 0.887731}},
3496 {{-0.046198 , 0.015324 , -0.155867 },{ 0.435687 , -0.148694 , 0.887731}},
3497 {{-0.041494 , 0.013316 , -0.158512 },{ 0.435687 , -0.148694 , 0.887731}},
3498 {{-0.027031 , 0.021037 , -0.164317 },{ 0.417711 , -0.103820 , 0.902629}},
3499 {{-0.041494 , 0.013316 , -0.158512 },{ 0.417711 , -0.103820 , 0.902629}},
3500 {{-0.024260 , 0.018023 , -0.165946 },{ 0.417711 , -0.103820 , 0.902629}},
3501 {{-0.029801 , 0.024050 , -0.162687 },{ 0.431157 , -0.089342 , 0.897843}},
3502 {{-0.050903 , 0.017332 , -0.153222 },{ 0.431157 , -0.089342 , 0.897843}},
3503 {{-0.027031 , 0.021037 , -0.164317 },{ 0.431157 , -0.089342 , 0.897843}},
3504 {{-0.027031 , 0.021037 , -0.164317 },{ 0.435665 , -0.148571 , 0.887763}},
3505 {{-0.050903 , 0.017332 , -0.153222 },{ 0.435665 , -0.148571 , 0.887763}},
3506 {{-0.046198 , 0.015324 , -0.155867 },{ 0.435665 , -0.148571 , 0.887763}},
3507 {{0.064241 , 0.033890 , 0.239831 },{ -0.115924 , 0.394518 , 0.911546}},
3508 {{0.064321 , 0.028768 , 0.242058 },{ -0.115924 , 0.394518 , 0.911546}},
3509 {{0.074601 , 0.029686 , 0.242968 },{ -0.115924 , 0.394518 , 0.911546}},
3510 {{0.064241 , 0.033890 , 0.239831 },{ -0.113587 , 0.399030 , 0.909875}},
3511 {{0.074601 , 0.029686 , 0.242968 },{ -0.113587 , 0.399030 , 0.909875}},
3512 {{0.074526 , 0.034802 , 0.240715 },{ -0.113587 , 0.399030 , 0.909875}},
3513 {{0.064321 , 0.028768 , 0.242058 },{ -0.118614 , 0.394360 , 0.911269}},
3514 {{0.064401 , 0.023646 , 0.244285 },{ -0.118614 , 0.394360 , 0.911269}},
3515 {{0.074675 , 0.024571 , 0.245222 },{ -0.118614 , 0.394360 , 0.911269}},
3516 {{0.064321 , 0.028768 , 0.242058 },{ -0.116154 , 0.399108 , 0.909517}},
3517 {{0.074675 , 0.024571 , 0.245222 },{ -0.116154 , 0.399108 , 0.909517}},
3518 {{0.074601 , 0.029686 , 0.242968 },{ -0.116154 , 0.399108 , 0.909517}},
3519 {{0.055464 , 0.025594 , 0.236986 },{ -0.560699 , 0.307811 , 0.768680}},
3520 {{0.055547 , 0.020456 , 0.239104 },{ -0.560699 , 0.307811 , 0.768680}},
3521 {{0.064401 , 0.023646 , 0.244285 },{ -0.560699 , 0.307811 , 0.768680}},
3522 {{0.055464 , 0.025594 , 0.236986 },{ -0.554928 , 0.324401 , 0.766041}},
3523 {{0.064401 , 0.023646 , 0.244285 },{ -0.554928 , 0.324401 , 0.766041}},
3524 {{0.064321 , 0.028768 , 0.242058 },{ -0.554928 , 0.324401 , 0.766041}},
3525 {{0.055381 , 0.030731 , 0.234868 },{ -0.553659 , 0.309760 , 0.772988}},
3526 {{0.055464 , 0.025594 , 0.236986 },{ -0.553659 , 0.309760 , 0.772988}},
3527 {{0.064321 , 0.028768 , 0.242058 },{ -0.553659 , 0.309760 , 0.772988}},
3528 {{0.055381 , 0.030731 , 0.234868 },{ -0.547849 , 0.326357 , 0.770294}},
3529 {{0.064321 , 0.028768 , 0.242058 },{ -0.547849 , 0.326357 , 0.770294}},
3530 {{0.064241 , 0.033890 , 0.239831 },{ -0.547849 , 0.326357 , 0.770294}},
3531 {{-0.014197 , 0.029584 , -0.173334 },{ 0.570213 , 0.010381 , 0.821431}},
3532 {{-0.027031 , 0.021037 , -0.164317 },{ 0.570213 , 0.010381 , 0.821431}},
3533 {{-0.012878 , 0.025816 , -0.174202 },{ 0.570213 , 0.010381 , 0.821431}},
3534 {{-0.014197 , 0.029584 , -0.173334 },{ 0.549592 , 0.054258 , 0.833670}},
3535 {{-0.029801 , 0.024050 , -0.162687 },{ 0.549592 , 0.054258 , 0.833670}},
3536 {{-0.027031 , 0.021037 , -0.164317 },{ 0.549592 , 0.054258 , 0.833670}},
3537 {{-0.030676 , 0.040132 , -0.163640 },{ -0.220178 , 0.942900 , 0.249922}},
3538 {{-0.044614 , 0.035107 , -0.156961 },{ -0.220178 , 0.942900 , 0.249922}},
3539 {{-0.043424 , 0.035299 , -0.156637 },{ -0.220178 , 0.942900 , 0.249922}},
3540 {{-0.030676 , 0.040132 , -0.163640 },{ -0.207167 , 0.939872 , 0.271517}},
3541 {{-0.043424 , 0.035299 , -0.156637 },{ -0.207167 , 0.939872 , 0.271517}},
3542 {{-0.029010 , 0.040453 , -0.163480 },{ -0.207167 , 0.939872 , 0.271517}},
3543 {{-0.019846 , 0.043593 , -0.171645 },{ -0.200746 , 0.968528 , 0.147158}},
3544 {{-0.030676 , 0.040132 , -0.163640 },{ -0.200746 , 0.968528 , 0.147158}},
3545 {{-0.029010 , 0.040453 , -0.163480 },{ -0.200746 , 0.968528 , 0.147158}},
3546 {{-0.019846 , 0.043593 , -0.171645 },{ -0.200879 , 0.968523 , 0.147007}},
3547 {{-0.029010 , 0.040453 , -0.163480 },{ -0.200879 , 0.968523 , 0.147007}},
3548 {{-0.017827 , 0.044028 , -0.171752 },{ -0.200879 , 0.968523 , 0.147007}},
3549 {{-0.017827 , 0.044028 , -0.171752 },{ -0.200234 , 0.968524 , 0.147879}},
3550 {{-0.029010 , 0.040453 , -0.163480 },{ -0.200234 , 0.968524 , 0.147879}},
3551 {{-0.027344 , 0.040773 , -0.163320 },{ -0.200234 , 0.968524 , 0.147879}},
3552 {{-0.017827 , 0.044028 , -0.171752 },{ -0.201375 , 0.968485 , 0.146577}},
3553 {{-0.027344 , 0.040773 , -0.163320 },{ -0.201375 , 0.968485 , 0.146577}},
3554 {{-0.015808 , 0.044464 , -0.171859 },{ -0.201375 , 0.968485 , 0.146577}},
3555 {{0.066005 , 0.032999 , 0.237835 },{ -0.044820 , 0.897070 , -0.439609}},
3556 {{0.065123 , 0.033444 , 0.238833 },{ -0.044820 , 0.897070 , -0.439609}},
3557 {{0.074626 , 0.034229 , 0.239466 },{ -0.044820 , 0.897070 , -0.439609}},
3558 {{0.066005 , 0.032999 , 0.237835 },{ -0.049977 , 0.906422 , -0.419407}},
3559 {{0.074626 , 0.034229 , 0.239466 },{ -0.049977 , 0.906422 , -0.419407}},
3560 {{0.074725 , 0.033657 , 0.238218 },{ -0.049977 , 0.906422 , -0.419407}},
3561 {{0.065123 , 0.033444 , 0.238833 },{ -0.041942 , 0.897847 , -0.438306}},
3562 {{0.064241 , 0.033890 , 0.239831 },{ -0.041942 , 0.897847 , -0.438306}},
3563 {{0.074526 , 0.034802 , 0.240715 },{ -0.041942 , 0.897847 , -0.438306}},
3564 {{0.065123 , 0.033444 , 0.238833 },{ -0.046929 , 0.906484 , -0.419624}},
3565 {{0.074526 , 0.034802 , 0.240715 },{ -0.046929 , 0.906484 , -0.419624}},
3566 {{0.074626 , 0.034229 , 0.239466 },{ -0.046929 , 0.906484 , -0.419624}},
3567 {{0.056884 , 0.030512 , 0.234293 },{ -0.051217 , 0.881400 , -0.469586}},
3568 {{0.055381 , 0.030731 , 0.234868 },{ -0.051217 , 0.881400 , -0.469586}},
3569 {{0.064241 , 0.033890 , 0.239831 },{ -0.051217 , 0.881400 , -0.469586}},
3570 {{0.056884 , 0.030512 , 0.234293 },{ -0.065474 , 0.888190 , -0.454787}},
3571 {{0.064241 , 0.033890 , 0.239831 },{ -0.065474 , 0.888190 , -0.454787}},
3572 {{0.065123 , 0.033444 , 0.238833 },{ -0.065474 , 0.888190 , -0.454787}},
3573 {{0.058387 , 0.030292 , 0.233717 },{ -0.052463 , 0.879585 , -0.472841}},
3574 {{0.056884 , 0.030512 , 0.234293 },{ -0.052463 , 0.879585 , -0.472841}},
3575 {{0.065123 , 0.033444 , 0.238833 },{ -0.052463 , 0.879585 , -0.472841}},
3576 {{0.058387 , 0.030292 , 0.233717 },{ -0.068629 , 0.887201 , -0.456250}},
3577 {{0.065123 , 0.033444 , 0.238833 },{ -0.068629 , 0.887201 , -0.456250}},
3578 {{0.066005 , 0.032999 , 0.237835 },{ -0.068629 , 0.887201 , -0.456250}},
3579 {{0.066236 , 0.003883 , 0.124844 },{ 0.010796 , -0.997364 , -0.071748}},
3580 {{0.063376 , 0.005290 , 0.104855 },{ 0.010796 , -0.997364 , -0.071748}},
3581 {{0.074945 , 0.005675 , 0.101244 },{ 0.010796 , -0.997364 , -0.071748}},
3582 {{0.066236 , 0.003883 , 0.124844 },{ 0.010784 , -0.997364 , -0.071753}},
3583 {{0.074945 , 0.005675 , 0.101244 },{ 0.010784 , -0.997364 , -0.071753}},
3584 {{0.076960 , 0.004236 , 0.121549 },{ 0.010784 , -0.997364 , -0.071753}},
3585 {{0.063376 , 0.005290 , 0.104855 },{ 0.010884 , -0.997363 , -0.071760}},
3586 {{0.060517 , 0.006697 , 0.084866 },{ 0.010884 , -0.997363 , -0.071760}},
3587 {{0.072930 , 0.007115 , 0.080939 },{ 0.010884 , -0.997363 , -0.071760}},
3588 {{0.063376 , 0.005290 , 0.104855 },{ 0.010780 , -0.997361 , -0.071801}},
3589 {{0.072930 , 0.007115 , 0.080939 },{ 0.010780 , -0.997361 , -0.071801}},
3590 {{0.074945 , 0.005675 , 0.101244 },{ 0.010780 , -0.997361 , -0.071801}},
3591 {{0.063376 , 0.005290 , 0.104855 },{ 0.010916 , -0.997365 , -0.071717}},
3592 {{0.052031 , 0.004696 , 0.111389 },{ 0.010916 , -0.997365 , -0.071717}},
3593 {{0.052307 , 0.005857 , 0.095285 },{ 0.010916 , -0.997365 , -0.071717}},
3594 {{0.063376 , 0.005290 , 0.104855 },{ 0.010963 , -0.997361 , -0.071771}},
3595 {{0.052307 , 0.005857 , 0.095285 },{ 0.010963 , -0.997361 , -0.071771}},
3596 {{0.060517 , 0.006697 , 0.084866 },{ 0.010963 , -0.997361 , -0.071771}},
3597 {{0.055724 , 0.003375 , 0.130337 },{ 0.010945 , -0.997369 , -0.071667}},
3598 {{0.052031 , 0.004696 , 0.111389 },{ 0.010945 , -0.997369 , -0.071667}},
3599 {{0.063376 , 0.005290 , 0.104855 },{ 0.010945 , -0.997369 , -0.071667}},
3600 {{0.055724 , 0.003375 , 0.130337 },{ 0.010713 , -0.997366 , -0.071736}},
3601 {{0.063376 , 0.005290 , 0.104855 },{ 0.010713 , -0.997366 , -0.071736}},
3602 {{0.066236 , 0.003883 , 0.124844 },{ 0.010713 , -0.997366 , -0.071736}},
3603 {{-0.029010 , 0.040453 , -0.163480 },{ -0.219592 , 0.943520 , 0.248093}},
3604 {{-0.043424 , 0.035299 , -0.156637 },{ -0.219592 , 0.943520 , 0.248093}},
3605 {{-0.042233 , 0.035491 , -0.156313 },{ -0.219592 , 0.943520 , 0.248093}},
3606 {{-0.029010 , 0.040453 , -0.163480 },{ -0.206567 , 0.940443 , 0.269993}},
3607 {{-0.042233 , 0.035491 , -0.156313 },{ -0.206567 , 0.940443 , 0.269993}},
3608 {{-0.027344 , 0.040773 , -0.163320 },{ -0.206567 , 0.940443 , 0.269993}},
3609 {{-0.056412 , 0.028074 , -0.149074 },{ -0.311455 , 0.858293 , 0.407835}},
3610 {{-0.057282 , 0.027984 , -0.149549 },{ -0.311455 , 0.858293 , 0.407835}},
3611 {{-0.067251 , 0.020749 , -0.141936 },{ -0.311455 , 0.858293 , 0.407835}},
3612 {{-0.056412 , 0.028074 , -0.149074 },{ -0.380284 , 0.869601 , 0.314925}},
3613 {{-0.067251 , 0.020749 , -0.141936 },{ -0.380284 , 0.869601 , 0.314925}},
3614 {{-0.066609 , 0.020748 , -0.141158 },{ -0.380284 , 0.869601 , 0.314925}},
3615 {{-0.044614 , 0.035107 , -0.156961 },{ -0.288312 , 0.887306 , 0.359949}},
3616 {{-0.057282 , 0.027984 , -0.149549 },{ -0.288312 , 0.887306 , 0.359949}},
3617 {{-0.056412 , 0.028074 , -0.149074 },{ -0.288312 , 0.887306 , 0.359949}},
3618 {{-0.044614 , 0.035107 , -0.156961 },{ -0.252250 , 0.878395 , 0.405946}},
3619 {{-0.056412 , 0.028074 , -0.149074 },{ -0.252250 , 0.878395 , 0.405946}},
3620 {{-0.043424 , 0.035299 , -0.156637 },{ -0.252250 , 0.878395 , 0.405946}},
3621 {{-0.043424 , 0.035299 , -0.156637 },{ -0.286213 , 0.888908 , 0.357666}},
3622 {{-0.056412 , 0.028074 , -0.149074 },{ -0.286213 , 0.888908 , 0.357666}},
3623 {{-0.055542 , 0.028163 , -0.148599 },{ -0.286213 , 0.888908 , 0.357666}},
3624 {{-0.043424 , 0.035299 , -0.156637 },{ -0.251388 , 0.880239 , 0.402472}},
3625 {{-0.055542 , 0.028163 , -0.148599 },{ -0.251388 , 0.880239 , 0.402472}},
3626 {{-0.042233 , 0.035491 , -0.156313 },{ -0.251388 , 0.880239 , 0.402472}},
3627 {{-0.056412 , 0.028074 , -0.149074 },{ -0.380244 , 0.869601 , 0.314975}},
3628 {{-0.066609 , 0.020748 , -0.141158 },{ -0.380244 , 0.869601 , 0.314975}},
3629 {{-0.065966 , 0.020747 , -0.140379 },{ -0.380244 , 0.869601 , 0.314975}},
3630 {{-0.055542 , 0.028163 , -0.148599 },{ -0.304576 , 0.866494 , 0.395501}},
3631 {{-0.056412 , 0.028074 , -0.149074 },{ -0.304576 , 0.866494 , 0.395501}},
3632 {{-0.065966 , 0.020747 , -0.140379 },{ -0.304576 , 0.866494 , 0.395501}},
3633 {{-0.073096 , 0.015384 , -0.134656 },{ -0.287217 , 0.947938 , 0.137551}},
3634 {{-0.079333 , 0.012335 , -0.126667 },{ -0.287217 , 0.947938 , 0.137551}},
3635 {{-0.078924 , 0.012178 , -0.124731 },{ -0.287217 , 0.947938 , 0.137551}},
3636 {{-0.073096 , 0.015384 , -0.134656 },{ -0.269734 , 0.951350 , 0.148919}},
3637 {{-0.078924 , 0.012178 , -0.124731 },{ -0.269734 , 0.951350 , 0.148919}},
3638 {{-0.072647 , 0.015292 , -0.133255 },{ -0.269734 , 0.951350 , 0.148919}},
3639 {{-0.066609 , 0.020748 , -0.141158 },{ -0.377839 , 0.871393 , 0.312910}},
3640 {{-0.067251 , 0.020749 , -0.141936 },{ -0.377839 , 0.871393 , 0.312910}},
3641 {{-0.072647 , 0.015292 , -0.133255 },{ -0.377839 , 0.871393 , 0.312910}},
3642 {{-0.067251 , 0.020749 , -0.141936 },{ -0.500895 , 0.838231 , 0.215574}},
3643 {{-0.073096 , 0.015384 , -0.134656 },{ -0.500895 , 0.838231 , 0.215574}},
3644 {{-0.072647 , 0.015292 , -0.133255 },{ -0.500895 , 0.838231 , 0.215574}},
3645 {{-0.065966 , 0.020747 , -0.140379 },{ -0.475619 , 0.854619 , 0.208358}},
3646 {{-0.072647 , 0.015292 , -0.133255 },{ -0.475619 , 0.854619 , 0.208358}},
3647 {{-0.072199 , 0.015200 , -0.131855 },{ -0.475619 , 0.854619 , 0.208358}},
3648 {{-0.065966 , 0.020747 , -0.140379 },{ -0.377790 , 0.871399 , 0.312952}},
3649 {{-0.066609 , 0.020748 , -0.141158 },{ -0.377790 , 0.871399 , 0.312952}},
3650 {{-0.072647 , 0.015292 , -0.133255 },{ -0.377790 , 0.871399 , 0.312952}},
3651 {{-0.072647 , 0.015292 , -0.133255 },{ -0.284645 , 0.948793 , 0.137004}},
3652 {{-0.078924 , 0.012178 , -0.124731 },{ -0.284645 , 0.948793 , 0.137004}},
3653 {{-0.078515 , 0.012021 , -0.122794 },{ -0.284645 , 0.948793 , 0.137004}},
3654 {{-0.072647 , 0.015292 , -0.133255 },{ -0.266969 , 0.952272 , 0.148008}},
3655 {{-0.078515 , 0.012021 , -0.122794 },{ -0.266969 , 0.952272 , 0.148008}},
3656 {{-0.072199 , 0.015200 , -0.131855 },{ -0.266969 , 0.952272 , 0.148008}},
3657 {{-0.147288 , 0.018967 , -0.108412 },{ -0.730606 , 0.225388 , 0.644527}},
3658 {{-0.140573 , 0.018263 , -0.100554 },{ -0.730606 , 0.225388 , 0.644527}},
3659 {{-0.139490 , 0.023701 , -0.101228 },{ -0.730606 , 0.225388 , 0.644527}},
3660 {{-0.147288 , 0.018967 , -0.108412 },{ -0.731263 , 0.230174 , 0.642086}},
3661 {{-0.139490 , 0.023701 , -0.101228 },{ -0.731263 , 0.230174 , 0.642086}},
3662 {{-0.146186 , 0.024404 , -0.109106 },{ -0.731263 , 0.230174 , 0.642086}},
3663 {{-0.140573 , 0.018263 , -0.100554 },{ -0.357101 , 0.168125 , 0.918811}},
3664 {{-0.130962 , 0.016079 , -0.096419 },{ -0.357101 , 0.168125 , 0.918811}},
3665 {{-0.129968 , 0.021513 , -0.097027 },{ -0.357101 , 0.168125 , 0.918811}},
3666 {{-0.140573 , 0.018263 , -0.100554 },{ -0.360750 , 0.185141 , 0.914102}},
3667 {{-0.129968 , 0.021513 , -0.097027 },{ -0.360750 , 0.185141 , 0.914102}},
3668 {{-0.139490 , 0.023701 , -0.101228 },{ -0.360750 , 0.185141 , 0.914102}},
3669 {{-0.141655 , 0.012825 , -0.099880 },{ -0.349300 , 0.167221 , 0.921969}},
3670 {{-0.131956 , 0.010645 , -0.095810 },{ -0.349300 , 0.167221 , 0.921969}},
3671 {{-0.130962 , 0.016079 , -0.096419 },{ -0.349300 , 0.167221 , 0.921969}},
3672 {{-0.141655 , 0.012825 , -0.099880 },{ -0.352906 , 0.183924 , 0.917404}},
3673 {{-0.130962 , 0.016079 , -0.096419 },{ -0.352906 , 0.183924 , 0.917404}},
3674 {{-0.140573 , 0.018263 , -0.100554 },{ -0.352906 , 0.183924 , 0.917404}},
3675 {{0.049348 , 0.013551 , 0.193474 },{ -0.121685 , 0.948463 , -0.292595}},
3676 {{0.047353 , 0.013486 , 0.194093 },{ -0.121685 , 0.948463 , -0.292595}},
3677 {{0.047737 , 0.018349 , 0.209697 },{ -0.121685 , 0.948463 , -0.292595}},
3678 {{0.049348 , 0.013551 , 0.193474 },{ -0.083353 , 0.953321 , -0.290225}},
3679 {{0.047737 , 0.018349 , 0.209697 },{ -0.083353 , 0.953321 , -0.290225}},
3680 {{0.049717 , 0.018418 , 0.209355 },{ -0.083353 , 0.953321 , -0.290225}},
3681 {{0.047353 , 0.013486 , 0.194093 },{ -0.123003 , 0.946924 , -0.296994}},
3682 {{0.045358 , 0.013421 , 0.194712 },{ -0.123003 , 0.946924 , -0.296994}},
3683 {{0.045757 , 0.018280 , 0.210039 },{ -0.123003 , 0.946924 , -0.296994}},
3684 {{0.047353 , 0.013486 , 0.194093 },{ -0.084059 , 0.951917 , -0.294597}},
3685 {{0.045757 , 0.018280 , 0.210039 },{ -0.084059 , 0.951917 , -0.294597}},
3686 {{0.047737 , 0.018349 , 0.209697 },{ -0.084059 , 0.951917 , -0.294597}},
3687 {{0.047377 , 0.011161 , 0.180514 },{ -0.084222 , 0.982130 , -0.168309}},
3688 {{0.045358 , 0.013421 , 0.194712 },{ -0.084222 , 0.982130 , -0.168309}},
3689 {{0.047353 , 0.013486 , 0.194093 },{ -0.084222 , 0.982130 , -0.168309}},
3690 {{0.047377 , 0.011161 , 0.180514 },{ -0.084937 , 0.982070 , -0.168300}},
3691 {{0.047353 , 0.013486 , 0.194093 },{ -0.084937 , 0.982070 , -0.168300}},
3692 {{0.049202 , 0.011185 , 0.179733 },{ -0.084937 , 0.982070 , -0.168300}},
3693 {{0.049202 , 0.011185 , 0.179733 },{ -0.084192 , 0.982148 , -0.168217}},
3694 {{0.047353 , 0.013486 , 0.194093 },{ -0.084192 , 0.982148 , -0.168217}},
3695 {{0.049348 , 0.013551 , 0.193474 },{ -0.084192 , 0.982148 , -0.168217}},
3696 {{0.049202 , 0.011185 , 0.179733 },{ -0.084850 , 0.982094 , -0.168201}},
3697 {{0.049348 , 0.013551 , 0.193474 },{ -0.084850 , 0.982094 , -0.168201}},
3698 {{0.051028 , 0.011209 , 0.178952 },{ -0.084850 , 0.982094 , -0.168201}},
3699 {{0.045912 , 0.007818 , 0.213155 },{ -0.978220 , 0.057522 , 0.199441}},
3700 {{0.049322 , 0.014466 , 0.227963 },{ -0.978220 , 0.057522 , 0.199441}},
3701 {{0.049240 , 0.019628 , 0.226072 },{ -0.978220 , 0.057522 , 0.199441}},
3702 {{0.045912 , 0.007818 , 0.213155 },{ -0.976934 , 0.047620 , 0.208164}},
3703 {{0.049240 , 0.019628 , 0.226072 },{ -0.976934 , 0.047620 , 0.208164}},
3704 {{0.045835 , 0.013049 , 0.211597 },{ -0.976934 , 0.047620 , 0.208164}},
3705 {{0.045835 , 0.013049 , 0.211597 },{ -0.977382 , 0.059065 , 0.203067}},
3706 {{0.049240 , 0.019628 , 0.226072 },{ -0.977382 , 0.059065 , 0.203067}},
3707 {{0.049159 , 0.024789 , 0.224181 },{ -0.977382 , 0.059065 , 0.203067}},
3708 {{0.045835 , 0.013049 , 0.211597 },{ -0.975976 , 0.048698 , 0.212368}},
3709 {{0.049159 , 0.024789 , 0.224181 },{ -0.975976 , 0.048698 , 0.212368}},
3710 {{0.045757 , 0.018280 , 0.210039 },{ -0.975976 , 0.048698 , 0.212368}},
3711 {{0.049240 , 0.019628 , 0.226072 },{ -0.892545 , 0.159493 , 0.421813}},
3712 {{0.055464 , 0.025594 , 0.236986 },{ -0.892545 , 0.159493 , 0.421813}},
3713 {{0.055381 , 0.030731 , 0.234868 },{ -0.892545 , 0.159493 , 0.421813}},
3714 {{0.049240 , 0.019628 , 0.226072 },{ -0.888072 , 0.145803 , 0.435970}},
3715 {{0.055381 , 0.030731 , 0.234868 },{ -0.888072 , 0.145803 , 0.435970}},
3716 {{0.049159 , 0.024789 , 0.224181 },{ -0.888072 , 0.145803 , 0.435970}},
3717 {{0.049322 , 0.014466 , 0.227963 },{ -0.895688 , 0.157030 , 0.416035}},
3718 {{0.055547 , 0.020456 , 0.239104 },{ -0.895688 , 0.157030 , 0.416035}},
3719 {{0.055464 , 0.025594 , 0.236986 },{ -0.895688 , 0.157030 , 0.416035}},
3720 {{0.049322 , 0.014466 , 0.227963 },{ -0.891387 , 0.143353 , 0.429975}},
3721 {{0.055464 , 0.025594 , 0.236986 },{ -0.891387 , 0.143353 , 0.429975}},
3722 {{0.049240 , 0.019628 , 0.226072 },{ -0.891387 , 0.143353 , 0.429975}},
3723 {{0.077715 , 0.010146 , 0.131054 },{ -0.037674 , -0.975323 , -0.217545}},
3724 {{0.067352 , 0.006930 , 0.147267 },{ -0.037674 , -0.975323 , -0.217545}},
3725 {{0.067127 , 0.009779 , 0.134533 },{ -0.037674 , -0.975323 , -0.217545}},
3726 {{0.078364 , 0.007320 , 0.144976 },{ -0.006615 , -0.980052 , -0.198631}},
3727 {{0.067352 , 0.006930 , 0.147267 },{ -0.006615 , -0.980052 , -0.198631}},
3728 {{0.077715 , 0.010146 , 0.131054 },{ -0.006615 , -0.980052 , -0.198631}},
3729 {{0.067352 , 0.006930 , 0.147267 },{ -0.028589 , -0.961632 , -0.272850}},
3730 {{0.056421 , 0.006391 , 0.150312 },{ -0.028589 , -0.961632 , -0.272850}},
3731 {{0.056704 , 0.009254 , 0.140192 },{ -0.028589 , -0.961632 , -0.272850}},
3732 {{0.067352 , 0.006930 , 0.147267 },{ -0.068584 , -0.973834 , -0.216666}},
3733 {{0.056704 , 0.009254 , 0.140192 },{ -0.068584 , -0.973834 , -0.216666}},
3734 {{0.067127 , 0.009779 , 0.134533 },{ -0.068584 , -0.973834 , -0.216666}},
3735 {{0.067352 , 0.006930 , 0.147267 },{ 0.031694 , -0.975101 , -0.219484}},
3736 {{0.066901 , 0.004131 , 0.159637 },{ 0.031694 , -0.975101 , -0.219484}},
3737 {{0.055017 , 0.003582 , 0.160360 },{ 0.031694 , -0.975101 , -0.219484}},
3738 {{0.067352 , 0.006930 , 0.147267 },{ -0.028583 , -0.961638 , -0.272828}},
3739 {{0.055017 , 0.003582 , 0.160360 },{ -0.028583 , -0.961638 , -0.272828}},
3740 {{0.056421 , 0.006391 , 0.150312 },{ -0.028583 , -0.961638 , -0.272828}},
3741 {{0.078813 , 0.004526 , 0.158357 },{ -0.007801 , -0.978911 , -0.204138}},
3742 {{0.067352 , 0.006930 , 0.147267 },{ -0.007801 , -0.978911 , -0.204138}},
3743 {{0.078364 , 0.007320 , 0.144976 },{ -0.007801 , -0.978911 , -0.204138}},
3744 {{0.078813 , 0.004526 , 0.158357 },{ 0.008662 , -0.975374 , -0.220385}},
3745 {{0.066901 , 0.004131 , 0.159637 },{ 0.008662 , -0.975374 , -0.220385}},
3746 {{0.067352 , 0.006930 , 0.147267 },{ 0.008662 , -0.975374 , -0.220385}},
3747 {{0.052176 , 0.021350 , 0.096774 },{ -0.999646 , -0.023839 , -0.011831}},
3748 {{0.052352 , 0.013837 , 0.097042 },{ -0.999646 , -0.023839 , -0.011831}},
3749 {{0.052010 , 0.019788 , 0.113948 },{ -0.999646 , -0.023839 , -0.011831}},
3750 {{0.052352 , 0.013837 , 0.097042 },{ -0.998311 , -0.058104 , 0.000258}},
3751 {{0.052477 , 0.011776 , 0.116617 },{ -0.998311 , -0.058104 , 0.000258}},
3752 {{0.052010 , 0.019788 , 0.113948 },{ -0.998311 , -0.058104 , 0.000258}},
3753 {{0.052000 , 0.028863 , 0.096506 },{ -0.996897 , -0.070064 , -0.035882}},
3754 {{0.052010 , 0.019788 , 0.113948 },{ -0.996897 , -0.070064 , -0.035882}},
3755 {{0.051543 , 0.027799 , 0.111280 },{ -0.996897 , -0.070064 , -0.035882}},
3756 {{0.052000 , 0.028863 , 0.096506 },{ -0.999646 , -0.023840 , -0.011831}},
3757 {{0.052176 , 0.021350 , 0.096774 },{ -0.999646 , -0.023840 , -0.011831}},
3758 {{0.052010 , 0.019788 , 0.113948 },{ -0.999646 , -0.023840 , -0.011831}},
3759 {{0.052010 , 0.019788 , 0.113948 },{ -0.987916 , 0.002080 , 0.154975}},
3760 {{0.054917 , 0.017343 , 0.132512 },{ -0.987916 , 0.002080 , 0.154975}},
3761 {{0.054257 , 0.025518 , 0.128195 },{ -0.987916 , 0.002080 , 0.154975}},
3762 {{0.052010 , 0.019788 , 0.113948 },{ -0.987465 , -0.005023 , 0.157761}},
3763 {{0.054257 , 0.025518 , 0.128195 },{ -0.987465 , -0.005023 , 0.157761}},
3764 {{0.051543 , 0.027799 , 0.111280 },{ -0.987465 , -0.005023 , 0.157761}},
3765 {{0.052010 , 0.019788 , 0.113948 },{ -0.984275 , 0.001471 , 0.176638}},
3766 {{0.052477 , 0.011776 , 0.116617 },{ -0.984275 , 0.001471 , 0.176638}},
3767 {{0.056704 , 0.009254 , 0.140192 },{ -0.984275 , 0.001471 , 0.176638}},
3768 {{0.052010 , 0.019788 , 0.113948 },{ -0.986263 , -0.081432 , 0.143717}},
3769 {{0.056704 , 0.009254 , 0.140192 },{ -0.986263 , -0.081432 , 0.143717}},
3770 {{0.054917 , 0.017343 , 0.132512 },{ -0.986263 , -0.081432 , 0.143717}},
3771 {{0.076649 , 0.010466 , 0.217787 },{ 0.027969 , -0.945037 , 0.325764}},
3772 {{0.061190 , 0.009691 , 0.216866 },{ 0.027969 , -0.945037 , 0.325764}},
3773 {{0.061516 , 0.003985 , 0.200285 },{ 0.027969 , -0.945037 , 0.325764}},
3774 {{0.076649 , 0.010466 , 0.217787 },{ 0.023666 , -0.943998 , 0.329100}},
3775 {{0.061516 , 0.003985 , 0.200285 },{ 0.023666 , -0.943998 , 0.329100}},
3776 {{0.077673 , 0.004556 , 0.200761 },{ 0.023666 , -0.943998 , 0.329100}},
3777 {{0.077673 , 0.004556 , 0.200761 },{ 0.028745 , -0.979516 , 0.199305}},
3778 {{0.061516 , 0.003985 , 0.200285 },{ 0.028745 , -0.979516 , 0.199305}},
3779 {{0.062960 , 0.000748 , 0.184168 },{ 0.028745 , -0.979516 , 0.199305}},
3780 {{0.077673 , 0.004556 , 0.200761 },{ 0.026053 , -0.979121 , 0.201601}},
3781 {{0.062960 , 0.000748 , 0.184168 },{ 0.026053 , -0.979121 , 0.201601}},
3782 {{0.078490 , 0.001139 , 0.184060 },{ 0.026053 , -0.979121 , 0.201601}},
3783 {{0.061516 , 0.003985 , 0.200285 },{ 0.044778 , -0.982902 , 0.178599}},
3784 {{0.045506 , 0.002654 , 0.196974 },{ 0.044778 , -0.982902 , 0.178599}},
3785 {{0.047520 , 0.000000 , 0.181863 },{ 0.044778 , -0.982902 , 0.178599}},
3786 {{0.062960 , 0.000748 , 0.184168 },{ 0.017853 , -0.979955 , 0.198418}},
3787 {{0.061516 , 0.003985 , 0.200285 },{ 0.017853 , -0.979955 , 0.198418}},
3788 {{0.047520 , 0.000000 , 0.181863 },{ 0.017853 , -0.979955 , 0.198418}},
3789 {{0.061516 , 0.003985 , 0.200285 },{ 0.036675 , -0.944718 , 0.325826}},
3790 {{0.061190 , 0.009691 , 0.216866 },{ 0.036675 , -0.944718 , 0.325826}},
3791 {{0.045912 , 0.007818 , 0.213155 },{ 0.036675 , -0.944718 , 0.325826}},
3792 {{0.061516 , 0.003985 , 0.200285 },{ 0.016409 , -0.952653 , 0.303617}},
3793 {{0.045912 , 0.007818 , 0.213155 },{ 0.016409 , -0.952653 , 0.303617}},
3794 {{0.045506 , 0.002654 , 0.196974 },{ 0.016409 , -0.952653 , 0.303617}},
3795 {{0.075655 , 0.017290 , 0.232166 },{ 0.020199 , -0.872547 , 0.488113}},
3796 {{0.074675 , 0.024571 , 0.245222 },{ 0.020199 , -0.872547 , 0.488113}},
3797 {{0.062409 , 0.016415 , 0.231150 },{ 0.020199 , -0.872547 , 0.488113}},
3798 {{0.074675 , 0.024571 , 0.245222 },{ 0.035447 , -0.877737 , 0.477830}},
3799 {{0.064401 , 0.023646 , 0.244285 },{ 0.035447 , -0.877737 , 0.477830}},
3800 {{0.062409 , 0.016415 , 0.231150 },{ 0.035447 , -0.877737 , 0.477830}},
3801 {{0.076649 , 0.010466 , 0.217787 },{ 0.020097 , -0.905244 , 0.424416}},
3802 {{0.062409 , 0.016415 , 0.231150 },{ 0.020097 , -0.905244 , 0.424416}},
3803 {{0.061190 , 0.009691 , 0.216866 },{ 0.020097 , -0.905244 , 0.424416}},
3804 {{0.076649 , 0.010466 , 0.217787 },{ 0.026620 , -0.902390 , 0.430097}},
3805 {{0.075655 , 0.017290 , 0.232166 },{ 0.026620 , -0.902390 , 0.430097}},
3806 {{0.062409 , 0.016415 , 0.231150 },{ 0.026620 , -0.902390 , 0.430097}},
3807 {{0.062409 , 0.016415 , 0.231150 },{ 0.038379 , -0.914881 , 0.401895}},
3808 {{0.049322 , 0.014466 , 0.227963 },{ 0.038379 , -0.914881 , 0.401895}},
3809 {{0.045912 , 0.007818 , 0.213155 },{ 0.038379 , -0.914881 , 0.401895}},
3810 {{0.062409 , 0.016415 , 0.231150 },{ 0.007628 , -0.904991 , 0.425361}},
3811 {{0.045912 , 0.007818 , 0.213155 },{ 0.007628 , -0.904991 , 0.425361}},
3812 {{0.061190 , 0.009691 , 0.216866 },{ 0.007628 , -0.904991 , 0.425361}},
3813 {{0.064401 , 0.023646 , 0.244285 },{ 0.036750 , -0.877778 , 0.477656}},
3814 {{0.055547 , 0.020456 , 0.239104 },{ 0.036750 , -0.877778 , 0.477656}},
3815 {{0.062409 , 0.016415 , 0.231150 },{ 0.036750 , -0.877778 , 0.477656}},
3816 {{0.062409 , 0.016415 , 0.231150 },{ 0.018432 , -0.884878 , 0.465459}},
3817 {{0.055547 , 0.020456 , 0.239104 },{ 0.018432 , -0.884878 , 0.465459}},
3818 {{0.049322 , 0.014466 , 0.227963 },{ 0.018432 , -0.884878 , 0.465459}},
3819 {{0.072930 , 0.007115 , 0.080939 },{ -0.302986 , 0.065657 , -0.950731}},
3820 {{0.060517 , 0.006697 , 0.084866 },{ -0.302986 , 0.065657 , -0.950731}},
3821 {{0.060473 , 0.010838 , 0.085166 },{ -0.302986 , 0.065657 , -0.950731}},
3822 {{0.072930 , 0.007115 , 0.080939 },{ -0.302936 , 0.065830 , -0.950735}},
3823 {{0.060473 , 0.010838 , 0.085166 },{ -0.302936 , 0.065830 , -0.950735}},
3824 {{0.072885 , 0.011255 , 0.081240 },{ -0.302936 , 0.065830 , -0.950735}},
3825 {{0.072885 , 0.011255 , 0.081240 },{ -0.302933 , 0.065605 , -0.950751}},
3826 {{0.060473 , 0.010838 , 0.085166 },{ -0.302933 , 0.065605 , -0.950751}},
3827 {{0.060428 , 0.014978 , 0.085466 },{ -0.302933 , 0.065605 , -0.950751}},
3828 {{0.072885 , 0.011255 , 0.081240 },{ -0.302912 , 0.065678 , -0.950753}},
3829 {{0.060428 , 0.014978 , 0.085466 },{ -0.302912 , 0.065678 , -0.950753}},
3830 {{0.072841 , 0.015395 , 0.081540 },{ -0.302912 , 0.065678 , -0.950753}},
3831 {{0.060473 , 0.010838 , 0.085166 },{ -0.802189 , 0.132860 , -0.582100}},
3832 {{0.052329 , 0.009847 , 0.096163 },{ -0.802189 , 0.132860 , -0.582100}},
3833 {{0.052352 , 0.013837 , 0.097042 },{ -0.802189 , 0.132860 , -0.582100}},
3834 {{0.060473 , 0.010838 , 0.085166 },{ -0.821200 , 0.032360 , -0.569722}},
3835 {{0.052352 , 0.013837 , 0.097042 },{ -0.821200 , 0.032360 , -0.569722}},
3836 {{0.060428 , 0.014978 , 0.085466 },{ -0.821200 , 0.032360 , -0.569722}},
3837 {{0.060517 , 0.006697 , 0.084866 },{ -0.786355 , 0.036323 , -0.616706}},
3838 {{0.052307 , 0.005857 , 0.095285 },{ -0.786355 , 0.036323 , -0.616706}},
3839 {{0.060473 , 0.010838 , 0.085166 },{ -0.786355 , 0.036323 , -0.616706}},
3840 {{0.060473 , 0.010838 , 0.085166 },{ -0.802211 , 0.132526 , -0.582147}},
3841 {{0.052307 , 0.005857 , 0.095285 },{ -0.802211 , 0.132526 , -0.582147}},
3842 {{0.052329 , 0.009847 , 0.096163 },{ -0.802211 , 0.132526 , -0.582147}},
3843 {{0.047520 , 0.000000 , 0.181863 },{ -0.991339 , -0.039909 , -0.125116}},
3844 {{0.045506 , 0.002654 , 0.196974 },{ -0.991339 , -0.039909 , -0.125116}},
3845 {{0.045432 , 0.008038 , 0.195843 },{ -0.991339 , -0.039909 , -0.125116}},
3846 {{0.047520 , 0.000000 , 0.181863 },{ -0.990892 , -0.028499 , -0.131610}},
3847 {{0.045432 , 0.008038 , 0.195843 },{ -0.990892 , -0.028499 , -0.131610}},
3848 {{0.047449 , 0.005581 , 0.181189 },{ -0.990892 , -0.028499 , -0.131610}},
3849 {{0.047449 , 0.005581 , 0.181189 },{ -0.990736 , -0.040832 , -0.129521}},
3850 {{0.045432 , 0.008038 , 0.195843 },{ -0.990736 , -0.040832 , -0.129521}},
3851 {{0.045358 , 0.013421 , 0.194712 },{ -0.990736 , -0.040832 , -0.129521}},
3852 {{0.047449 , 0.005581 , 0.181189 },{ -0.990255 , -0.029249 , -0.136161}},
3853 {{0.045358 , 0.013421 , 0.194712 },{ -0.990255 , -0.029249 , -0.136161}},
3854 {{0.047377 , 0.011161 , 0.180514 },{ -0.990255 , -0.029249 , -0.136161}},
3855 {{0.045432 , 0.008038 , 0.195843 },{ -0.999594 , -0.006659 , 0.027689}},
3856 {{0.045835 , 0.013049 , 0.211597 },{ -0.999594 , -0.006659 , 0.027689}},
3857 {{0.045757 , 0.018280 , 0.210039 },{ -0.999594 , -0.006659 , 0.027689}},
3858 {{0.045432 , 0.008038 , 0.195843 },{ -0.999564 , -0.007757 , 0.028480}},
3859 {{0.045757 , 0.018280 , 0.210039 },{ -0.999564 , -0.007757 , 0.028480}},
3860 {{0.045358 , 0.013421 , 0.194712 },{ -0.999564 , -0.007757 , 0.028480}},
3861 {{0.045506 , 0.002654 , 0.196974 },{ -0.999608 , -0.006615 , 0.027192}},
3862 {{0.045912 , 0.007818 , 0.213155 },{ -0.999608 , -0.006615 , 0.027192}},
3863 {{0.045835 , 0.013049 , 0.211597 },{ -0.999608 , -0.006615 , 0.027192}},
3864 {{0.045506 , 0.002654 , 0.196974 },{ -0.999575 , -0.007844 , 0.028065}},
3865 {{0.045835 , 0.013049 , 0.211597 },{ -0.999575 , -0.007844 , 0.028065}},
3866 {{0.045432 , 0.008038 , 0.195843 },{ -0.999575 , -0.007844 , 0.028065}},
3867 {{-0.148391 , 0.013530 , -0.107718 },{ -0.728832 , 0.225159 , 0.646612}},
3868 {{-0.141655 , 0.012825 , -0.099880 },{ -0.728832 , 0.225159 , 0.646612}},
3869 {{-0.140573 , 0.018263 , -0.100554 },{ -0.728832 , 0.225159 , 0.646612}},
3870 {{-0.148391 , 0.013530 , -0.107718 },{ -0.729532 , 0.230207 , 0.644041}},
3871 {{-0.140573 , 0.018263 , -0.100554 },{ -0.729532 , 0.230207 , 0.644041}},
3872 {{-0.147288 , 0.018967 , -0.108412 },{ -0.729532 , 0.230207 , 0.644041}},
3873 {{-0.144108 , 0.023724 , -0.110780 },{ 0.230769 , 0.967172 , -0.106415}},
3874 {{-0.145147 , 0.024064 , -0.109943 },{ 0.230769 , 0.967172 , -0.106415}},
3875 {{-0.139117 , 0.023438 , -0.102556 },{ 0.230769 , 0.967172 , -0.106415}},
3876 {{-0.144108 , 0.023724 , -0.110780 },{ 0.251859 , 0.960364 , -0.119451}},
3877 {{-0.139117 , 0.023438 , -0.102556 },{ 0.251859 , 0.960364 , -0.119451}},
3878 {{-0.138744 , 0.023175 , -0.103884 },{ 0.251859 , 0.960364 , -0.119451}},
3879 {{-0.138744 , 0.023175 , -0.103884 },{ 0.272568 , 0.955516 , -0.112674}},
3880 {{-0.139117 , 0.023438 , -0.102556 },{ 0.272568 , 0.955516 , -0.112674}},
3881 {{-0.130323 , 0.021395 , -0.098608 },{ 0.272568 , 0.955516 , -0.112674}},
3882 {{-0.138744 , 0.023175 , -0.103884 },{ 0.285613 , 0.948674 , -0.135804}},
3883 {{-0.130323 , 0.021395 , -0.098608 },{ 0.285613 , 0.948674 , -0.135804}},
3884 {{-0.130679 , 0.021276 , -0.100188 },{ 0.285613 , 0.948674 , -0.135804}},
3885 {{-0.139117 , 0.023438 , -0.102556 },{ 0.269826 , 0.956187 , -0.113579}},
3886 {{-0.139490 , 0.023701 , -0.101228 },{ 0.269826 , 0.956187 , -0.113579}},
3887 {{-0.129968 , 0.021513 , -0.097027 },{ 0.269826 , 0.956187 , -0.113579}},
3888 {{-0.139117 , 0.023438 , -0.102556 },{ 0.280940 , 0.950323 , -0.134010}},
3889 {{-0.129968 , 0.021513 , -0.097027 },{ 0.280940 , 0.950323 , -0.134010}},
3890 {{-0.130323 , 0.021395 , -0.098608 },{ 0.280940 , 0.950323 , -0.134010}},
3891 {{-0.145147 , 0.024064 , -0.109943 },{ 0.229168 , 0.967325 , -0.108465}},
3892 {{-0.146186 , 0.024404 , -0.109106 },{ 0.229168 , 0.967325 , -0.108465}},
3893 {{-0.139490 , 0.023701 , -0.101228 },{ 0.229168 , 0.967325 , -0.108465}},
3894 {{-0.145147 , 0.024064 , -0.109943 },{ 0.247757 , 0.961264 , -0.120783}},
3895 {{-0.139490 , 0.023701 , -0.101228 },{ 0.247757 , 0.961264 , -0.120783}},
3896 {{-0.139117 , 0.023438 , -0.102556 },{ 0.247757 , 0.961264 , -0.120783}},
3897 {{-0.043098 , 0.014763 , -0.170185 },{ 0.200927 , -0.968414 , -0.147656}},
3898 {{-0.046579 , 0.015662 , -0.180818 },{ 0.200927 , -0.968414 , -0.147656}},
3899 {{-0.029218 , 0.020722 , -0.190380 },{ 0.200927 , -0.968414 , -0.147656}},
3900 {{-0.043098 , 0.014763 , -0.170185 },{ 0.200848 , -0.968422 , -0.147712}},
3901 {{-0.029218 , 0.020722 , -0.190380 },{ 0.200848 , -0.968422 , -0.147712}},
3902 {{-0.025509 , 0.019737 , -0.178879 },{ 0.200848 , -0.968422 , -0.147712}},
3903 {{-0.041494 , 0.013316 , -0.158512 },{ 0.200880 , -0.968425 , -0.147650}},
3904 {{-0.043098 , 0.014763 , -0.170185 },{ 0.200880 , -0.968425 , -0.147650}},
3905 {{-0.025509 , 0.019737 , -0.178879 },{ 0.200880 , -0.968425 , -0.147650}},
3906 {{-0.041494 , 0.013316 , -0.158512 },{ 0.200775 , -0.968434 , -0.147736}},
3907 {{-0.025509 , 0.019737 , -0.178879 },{ 0.200775 , -0.968434 , -0.147736}},
3908 {{-0.024260 , 0.018023 , -0.165946 },{ 0.200775 , -0.968434 , -0.147736}},
3909 {{-0.024260 , 0.018023 , -0.165946 },{ 0.200824 , -0.968423 , -0.147739}},
3910 {{-0.025509 , 0.019737 , -0.178879 },{ 0.200824 , -0.968423 , -0.147739}},
3911 {{-0.007919 , 0.024711 , -0.187573 },{ 0.200824 , -0.968423 , -0.147739}},
3912 {{-0.024260 , 0.018023 , -0.165946 },{ 0.200666 , -0.968437 , -0.147863}},
3913 {{-0.007919 , 0.024711 , -0.187573 },{ 0.200666 , -0.968437 , -0.147863}},
3914 {{-0.011558 , 0.022048 , -0.175070 },{ 0.200666 , -0.968437 , -0.147863}},
3915 {{-0.025509 , 0.019737 , -0.178879 },{ 0.200846 , -0.968423 , -0.147712}},
3916 {{-0.029218 , 0.020722 , -0.190380 },{ 0.200846 , -0.968423 , -0.147712}},
3917 {{-0.011858 , 0.025781 , -0.199943 },{ 0.200846 , -0.968423 , -0.147712}},
3918 {{-0.025509 , 0.019737 , -0.178879 },{ 0.200834 , -0.968424 , -0.147720}},
3919 {{-0.011858 , 0.025781 , -0.199943 },{ 0.200834 , -0.968424 , -0.147720}},
3920 {{-0.007919 , 0.024711 , -0.187573 },{ 0.200834 , -0.968424 , -0.147720}},
3921 {{-0.090479 , 0.012045 , -0.116927 },{ 0.139803 , 0.990179 , 0.000391}},
3922 {{-0.104266 , 0.013988 , -0.107862 },{ 0.139803 , 0.990179 , 0.000391}},
3923 {{-0.103407 , 0.013866 , -0.106048 },{ 0.139803 , 0.990179 , 0.000391}},
3924 {{-0.090479 , 0.012045 , -0.116927 },{ 0.164347 , 0.985938 , 0.030268}},
3925 {{-0.103407 , 0.013866 , -0.106048 },{ 0.164347 , 0.985938 , 0.030268}},
3926 {{-0.089836 , 0.011877 , -0.114946 },{ 0.164347 , 0.985938 , 0.030268}},
3927 {{-0.079333 , 0.012335 , -0.126667 },{ 0.037339 , 0.996676 , 0.072404}},
3928 {{-0.090479 , 0.012045 , -0.116927 },{ 0.037339 , 0.996676 , 0.072404}},
3929 {{-0.089836 , 0.011877 , -0.114946 },{ 0.037339 , 0.996676 , 0.072404}},
3930 {{-0.079333 , 0.012335 , -0.126667 },{ 0.037818 , 0.996627 , 0.072831}},
3931 {{-0.089836 , 0.011877 , -0.114946 },{ 0.037818 , 0.996627 , 0.072831}},
3932 {{-0.078924 , 0.012178 , -0.124731 },{ 0.037818 , 0.996627 , 0.072831}},
3933 {{-0.078924 , 0.012178 , -0.124731 },{ 0.037387 , 0.996678 , 0.072352}},
3934 {{-0.089836 , 0.011877 , -0.114946 },{ 0.037387 , 0.996678 , 0.072352}},
3935 {{-0.089193 , 0.011709 , -0.112964 },{ 0.037387 , 0.996678 , 0.072352}},
3936 {{-0.078924 , 0.012178 , -0.124731 },{ 0.037881 , 0.996628 , 0.072781}},
3937 {{-0.089193 , 0.011709 , -0.112964 },{ 0.037881 , 0.996628 , 0.072781}},
3938 {{-0.078515 , 0.012021 , -0.122794 },{ 0.037881 , 0.996628 , 0.072781}},
3939 {{-0.089836 , 0.011877 , -0.114946 },{ 0.144278 , 0.989536 , -0.001145}},
3940 {{-0.103407 , 0.013866 , -0.106048 },{ 0.144278 , 0.989536 , -0.001145}},
3941 {{-0.102549 , 0.013743 , -0.104234 },{ 0.144278 , 0.989536 , -0.001145}},
3942 {{-0.089836 , 0.011877 , -0.114946 },{ 0.168827 , 0.985226 , 0.028740}},
3943 {{-0.102549 , 0.013743 , -0.104234 },{ 0.168827 , 0.985226 , 0.028740}},
3944 {{-0.089193 , 0.011709 , -0.112964 },{ 0.168827 , 0.985226 , 0.028740}},
3945 {{-0.118508 , 0.006769 , -0.097515 },{ 0.383380 , 0.012504 , 0.923506}},
3946 {{-0.103596 , 0.002892 , -0.103653 },{ 0.383380 , 0.012504 , 0.923506}},
3947 {{-0.103072 , 0.008318 , -0.103944 },{ 0.383380 , 0.012504 , 0.923506}},
3948 {{-0.118508 , 0.006769 , -0.097515 },{ 0.382215 , 0.025053 , 0.923734}},
3949 {{-0.103072 , 0.008318 , -0.103944 },{ 0.382215 , 0.025053 , 0.923734}},
3950 {{-0.117703 , 0.012186 , -0.097995 },{ 0.382215 , 0.025053 , 0.923734}},
3951 {{-0.131956 , 0.010645 , -0.095810 },{ 0.144218 , 0.066057 , 0.987339}},
3952 {{-0.118508 , 0.006769 , -0.097515 },{ 0.144218 , 0.066057 , 0.987339}},
3953 {{-0.117703 , 0.012186 , -0.097995 },{ 0.144218 , 0.066057 , 0.987339}},
3954 {{-0.131956 , 0.010645 , -0.095810 },{ 0.142051 , 0.084545 , 0.986242}},
3955 {{-0.117703 , 0.012186 , -0.097995 },{ 0.142051 , 0.084545 , 0.986242}},
3956 {{-0.130962 , 0.016079 , -0.096419 },{ 0.142051 , 0.084545 , 0.986242}},
3957 {{-0.130962 , 0.016079 , -0.096419 },{ 0.137235 , 0.067331 , 0.988247}},
3958 {{-0.117703 , 0.012186 , -0.097995 },{ 0.137235 , 0.067331 , 0.988247}},
3959 {{-0.116897 , 0.017603 , -0.098476 },{ 0.137235 , 0.067331 , 0.988247}},
3960 {{-0.130962 , 0.016079 , -0.096419 },{ 0.135076 , 0.085738 , 0.987119}},
3961 {{-0.116897 , 0.017603 , -0.098476 },{ 0.135076 , 0.085738 , 0.987119}},
3962 {{-0.129968 , 0.021513 , -0.097027 },{ 0.135076 , 0.085738 , 0.987119}},
3963 {{-0.117703 , 0.012186 , -0.097995 },{ 0.379541 , 0.012861 , 0.925085}},
3964 {{-0.103072 , 0.008318 , -0.103944 },{ 0.379541 , 0.012861 , 0.925085}},
3965 {{-0.102549 , 0.013743 , -0.104234 },{ 0.379541 , 0.012861 , 0.925085}},
3966 {{-0.117703 , 0.012186 , -0.097995 },{ 0.378301 , 0.025875 , 0.925321}},
3967 {{-0.102549 , 0.013743 , -0.104234 },{ 0.378301 , 0.025875 , 0.925321}},
3968 {{-0.116897 , 0.017603 , -0.098476 },{ 0.378301 , 0.025875 , 0.925321}},
3969 {{-0.055582 , 0.019773 , -0.175536 },{ 0.310870 , -0.928599 , -0.202639}},
3970 {{-0.062332 , 0.013742 , -0.158254 },{ 0.310870 , -0.928599 , -0.202639}},
3971 {{-0.066794 , 0.014497 , -0.168559 },{ 0.310870 , -0.928599 , -0.202639}},
3972 {{-0.052325 , 0.018825 , -0.164913 },{ 0.342934 , -0.920499 , -0.187289}},
3973 {{-0.062332 , 0.013742 , -0.158254 },{ 0.342934 , -0.920499 , -0.187289}},
3974 {{-0.055582 , 0.019773 , -0.175536 },{ 0.342934 , -0.920499 , -0.187289}},
3975 {{-0.062332 , 0.013742 , -0.158254 },{ 0.319096 , -0.920174 , -0.226842}},
3976 {{-0.071667 , 0.008775 , -0.151237 },{ 0.319096 , -0.920174 , -0.226842}},
3977 {{-0.077459 , 0.009350 , -0.161717 },{ 0.319096 , -0.920174 , -0.226842}},
3978 {{-0.062332 , 0.013742 , -0.158254 },{ 0.315843 , -0.926481 , -0.204637}},
3979 {{-0.077459 , 0.009350 , -0.161717 },{ 0.315843 , -0.926481 , -0.204637}},
3980 {{-0.066794 , 0.014497 , -0.168559 },{ 0.315843 , -0.926481 , -0.204637}},
3981 {{-0.058503 , 0.012705 , -0.147609 },{ 0.380553 , -0.897149 , -0.224282}},
3982 {{-0.065417 , 0.008147 , -0.141108 },{ 0.380553 , -0.897149 , -0.224282}},
3983 {{-0.062332 , 0.013742 , -0.158254 },{ 0.380553 , -0.897149 , -0.224282}},
3984 {{-0.062332 , 0.013742 , -0.158254 },{ 0.305169 , -0.920149 , -0.245351}},
3985 {{-0.065417 , 0.008147 , -0.141108 },{ 0.305169 , -0.920149 , -0.245351}},
3986 {{-0.071667 , 0.008775 , -0.151237 },{ 0.305169 , -0.920149 , -0.245351}},
3987 {{-0.050903 , 0.017332 , -0.153222 },{ 0.359631 , -0.919080 , -0.161114}},
3988 {{-0.062332 , 0.013742 , -0.158254 },{ 0.359631 , -0.919080 , -0.161114}},
3989 {{-0.052325 , 0.018825 , -0.164913 },{ 0.359631 , -0.919080 , -0.161114}},
3990 {{-0.050903 , 0.017332 , -0.153222 },{ 0.380554 , -0.897149 , -0.224282}},
3991 {{-0.058503 , 0.012705 , -0.147609 },{ 0.380554 , -0.897149 , -0.224282}},
3992 {{-0.062332 , 0.013742 , -0.158254 },{ 0.380554 , -0.897149 , -0.224282}},
3993 {{-0.028572 , 0.032412 , -0.163004 },{ 0.575732 , -0.053688 , 0.815874}},
3994 {{-0.029801 , 0.024050 , -0.162687 },{ 0.575732 , -0.053688 , 0.815874}},
3995 {{-0.014197 , 0.029584 , -0.173334 },{ 0.575732 , -0.053688 , 0.815874}},
3996 {{-0.015003 , 0.037024 , -0.172596 },{ 0.581164 , -0.017745 , 0.813593}},
3997 {{-0.028572 , 0.032412 , -0.163004 },{ 0.581164 , -0.017745 , 0.813593}},
3998 {{-0.014197 , 0.029584 , -0.173334 },{ 0.581164 , -0.017745 , 0.813593}},
3999 {{-0.028572 , 0.032412 , -0.163004 },{ 0.456368 , -0.102461 , 0.883872}},
4000 {{-0.044880 , 0.026673 , -0.155249 },{ 0.456368 , -0.102461 , 0.883872}},
4001 {{-0.050903 , 0.017332 , -0.153222 },{ 0.456368 , -0.102461 , 0.883872}},
4002 {{-0.028572 , 0.032412 , -0.163004 },{ 0.416174 , -0.026710 , 0.908893}},
4003 {{-0.050903 , 0.017332 , -0.153222 },{ 0.416174 , -0.026710 , 0.908893}},
4004 {{-0.029801 , 0.024050 , -0.162687 },{ 0.416174 , -0.026710 , 0.908893}},
4005 {{-0.042233 , 0.035491 , -0.156313 },{ 0.435710 , -0.022218 , 0.899813}},
4006 {{-0.044880 , 0.026673 , -0.155249 },{ 0.435710 , -0.022218 , 0.899813}},
4007 {{-0.028572 , 0.032412 , -0.163004 },{ 0.435710 , -0.022218 , 0.899813}},
4008 {{-0.042233 , 0.035491 , -0.156313 },{ 0.434251 , -0.029752 , 0.900301}},
4009 {{-0.028572 , 0.032412 , -0.163004 },{ 0.434251 , -0.029752 , 0.900301}},
4010 {{-0.027344 , 0.040773 , -0.163320 },{ 0.434251 , -0.029752 , 0.900301}},
4011 {{-0.015808 , 0.044464 , -0.171859 },{ 0.581158 , -0.017713 , 0.813598}},
4012 {{-0.028572 , 0.032412 , -0.163004 },{ 0.581158 , -0.017713 , 0.813598}},
4013 {{-0.015003 , 0.037024 , -0.172596 },{ 0.581158 , -0.017713 , 0.813598}},
4014 {{-0.015808 , 0.044464 , -0.171859 },{ 0.606044 , -0.059030 , 0.793237}},
4015 {{-0.027344 , 0.040773 , -0.163320 },{ 0.606044 , -0.059030 , 0.793237}},
4016 {{-0.028572 , 0.032412 , -0.163004 },{ 0.606044 , -0.059030 , 0.793237}},
4017 {{-0.115560 , 0.004017 , -0.113962 },{ -0.141291 , -0.987619 , 0.068152}},
4018 {{-0.125206 , 0.004560 , -0.126091 },{ -0.141291 , -0.987619 , 0.068152}},
4019 {{-0.111128 , 0.001790 , -0.137046 },{ -0.141291 , -0.987619 , 0.068152}},
4020 {{-0.115560 , 0.004017 , -0.113962 },{ -0.135960 , -0.988292 , 0.069241}},
4021 {{-0.111128 , 0.001790 , -0.137046 },{ -0.135960 , -0.988292 , 0.069241}},
4022 {{-0.101476 , 0.001371 , -0.124074 },{ -0.135960 , -0.988292 , 0.069241}},
4023 {{-0.089500 , 0.000711 , -0.112885 },{ -0.112727 , -0.991680 , 0.062160}},
4024 {{-0.103596 , 0.002892 , -0.103653 },{ -0.112727 , -0.991680 , 0.062160}},
4025 {{-0.101476 , 0.001371 , -0.124074 },{ -0.112727 , -0.991680 , 0.062160}},
4026 {{-0.101476 , 0.001371 , -0.124074 },{ -0.143465 , -0.987914 , 0.058688}},
4027 {{-0.103596 , 0.002892 , -0.103653 },{ -0.143465 , -0.987914 , 0.058688}},
4028 {{-0.115560 , 0.004017 , -0.113962 },{ -0.143465 , -0.987914 , 0.058688}},
4029 {{-0.078021 , 0.000798 , -0.123261 },{ -0.024402 , -0.999702 , -0.000579}},
4030 {{-0.101476 , 0.001371 , -0.124074 },{ -0.024402 , -0.999702 , -0.000579}},
4031 {{-0.088772 , 0.001067 , -0.134601 },{ -0.024402 , -0.999702 , -0.000579}},
4032 {{-0.078021 , 0.000798 , -0.123261 },{ -0.023228 , -0.999149 , -0.034075}},
4033 {{-0.089500 , 0.000711 , -0.112885 },{ -0.023228 , -0.999149 , -0.034075}},
4034 {{-0.101476 , 0.001371 , -0.124074 },{ -0.023228 , -0.999149 , -0.034075}},
4035 {{-0.101476 , 0.001371 , -0.124074 },{ -0.033251 , -0.999419 , -0.007541}},
4036 {{-0.111128 , 0.001790 , -0.137046 },{ -0.033251 , -0.999419 , -0.007541}},
4037 {{-0.097568 , 0.001417 , -0.147402 },{ -0.033251 , -0.999419 , -0.007541}},
4038 {{-0.101476 , 0.001371 , -0.124074 },{ -0.029670 , -0.999536 , -0.006941}},
4039 {{-0.097568 , 0.001417 , -0.147402 },{ -0.029670 , -0.999536 , -0.006941}},
4040 {{-0.088772 , 0.001067 , -0.134601 },{ -0.029670 , -0.999536 , -0.006941}},
4041 {{-0.128815 , 0.008069 , -0.106307 },{ -0.275721 , -0.949211 , 0.151577}},
4042 {{-0.141655 , 0.012825 , -0.099880 },{ -0.275721 , -0.949211 , 0.151577}},
4043 {{-0.148391 , 0.013530 , -0.107718 },{ -0.275721 , -0.949211 , 0.151577}},
4044 {{-0.128815 , 0.008069 , -0.106307 },{ -0.276146 , -0.945936 , 0.170142}},
4045 {{-0.148391 , 0.013530 , -0.107718 },{ -0.276146 , -0.945936 , 0.170142}},
4046 {{-0.137295 , 0.008702 , -0.116551 },{ -0.276146 , -0.945936 , 0.170142}},
4047 {{-0.118508 , 0.006769 , -0.097515 },{ -0.254950 , -0.953988 , 0.157824}},
4048 {{-0.131956 , 0.010645 , -0.095810 },{ -0.254950 , -0.953988 , 0.157824}},
4049 {{-0.128815 , 0.008069 , -0.106307 },{ -0.254950 , -0.953988 , 0.157824}},
4050 {{-0.128815 , 0.008069 , -0.106307 },{ -0.276398 , -0.949228 , 0.150238}},
4051 {{-0.131956 , 0.010645 , -0.095810 },{ -0.276398 , -0.949228 , 0.150238}},
4052 {{-0.141655 , 0.012825 , -0.099880 },{ -0.276398 , -0.949228 , 0.150238}},
4053 {{-0.103596 , 0.002892 , -0.103653 },{ -0.213380 , -0.966572 , 0.142155}},
4054 {{-0.128815 , 0.008069 , -0.106307 },{ -0.213380 , -0.966572 , 0.142155}},
4055 {{-0.115560 , 0.004017 , -0.113962 },{ -0.213380 , -0.966572 , 0.142155}},
4056 {{-0.103596 , 0.002892 , -0.103653 },{ -0.210401 , -0.972184 , 0.102908}},
4057 {{-0.118508 , 0.006769 , -0.097515 },{ -0.210401 , -0.972184 , 0.102908}},
4058 {{-0.128815 , 0.008069 , -0.106307 },{ -0.210401 , -0.972184 , 0.102908}},
4059 {{-0.125206 , 0.004560 , -0.126091 },{ -0.228431 , -0.964913 , 0.129472}},
4060 {{-0.128815 , 0.008069 , -0.106307 },{ -0.228431 , -0.964913 , 0.129472}},
4061 {{-0.137295 , 0.008702 , -0.116551 },{ -0.228431 , -0.964913 , 0.129472}},
4062 {{-0.115560 , 0.004017 , -0.113962 },{ -0.219633 , -0.966694 , 0.131393}},
4063 {{-0.128815 , 0.008069 , -0.106307 },{ -0.219633 , -0.966694 , 0.131393}},
4064 {{-0.125206 , 0.004560 , -0.126091 },{ -0.219633 , -0.966694 , 0.131393}},
4065 {{-0.012694 , 0.029801 , -0.199329 },{ 0.931670 , 0.235945 , -0.276264}},
4066 {{-0.008755 , 0.028731 , -0.186959 },{ 0.931670 , 0.235945 , -0.276264}},
4067 {{-0.007919 , 0.024711 , -0.187573 },{ 0.931670 , 0.235945 , -0.276264}},
4068 {{-0.012694 , 0.029801 , -0.199329 },{ 0.931669 , 0.235947 , -0.276263}},
4069 {{-0.007919 , 0.024711 , -0.187573 },{ 0.931669 , 0.235947 , -0.276263}},
4070 {{-0.011858 , 0.025781 , -0.199943 },{ 0.931669 , 0.235947 , -0.276263}},
4071 {{-0.008755 , 0.028731 , -0.186959 },{ 0.907058 , 0.237714 , 0.347474}},
4072 {{-0.012878 , 0.025816 , -0.174202 },{ 0.907058 , 0.237714 , 0.347474}},
4073 {{-0.011558 , 0.022048 , -0.175070 },{ 0.907058 , 0.237714 , 0.347474}},
4074 {{-0.007919 , 0.024711 , -0.187573 },{ 0.940489 , 0.148932 , 0.305451}},
4075 {{-0.008755 , 0.028731 , -0.186959 },{ 0.940489 , 0.148932 , 0.305451}},
4076 {{-0.011558 , 0.022048 , -0.175070 },{ 0.940489 , 0.148932 , 0.305451}},
4077 {{0.054851 , 0.009858 , 0.159659 },{ -0.937995 , -0.062887 , -0.340898}},
4078 {{0.055017 , 0.003582 , 0.160360 },{ -0.937995 , -0.062887 , -0.340898}},
4079 {{0.051301 , 0.006665 , 0.170016 },{ -0.937995 , -0.062887 , -0.340898}},
4080 {{0.055017 , 0.003582 , 0.160360 },{ -0.935753 , -0.026480 , -0.351659}},
4081 {{0.051370 , 0.000880 , 0.170268 },{ -0.935753 , -0.026480 , -0.351659}},
4082 {{0.051301 , 0.006665 , 0.170016 },{ -0.935753 , -0.026480 , -0.351659}},
4083 {{0.054684 , 0.016133 , 0.158957 },{ -0.949780 , -0.024970 , -0.311920}},
4084 {{0.051301 , 0.006665 , 0.170016 },{ -0.949780 , -0.024970 , -0.311920}},
4085 {{0.051232 , 0.012450 , 0.169763 },{ -0.949780 , -0.024970 , -0.311920}},
4086 {{0.054684 , 0.016133 , 0.158957 },{ -0.937960 , -0.063105 , -0.340953}},
4087 {{0.054851 , 0.009858 , 0.159659 },{ -0.937960 , -0.063105 , -0.340953}},
4088 {{0.051301 , 0.006665 , 0.170016 },{ -0.937960 , -0.063105 , -0.340953}},
4089 {{0.051301 , 0.006665 , 0.170016 },{ -0.942542 , -0.052082 , -0.330003}},
4090 {{0.047449 , 0.005581 , 0.181189 },{ -0.942542 , -0.052082 , -0.330003}},
4091 {{0.047377 , 0.011161 , 0.180514 },{ -0.942542 , -0.052082 , -0.330003}},
4092 {{0.051232 , 0.012450 , 0.169763 },{ -0.939997 , -0.026090 , -0.340184}},
4093 {{0.051301 , 0.006665 , 0.170016 },{ -0.939997 , -0.026090 , -0.340184}},
4094 {{0.047377 , 0.011161 , 0.180514 },{ -0.939997 , -0.026090 , -0.340184}},
4095 {{0.051301 , 0.006665 , 0.170016 },{ -0.948180 , -0.025107 , -0.316739}},
4096 {{0.051370 , 0.000880 , 0.170268 },{ -0.948180 , -0.025107 , -0.316739}},
4097 {{0.047520 , 0.000000 , 0.181863 },{ -0.948180 , -0.025107 , -0.316739}},
4098 {{0.051301 , 0.006665 , 0.170016 },{ -0.942561 , -0.051842 , -0.329986}},
4099 {{0.047520 , 0.000000 , 0.181863 },{ -0.942561 , -0.051842 , -0.329986}},
4100 {{0.047449 , 0.005581 , 0.181189 },{ -0.942561 , -0.051842 , -0.329986}},
4101 {{0.060931 , 0.029533 , 0.088534 },{ -0.010853 , 0.997361 , 0.071789}},
4102 {{0.053061 , 0.028746 , 0.098278 },{ -0.010853 , 0.997361 , 0.071789}},
4103 {{0.054122 , 0.028630 , 0.100050 },{ -0.010853 , 0.997361 , 0.071789}},
4104 {{0.060931 , 0.029533 , 0.088534 },{ -0.010236 , 0.997341 , 0.072152}},
4105 {{0.054122 , 0.028630 , 0.100050 },{ -0.010236 , 0.997341 , 0.072152}},
4106 {{0.061590 , 0.029395 , 0.090535 },{ -0.010236 , 0.997341 , 0.072152}},
4107 {{0.060271 , 0.029671 , 0.086532 },{ -0.010464 , 0.997341 , 0.072117}},
4108 {{0.052000 , 0.028863 , 0.096506 },{ -0.010464 , 0.997341 , 0.072117}},
4109 {{0.053061 , 0.028746 , 0.098278 },{ -0.010464 , 0.997341 , 0.072117}},
4110 {{0.060271 , 0.029671 , 0.086532 },{ -0.010380 , 0.997338 , 0.072169}},
4111 {{0.053061 , 0.028746 , 0.098278 },{ -0.010380 , 0.997338 , 0.072169}},
4112 {{0.060931 , 0.029533 , 0.088534 },{ -0.010380 , 0.997338 , 0.072169}},
4113 {{0.072684 , 0.030088 , 0.082605 },{ -0.010645 , 0.997329 , 0.072256}},
4114 {{0.060271 , 0.029671 , 0.086532 },{ -0.010645 , 0.997329 , 0.072256}},
4115 {{0.060931 , 0.029533 , 0.088534 },{ -0.010645 , 0.997329 , 0.072256}},
4116 {{0.072684 , 0.030088 , 0.082605 },{ -0.010759 , 0.997344 , 0.072031}},
4117 {{0.060931 , 0.029533 , 0.088534 },{ -0.010759 , 0.997344 , 0.072031}},
4118 {{0.072782 , 0.029941 , 0.084655 },{ -0.010759 , 0.997344 , 0.072031}},
4119 {{0.072782 , 0.029941 , 0.084655 },{ -0.010672 , 0.997326 , 0.072295}},
4120 {{0.060931 , 0.029533 , 0.088534 },{ -0.010672 , 0.997326 , 0.072295}},
4121 {{0.061590 , 0.029395 , 0.090535 },{ -0.010672 , 0.997326 , 0.072295}},
4122 {{0.072782 , 0.029941 , 0.084655 },{ -0.010579 , 0.997314 , 0.072472}},
4123 {{0.061590 , 0.029395 , 0.090535 },{ -0.010579 , 0.997314 , 0.072472}},
4124 {{0.072880 , 0.029793 , 0.086706 },{ -0.010579 , 0.997314 , 0.072472}},
4125 {{0.078863 , 0.001798 , 0.170655 },{ 0.015660 , -0.974608 , -0.223370}},
4126 {{0.065096 , 0.001434 , 0.171278 },{ 0.015660 , -0.974608 , -0.223370}},
4127 {{0.066901 , 0.004131 , 0.159637 },{ 0.015660 , -0.974608 , -0.223370}},
4128 {{0.078863 , 0.001798 , 0.170655 },{ 0.009098 , -0.976221 , -0.216587}},
4129 {{0.066901 , 0.004131 , 0.159637 },{ 0.009098 , -0.976221 , -0.216587}},
4130 {{0.078813 , 0.004526 , 0.158357 },{ 0.009098 , -0.976221 , -0.216587}},
4131 {{0.065096 , 0.001434 , 0.171278 },{ 0.056971 , -0.968327 , -0.243101}},
4132 {{0.051370 , 0.000880 , 0.170268 },{ 0.056971 , -0.968327 , -0.243101}},
4133 {{0.055017 , 0.003582 , 0.160360 },{ 0.056971 , -0.968327 , -0.243101}},
4134 {{0.066901 , 0.004131 , 0.159637 },{ 0.031590 , -0.974776 , -0.220939}},
4135 {{0.065096 , 0.001434 , 0.171278 },{ 0.031590 , -0.974776 , -0.220939}},
4136 {{0.055017 , 0.003582 , 0.160360 },{ 0.031590 , -0.974776 , -0.220939}},
4137 {{0.065096 , 0.001434 , 0.171278 },{ 0.054893 , -0.997523 , -0.043991}},
4138 {{0.062960 , 0.000748 , 0.184168 },{ 0.054893 , -0.997523 , -0.043991}},
4139 {{0.047520 , 0.000000 , 0.181863 },{ 0.054893 , -0.997523 , -0.043991}},
4140 {{0.065096 , 0.001434 , 0.171278 },{ 0.044722 , -0.997146 , -0.060829}},
4141 {{0.047520 , 0.000000 , 0.181863 },{ 0.044722 , -0.997146 , -0.060829}},
4142 {{0.051370 , 0.000880 , 0.170268 },{ 0.044722 , -0.997146 , -0.060829}},
4143 {{0.078490 , 0.001139 , 0.184060 },{ 0.024798 , -0.998489 , -0.049030}},
4144 {{0.062960 , 0.000748 , 0.184168 },{ 0.024798 , -0.998489 , -0.049030}},
4145 {{0.065096 , 0.001434 , 0.171278 },{ 0.024798 , -0.998489 , -0.049030}},
4146 {{0.078490 , 0.001139 , 0.184060 },{ 0.024210 , -0.998534 , -0.048415}},
4147 {{0.065096 , 0.001434 , 0.171278 },{ 0.024210 , -0.998534 , -0.048415}},
4148 {{0.078863 , 0.001798 , 0.170655 },{ 0.024210 , -0.998534 , -0.048415}},
4149 {{0.052844 , 0.024715 , 0.223496 },{ -0.066380 , 0.889239 , -0.452601}},
4150 {{0.051001 , 0.024752 , 0.223839 },{ -0.066380 , 0.889239 , -0.452601}},
4151 {{0.056884 , 0.030512 , 0.234293 },{ -0.066380 , 0.889239 , -0.452601}},
4152 {{0.052844 , 0.024715 , 0.223496 },{ -0.046083 , 0.887190 , -0.459096}},
4153 {{0.056884 , 0.030512 , 0.234293 },{ -0.046083 , 0.887190 , -0.459096}},
4154 {{0.058387 , 0.030292 , 0.233717 },{ -0.046083 , 0.887190 , -0.459096}},
4155 {{0.051001 , 0.024752 , 0.223839 },{ -0.066634 , 0.888021 , -0.454948}},
4156 {{0.049159 , 0.024789 , 0.224181 },{ -0.066634 , 0.888021 , -0.454948}},
4157 {{0.055381 , 0.030731 , 0.234868 },{ -0.066634 , 0.888021 , -0.454948}},
4158 {{0.051001 , 0.024752 , 0.223839 },{ -0.047438 , 0.885909 , -0.461426}},
4159 {{0.055381 , 0.030731 , 0.234868 },{ -0.047438 , 0.885909 , -0.461426}},
4160 {{0.056884 , 0.030512 , 0.234293 },{ -0.047438 , 0.885909 , -0.461426}},
4161 {{0.047737 , 0.018349 , 0.209697 },{ -0.100211 , 0.912765 , -0.396003}},
4162 {{0.045757 , 0.018280 , 0.210039 },{ -0.100211 , 0.912765 , -0.396003}},
4163 {{0.049159 , 0.024789 , 0.224181 },{ -0.100211 , 0.912765 , -0.396003}},
4164 {{0.047737 , 0.018349 , 0.209697 },{ -0.056095 , 0.914343 , -0.401036}},
4165 {{0.049159 , 0.024789 , 0.224181 },{ -0.056095 , 0.914343 , -0.401036}},
4166 {{0.051001 , 0.024752 , 0.223839 },{ -0.056095 , 0.914343 , -0.401036}},
4167 {{0.049717 , 0.018418 , 0.209355 },{ -0.099468 , 0.914885 , -0.391270}},
4168 {{0.047737 , 0.018349 , 0.209697 },{ -0.099468 , 0.914885 , -0.391270}},
4169 {{0.051001 , 0.024752 , 0.223839 },{ -0.099468 , 0.914885 , -0.391270}},
4170 {{0.049717 , 0.018418 , 0.209355 },{ -0.055286 , 0.916610 , -0.395942}},
4171 {{0.051001 , 0.024752 , 0.223839 },{ -0.055286 , 0.916610 , -0.395942}},
4172 {{0.052844 , 0.024715 , 0.223496 },{ -0.055286 , 0.916610 , -0.395942}},
4173 {{-0.008755 , 0.028731 , -0.186959 },{ 0.922837 , 0.136959 , 0.360019}},
4174 {{-0.009591 , 0.032750 , -0.186345 },{ 0.922837 , 0.136959 , 0.360019}},
4175 {{-0.014197 , 0.029584 , -0.173334 },{ 0.922837 , 0.136959 , 0.360019}},
4176 {{-0.008755 , 0.028731 , -0.186959 },{ 0.907123 , 0.237504 , 0.347448}},
4177 {{-0.014197 , 0.029584 , -0.173334 },{ 0.907123 , 0.237504 , 0.347448}},
4178 {{-0.012878 , 0.025816 , -0.174202 },{ 0.907123 , 0.237504 , 0.347448}},
4179 {{-0.013530 , 0.033821 , -0.198715 },{ 0.931664 , 0.235999 , -0.276238}},
4180 {{-0.009591 , 0.032750 , -0.186345 },{ 0.931664 , 0.235999 , -0.276238}},
4181 {{-0.008755 , 0.028731 , -0.186959 },{ 0.931664 , 0.235999 , -0.276238}},
4182 {{-0.013530 , 0.033821 , -0.198715 },{ 0.931670 , 0.235945 , -0.276264}},
4183 {{-0.008755 , 0.028731 , -0.186959 },{ 0.931670 , 0.235945 , -0.276264}},
4184 {{-0.012694 , 0.029801 , -0.199329 },{ 0.931670 , 0.235945 , -0.276264}},
4185 {{-0.089347 , 0.006210 , -0.112924 },{ 0.670562 , -0.013396 , 0.741732}},
4186 {{-0.089500 , 0.000711 , -0.112885 },{ 0.670562 , -0.013396 , 0.741732}},
4187 {{-0.078021 , 0.000798 , -0.123261 },{ 0.670562 , -0.013396 , 0.741732}},
4188 {{-0.089347 , 0.006210 , -0.112924 },{ 0.673821 , -0.001152 , 0.738893}},
4189 {{-0.078021 , 0.000798 , -0.123261 },{ 0.673821 , -0.001152 , 0.738893}},
4190 {{-0.078268 , 0.006410 , -0.123027 },{ 0.673821 , -0.001152 , 0.738893}},
4191 {{-0.103596 , 0.002892 , -0.103653 },{ 0.546860 , -0.009277 , 0.837173}},
4192 {{-0.089500 , 0.000711 , -0.112885 },{ 0.546860 , -0.009277 , 0.837173}},
4193 {{-0.089347 , 0.006210 , -0.112924 },{ 0.546860 , -0.009277 , 0.837173}},
4194 {{-0.103596 , 0.002892 , -0.103653 },{ 0.546639 , -0.007884 , 0.837331}},
4195 {{-0.089347 , 0.006210 , -0.112924 },{ 0.546639 , -0.007884 , 0.837331}},
4196 {{-0.103072 , 0.008318 , -0.103944 },{ 0.546639 , -0.007884 , 0.837331}},
4197 {{-0.103072 , 0.008318 , -0.103944 },{ 0.546490 , -0.009214 , 0.837415}},
4198 {{-0.089347 , 0.006210 , -0.112924 },{ 0.546490 , -0.009214 , 0.837415}},
4199 {{-0.089193 , 0.011709 , -0.112964 },{ 0.546490 , -0.009214 , 0.837415}},
4200 {{-0.103072 , 0.008318 , -0.103944 },{ 0.546269 , -0.007891 , 0.837573}},
4201 {{-0.089193 , 0.011709 , -0.112964 },{ 0.546269 , -0.007891 , 0.837573}},
4202 {{-0.102549 , 0.013743 , -0.104234 },{ 0.546269 , -0.007891 , 0.837573}},
4203 {{-0.089193 , 0.011709 , -0.112964 },{ 0.673882 , -0.013499 , 0.738716}},
4204 {{-0.089347 , 0.006210 , -0.112924 },{ 0.673882 , -0.013499 , 0.738716}},
4205 {{-0.078268 , 0.006410 , -0.123027 },{ 0.673882 , -0.013499 , 0.738716}},
4206 {{-0.089193 , 0.011709 , -0.112964 },{ 0.677301 , -0.000735 , 0.735706}},
4207 {{-0.078268 , 0.006410 , -0.123027 },{ 0.677301 , -0.000735 , 0.735706}},
4208 {{-0.078515 , 0.012021 , -0.122794 },{ 0.677301 , -0.000735 , 0.735706}},
4209 {{-0.065417 , 0.008147 , -0.141108 },{ 0.820310 , 0.040124 , 0.570510}},
4210 {{-0.071578 , 0.009464 , -0.132342 },{ 0.820310 , 0.040124 , 0.570510}},
4211 {{-0.070958 , 0.003727 , -0.132830 },{ 0.820310 , 0.040124 , 0.570510}},
4212 {{-0.065417 , 0.008147 , -0.141108 },{ 0.818311 , 0.002421 , 0.574770}},
4213 {{-0.065692 , 0.014447 , -0.140743 },{ 0.818311 , 0.002421 , 0.574770}},
4214 {{-0.071578 , 0.009464 , -0.132342 },{ 0.818311 , 0.002421 , 0.574770}},
4215 {{-0.071578 , 0.009464 , -0.132342 },{ 0.810426 , 0.011246 , 0.585732}},
4216 {{-0.078268 , 0.006410 , -0.123027 },{ 0.810426 , 0.011246 , 0.585732}},
4217 {{-0.078021 , 0.000798 , -0.123261 },{ 0.810426 , 0.011246 , 0.585732}},
4218 {{-0.070958 , 0.003727 , -0.132830 },{ 0.798880 , 0.035261 , 0.600456}},
4219 {{-0.071578 , 0.009464 , -0.132342 },{ 0.798880 , 0.035261 , 0.600456}},
4220 {{-0.078021 , 0.000798 , -0.123261 },{ 0.798880 , 0.035261 , 0.600456}},
4221 {{-0.071578 , 0.009464 , -0.132342 },{ 0.813318 , 0.038765 , 0.580526}},
4222 {{-0.072199 , 0.015200 , -0.131855 },{ 0.813318 , 0.038765 , 0.580526}},
4223 {{-0.078515 , 0.012021 , -0.122794 },{ 0.813318 , 0.038765 , 0.580526}},
4224 {{-0.071578 , 0.009464 , -0.132342 },{ 0.810409 , 0.011351 , 0.585754}},
4225 {{-0.078515 , 0.012021 , -0.122794 },{ 0.810409 , 0.011351 , 0.585754}},
4226 {{-0.078268 , 0.006410 , -0.123027 },{ 0.810409 , 0.011351 , 0.585754}},
4227 {{-0.065692 , 0.014447 , -0.140743 },{ 0.818322 , 0.002382 , 0.574755}},
4228 {{-0.065966 , 0.020747 , -0.140379 },{ 0.818322 , 0.002382 , 0.574755}},
4229 {{-0.071578 , 0.009464 , -0.132342 },{ 0.818322 , 0.002382 , 0.574755}},
4230 {{-0.065966 , 0.020747 , -0.140379 },{ 0.795791 , 0.034826 , 0.604569}},
4231 {{-0.072199 , 0.015200 , -0.131855 },{ 0.795791 , 0.034826 , 0.604569}},
4232 {{-0.071578 , 0.009464 , -0.132342 },{ 0.795791 , 0.034826 , 0.604569}},
4233 {{-0.016506 , 0.046023 , -0.183039 },{ -0.200825 , 0.968433 , 0.147669}},
4234 {{-0.019846 , 0.043593 , -0.171645 },{ -0.200825 , 0.968433 , 0.147669}},
4235 {{-0.017827 , 0.044028 , -0.171752 },{ -0.200825 , 0.968433 , 0.147669}},
4236 {{-0.016506 , 0.046023 , -0.183039 },{ -0.201215 , 0.968361 , 0.147610}},
4237 {{-0.017827 , 0.044028 , -0.171752 },{ -0.201215 , 0.968361 , 0.147610}},
4238 {{-0.014532 , 0.046519 , -0.183602 },{ -0.201215 , 0.968361 , 0.147610}},
4239 {{-0.018189 , 0.047573 , -0.195484 },{ -0.201019 , 0.968374 , 0.147794}},
4240 {{-0.019882 , 0.047061 , -0.194432 },{ -0.201019 , 0.968374 , 0.147794}},
4241 {{-0.016506 , 0.046023 , -0.183039 },{ -0.201019 , 0.968374 , 0.147794}},
4242 {{-0.018189 , 0.047573 , -0.195484 },{ -0.201154 , 0.968344 , 0.147808}},
4243 {{-0.016506 , 0.046023 , -0.183039 },{ -0.201154 , 0.968344 , 0.147808}},
4244 {{-0.014532 , 0.046519 , -0.183602 },{ -0.201154 , 0.968344 , 0.147808}},
4245 {{-0.016496 , 0.048086 , -0.196536 },{ -0.201490 , 0.968259 , 0.147904}},
4246 {{-0.018189 , 0.047573 , -0.195484 },{ -0.201490 , 0.968259 , 0.147904}},
4247 {{-0.014532 , 0.046519 , -0.183602 },{ -0.201490 , 0.968259 , 0.147904}},
4248 {{-0.016496 , 0.048086 , -0.196536 },{ -0.201523 , 0.968252 , 0.147908}},
4249 {{-0.014532 , 0.046519 , -0.183602 },{ -0.201523 , 0.968252 , 0.147908}},
4250 {{-0.012558 , 0.047016 , -0.184166 },{ -0.201523 , 0.968252 , 0.147908}},
4251 {{-0.014532 , 0.046519 , -0.183602 },{ -0.201292 , 0.968349 , 0.147586}},
4252 {{-0.017827 , 0.044028 , -0.171752 },{ -0.201292 , 0.968349 , 0.147586}},
4253 {{-0.015808 , 0.044464 , -0.171859 },{ -0.201292 , 0.968349 , 0.147586}},
4254 {{-0.014532 , 0.046519 , -0.183602 },{ -0.201637 , 0.968285 , 0.147537}},
4255 {{-0.015808 , 0.044464 , -0.171859 },{ -0.201637 , 0.968285 , 0.147537}},
4256 {{-0.012558 , 0.047016 , -0.184166 },{ -0.201637 , 0.968285 , 0.147537}},
4257 {{-0.079658 , 0.004043 , -0.143504 },{ 0.311917 , -0.921628 , -0.230889}},
4258 {{-0.087031 , 0.004464 , -0.155145 },{ 0.311917 , -0.921628 , -0.230889}},
4259 {{-0.077459 , 0.009350 , -0.161717 },{ 0.311917 , -0.921628 , -0.230889}},
4260 {{-0.079658 , 0.004043 , -0.143504 },{ 0.322599 , -0.918495 , -0.228686}},
4261 {{-0.077459 , 0.009350 , -0.161717 },{ 0.322599 , -0.918495 , -0.228686}},
4262 {{-0.071667 , 0.008775 , -0.151237 },{ 0.322599 , -0.918495 , -0.228686}},
4263 {{-0.088772 , 0.001067 , -0.134601 },{ 0.174115 , -0.973802 , -0.146265}},
4264 {{-0.097568 , 0.001417 , -0.147402 },{ 0.174115 , -0.973802 , -0.146265}},
4265 {{-0.087031 , 0.004464 , -0.155145 },{ 0.174115 , -0.973802 , -0.146265}},
4266 {{-0.088772 , 0.001067 , -0.134601 },{ 0.175155 , -0.973633 , -0.146149}},
4267 {{-0.087031 , 0.004464 , -0.155145 },{ 0.175155 , -0.973633 , -0.146149}},
4268 {{-0.079658 , 0.004043 , -0.143504 },{ 0.175155 , -0.973633 , -0.146149}},
4269 {{-0.070958 , 0.003727 , -0.132830 },{ 0.172723 , -0.970276 , -0.169505}},
4270 {{-0.078021 , 0.000798 , -0.123261 },{ 0.172723 , -0.970276 , -0.169505}},
4271 {{-0.079658 , 0.004043 , -0.143504 },{ 0.172723 , -0.970276 , -0.169505}},
4272 {{-0.078021 , 0.000798 , -0.123261 },{ 0.153356 , -0.973701 , -0.168488}},
4273 {{-0.088772 , 0.001067 , -0.134601 },{ 0.153356 , -0.973701 , -0.168488}},
4274 {{-0.079658 , 0.004043 , -0.143504 },{ 0.153356 , -0.973701 , -0.168488}},
4275 {{-0.065417 , 0.008147 , -0.141108 },{ 0.306398 , -0.919548 , -0.246072}},
4276 {{-0.079658 , 0.004043 , -0.143504 },{ 0.306398 , -0.919548 , -0.246072}},
4277 {{-0.071667 , 0.008775 , -0.151237 },{ 0.306398 , -0.919548 , -0.246072}},
4278 {{-0.065417 , 0.008147 , -0.141108 },{ 0.308945 , -0.909320 , -0.278730}},
4279 {{-0.070958 , 0.003727 , -0.132830 },{ 0.308945 , -0.909320 , -0.278730}},
4280 {{-0.079658 , 0.004043 , -0.143504 },{ 0.308945 , -0.909320 , -0.278730}},
4281 {{-0.118426 , 0.017640 , -0.101898 },{ 0.265073 , 0.955196 , -0.131667}},
4282 {{-0.130679 , 0.021276 , -0.100188 },{ 0.265073 , 0.955196 , -0.131667}},
4283 {{-0.130323 , 0.021395 , -0.098608 },{ 0.265073 , 0.955196 , -0.131667}},
4284 {{-0.118426 , 0.017640 , -0.101898 },{ 0.271190 , 0.956147 , -0.110632}},
4285 {{-0.130323 , 0.021395 , -0.098608 },{ 0.271190 , 0.956147 , -0.110632}},
4286 {{-0.117661 , 0.017621 , -0.100187 },{ 0.271190 , 0.956147 , -0.110632}},
4287 {{-0.104266 , 0.013988 , -0.107862 },{ 0.214983 , 0.972884 , -0.085316}},
4288 {{-0.118426 , 0.017640 , -0.101898 },{ 0.214983 , 0.972884 , -0.085316}},
4289 {{-0.117661 , 0.017621 , -0.100187 },{ 0.214983 , 0.972884 , -0.085316}},
4290 {{-0.104266 , 0.013988 , -0.107862 },{ 0.236464 , 0.970517 , -0.046704}},
4291 {{-0.117661 , 0.017621 , -0.100187 },{ 0.236464 , 0.970517 , -0.046704}},
4292 {{-0.103407 , 0.013866 , -0.106048 },{ 0.236464 , 0.970517 , -0.046704}},
4293 {{-0.103407 , 0.013866 , -0.106048 },{ 0.219795 , 0.971576 , -0.087923}},
4294 {{-0.117661 , 0.017621 , -0.100187 },{ 0.219795 , 0.971576 , -0.087923}},
4295 {{-0.116897 , 0.017603 , -0.098476 },{ 0.219795 , 0.971576 , -0.087923}},
4296 {{-0.103407 , 0.013866 , -0.106048 },{ 0.241319 , 0.969237 , -0.048421}},
4297 {{-0.116897 , 0.017603 , -0.098476 },{ 0.241319 , 0.969237 , -0.048421}},
4298 {{-0.102549 , 0.013743 , -0.104234 },{ 0.241319 , 0.969237 , -0.048421}},
4299 {{-0.117661 , 0.017621 , -0.100187 },{ 0.268074 , 0.954392 , -0.131425}},
4300 {{-0.130323 , 0.021395 , -0.098608 },{ 0.268074 , 0.954392 , -0.131425}},
4301 {{-0.129968 , 0.021513 , -0.097027 },{ 0.268074 , 0.954392 , -0.131425}},
4302 {{-0.117661 , 0.017621 , -0.100187 },{ 0.273366 , 0.955366 , -0.112014}},
4303 {{-0.129968 , 0.021513 , -0.097027 },{ 0.273366 , 0.955366 , -0.112014}},
4304 {{-0.116897 , 0.017603 , -0.098476 },{ 0.273366 , 0.955366 , -0.112014}},
4305 {{-0.059311 , 0.447329 , 0.011136 },{ -0.786439 , 0.285738 , 0.547601}},
4306 {{-0.032399 , 0.424519 , 0.061688 },{ -0.786439 , 0.285738 , 0.547601}},
4307 {{-0.012762 , 0.459486 , 0.071644 },{ -0.786439 , 0.285738 , 0.547601}},
4308 {{-0.059311 , 0.447329 , 0.011136 },{ -0.788297 , -0.038174 , 0.614109}},
4309 {{-0.012762 , 0.459486 , 0.071644 },{ -0.788297 , -0.038174 , 0.614109}},
4310 {{-0.059832 , 0.478245 , 0.012389 },{ -0.788297 , -0.038174 , 0.614109}},
4311 {{-0.032399 , 0.424519 , 0.061688 },{ -0.758748 , 0.255499 , 0.599185}},
4312 {{-0.009541 , 0.389159 , 0.105711 },{ -0.758748 , 0.255499 , 0.599185}},
4313 {{-0.012762 , 0.459486 , 0.071644 },{ -0.758748 , 0.255499 , 0.599185}},
4314 {{-0.012762 , 0.459486 , 0.071644 },{ -0.496093 , 0.360017 , 0.790114}},
4315 {{-0.009541 , 0.389159 , 0.105711 },{ -0.496093 , 0.360017 , 0.790114}},
4316 {{0.018122 , 0.404122 , 0.116262 },{ -0.496093 , 0.360017 , 0.790114}},
4317 {{-0.012762 , 0.459486 , 0.071644 },{ -0.007393 , 0.624973 , 0.780612}},
4318 {{0.018122 , 0.404122 , 0.116262 },{ -0.007393 , 0.624973 , 0.780612}},
4319 {{0.055282 , 0.405336 , 0.115642 },{ -0.007393 , 0.624973 , 0.780612}},
4320 {{0.032035 , 0.464316 , 0.088370 },{ -0.362211 , 0.269782 , 0.892200}},
4321 {{-0.012762 , 0.459486 , 0.071644 },{ -0.362211 , 0.269782 , 0.892200}},
4322 {{0.055282 , 0.405336 , 0.115642 },{ -0.362211 , 0.269782 , 0.892200}},
4323 {{0.012425 , 0.529386 , 0.071580 },{ -0.359101 , 0.130241 , 0.924167}},
4324 {{-0.012762 , 0.459486 , 0.071644 },{ -0.359101 , 0.130241 , 0.924167}},
4325 {{0.032035 , 0.464316 , 0.088370 },{ -0.359101 , 0.130241 , 0.924167}},
4326 {{0.012425 , 0.529386 , 0.071580 },{ -0.478990 , 0.173382 , 0.860528}},
4327 {{-0.025858 , 0.517786 , 0.052608 },{ -0.478990 , 0.173382 , 0.860528}},
4328 {{-0.012762 , 0.459486 , 0.071644 },{ -0.478990 , 0.173382 , 0.860528}},
4329 {{-0.060831 , 0.514106 , 0.012934 },{ -0.751471 , 0.046095 , 0.658153}},
4330 {{-0.012762 , 0.459486 , 0.071644 },{ -0.751471 , 0.046095 , 0.658153}},
4331 {{-0.025858 , 0.517786 , 0.052608 },{ -0.751471 , 0.046095 , 0.658153}},
4332 {{-0.059832 , 0.478245 , 0.012389 },{ -0.787435 , -0.031292 , 0.615603}},
4333 {{-0.012762 , 0.459486 , 0.071644 },{ -0.787435 , -0.031292 , 0.615603}},
4334 {{-0.060831 , 0.514106 , 0.012934 },{ -0.787435 , -0.031292 , 0.615603}},
4335 {{-0.043780 , 0.409517 , 0.038236 },{ -0.897042 , -0.055486 , 0.438448}},
4336 {{-0.022396 , 0.373242 , 0.077396 },{ -0.897042 , -0.055486 , 0.438448}},
4337 {{-0.009541 , 0.389159 , 0.105711 },{ -0.897042 , -0.055486 , 0.438448}},
4338 {{-0.043780 , 0.409517 , 0.038236 },{ -0.894109 , -0.021031 , 0.447355}},
4339 {{-0.009541 , 0.389159 , 0.105711 },{ -0.894109 , -0.021031 , 0.447355}},
4340 {{-0.032399 , 0.424519 , 0.061688 },{ -0.894109 , -0.021031 , 0.447355}},
4341 {{-0.059311 , 0.447329 , 0.011136 },{ -0.889136 , -0.038367 , 0.456031}},
4342 {{-0.043780 , 0.409517 , 0.038236 },{ -0.889136 , -0.038367 , 0.456031}},
4343 {{-0.032399 , 0.424519 , 0.061688 },{ -0.889136 , -0.038367 , 0.456031}},
4344 {{-0.059311 , 0.447329 , 0.011136 },{ -0.866347 , 0.002103 , 0.499438}},
4345 {{-0.060517 , 0.437124 , 0.009087 },{ -0.866347 , 0.002103 , 0.499438}},
4346 {{-0.043780 , 0.409517 , 0.038236 },{ -0.866347 , 0.002103 , 0.499438}},
4347 {{-0.062587 , 0.437274 , 0.006641 },{ -0.736650 , 0.226287 , 0.637292}},
4348 {{-0.043780 , 0.409517 , 0.038236 },{ -0.736650 , 0.226287 , 0.637292}},
4349 {{-0.060517 , 0.437124 , 0.009087 },{ -0.736650 , 0.226287 , 0.637292}},
4350 {{-0.062587 , 0.437274 , 0.006641 },{ -0.884206 , -0.074163 , 0.461172}},
4351 {{-0.061850 , 0.434208 , 0.007561 },{ -0.884206 , -0.074163 , 0.461172}},
4352 {{-0.043780 , 0.409517 , 0.038236 },{ -0.884206 , -0.074163 , 0.461172}},
4353 {{-0.062587 , 0.437274 , 0.006641 },{ -0.850162 , -0.047001 , 0.524420}},
4354 {{-0.061868 , 0.434210 , 0.007532 },{ -0.850162 , -0.047001 , 0.524420}},
4355 {{-0.061850 , 0.434208 , 0.007561 },{ -0.850162 , -0.047001 , 0.524420}},
4356 {{-0.052976 , 0.432770 , 0.000828 },{ -0.144640 , -0.989269 , 0.020648}},
4357 {{-0.061850 , 0.434208 , 0.007561 },{ -0.144640 , -0.989269 , 0.020648}},
4358 {{-0.061868 , 0.434210 , 0.007532 },{ -0.144640 , -0.989269 , 0.020648}},
4359 {{-0.052976 , 0.432770 , 0.000828 },{ -0.432383 , -0.809608 , -0.396964}},
4360 {{-0.043780 , 0.409517 , 0.038236 },{ -0.432383 , -0.809608 , -0.396964}},
4361 {{-0.061850 , 0.434208 , 0.007561 },{ -0.432383 , -0.809608 , -0.396964}},
4362 {{-0.052976 , 0.432770 , 0.000828 },{ -0.828013 , -0.544270 , -0.134771}},
4363 {{-0.032293 , 0.397420 , 0.016515 },{ -0.828013 , -0.544270 , -0.134771}},
4364 {{-0.043780 , 0.409517 , 0.038236 },{ -0.828013 , -0.544270 , -0.134771}},
4365 {{-0.032293 , 0.397420 , 0.016515 },{ -0.875014 , -0.429348 , -0.223630}},
4366 {{-0.020506 , 0.357729 , 0.046598 },{ -0.875014 , -0.429348 , -0.223630}},
4367 {{-0.043780 , 0.409517 , 0.038236 },{ -0.875014 , -0.429348 , -0.223630}},
4368 {{-0.043780 , 0.409517 , 0.038236 },{ -0.911461 , -0.387162 , 0.139080}},
4369 {{-0.020506 , 0.357729 , 0.046598 },{ -0.911461 , -0.387162 , 0.139080}},
4370 {{-0.022396 , 0.373242 , 0.077396 },{ -0.911461 , -0.387162 , 0.139080}},
4371 {{0.057873 , 0.433619 , -0.093271 },{ -0.134508 , -0.848969 , -0.511038}},
4372 {{-0.002130 , 0.398925 , -0.019842 },{ -0.134508 , -0.848969 , -0.511038}},
4373 {{0.017802 , 0.418640 , -0.057840 },{ -0.134508 , -0.848969 , -0.511038}},
4374 {{0.057873 , 0.433619 , -0.093271 },{ -0.427529 , -0.630897 , -0.647447}},
4375 {{0.032823 , 0.390418 , -0.034633 },{ -0.427529 , -0.630897 , -0.647447}},
4376 {{-0.002130 , 0.398925 , -0.019842 },{ -0.427529 , -0.630897 , -0.647447}},
4377 {{-0.002130 , 0.398925 , -0.019842 },{ -0.437712 , -0.504783 , -0.744044}},
4378 {{0.032823 , 0.390418 , -0.034633 },{ -0.437712 , -0.504783 , -0.744044}},
4379 {{0.011460 , 0.346015 , 0.008059 },{ -0.437712 , -0.504783 , -0.744044}},
4380 {{-0.002130 , 0.398925 , -0.019842 },{ -0.545695 , -0.496241 , -0.675250}},
4381 {{0.011460 , 0.346015 , 0.008059 },{ -0.545695 , -0.496241 , -0.675250}},
4382 {{-0.008634 , 0.350916 , 0.020696 },{ -0.545695 , -0.496241 , -0.675250}},
4383 {{-0.002130 , 0.398925 , -0.019842 },{ -0.910693 , -0.187446 , -0.368106}},
4384 {{-0.008634 , 0.350916 , 0.020696 },{ -0.910693 , -0.187446 , -0.368106}},
4385 {{-0.020506 , 0.357729 , 0.046598 },{ -0.910693 , -0.187446 , -0.368106}},
4386 {{-0.002130 , 0.398925 , -0.019842 },{ -0.612107 , -0.585027 , -0.532042}},
4387 {{-0.020506 , 0.357729 , 0.046598 },{ -0.612107 , -0.585027 , -0.532042}},
4388 {{-0.032293 , 0.397420 , 0.016515 },{ -0.612107 , -0.585027 , -0.532042}},
4389 {{-0.002130 , 0.398925 , -0.019842 },{ -0.608623 , -0.591028 , -0.529400}},
4390 {{-0.032293 , 0.397420 , 0.016515 },{ -0.608623 , -0.591028 , -0.529400}},
4391 {{-0.052976 , 0.432770 , 0.000828 },{ -0.608623 , -0.591028 , -0.529400}},
4392 {{-0.027736 , 0.434579 , -0.021066 },{ -0.572112 , -0.434755 , -0.695468}},
4393 {{-0.002130 , 0.398925 , -0.019842 },{ -0.572112 , -0.434755 , -0.695468}},
4394 {{-0.052976 , 0.432770 , 0.000828 },{ -0.572112 , -0.434755 , -0.695468}},
4395 {{-0.011025 , 0.436296 , -0.035803 },{ -0.570511 , -0.433673 , -0.697456}},
4396 {{-0.002130 , 0.398925 , -0.019842 },{ -0.570511 , -0.433673 , -0.697456}},
4397 {{-0.027736 , 0.434579 , -0.021066 },{ -0.570511 , -0.433673 , -0.697456}},
4398 {{0.017802 , 0.418640 , -0.057840 },{ -0.699204 , -0.415041 , -0.582112}},
4399 {{-0.002130 , 0.398925 , -0.019842 },{ -0.699204 , -0.415041 , -0.582112}},
4400 {{-0.011025 , 0.436296 , -0.035803 },{ -0.699204 , -0.415041 , -0.582112}},
4401 {{-0.103063 , 0.537254 , -0.061605 },{ -0.922253 , 0.101914 , 0.372911}},
4402 {{-0.096079 , 0.454578 , -0.021738 },{ -0.922253 , 0.101914 , 0.372911}},
4403 {{-0.090539 , 0.520610 , -0.026083 },{ -0.922253 , 0.101914 , 0.372911}},
4404 {{-0.103063 , 0.537254 , -0.061605 },{ -0.847050 , 0.171103 , 0.503220}},
4405 {{-0.116052 , 0.462399 , -0.058017 },{ -0.847050 , 0.171103 , 0.503220}},
4406 {{-0.096079 , 0.454578 , -0.021738 },{ -0.847050 , 0.171103 , 0.503220}},
4407 {{-0.130752 , 0.394153 , -0.060643 },{ -0.848910 , 0.163513 , 0.502608}},
4408 {{-0.096079 , 0.454578 , -0.021738 },{ -0.848910 , 0.163513 , 0.502608}},
4409 {{-0.116052 , 0.462399 , -0.058017 },{ -0.848910 , 0.163513 , 0.502608}},
4410 {{-0.130752 , 0.394153 , -0.060643 },{ -0.862557 , 0.194115 , 0.467242}},
4411 {{-0.114392 , 0.388789 , -0.028213 },{ -0.862557 , 0.194115 , 0.467242}},
4412 {{-0.096079 , 0.454578 , -0.021738 },{ -0.862557 , 0.194115 , 0.467242}},
4413 {{-0.096079 , 0.454578 , -0.021738 },{ -0.563991 , 0.076064 , 0.822271}},
4414 {{-0.114392 , 0.388789 , -0.028213 },{ -0.563991 , 0.076064 , 0.822271}},
4415 {{-0.091966 , 0.373718 , -0.011437 },{ -0.563991 , 0.076064 , 0.822271}},
4416 {{-0.096079 , 0.454578 , -0.021738 },{ -0.619035 , 0.068184 , 0.782398}},
4417 {{-0.091966 , 0.373718 , -0.011437 },{ -0.619035 , 0.068184 , 0.782398}},
4418 {{-0.079885 , 0.417500 , -0.005694 },{ -0.619035 , 0.068184 , 0.782398}},
4419 {{-0.096079 , 0.454578 , -0.021738 },{ -0.622025 , 0.065934 , 0.780216}},
4420 {{-0.079885 , 0.417500 , -0.005694 },{ -0.622025 , 0.065934 , 0.780216}},
4421 {{-0.066369 , 0.448297 , 0.002479 },{ -0.622025 , 0.065934 , 0.780216}},
4422 {{-0.067542 , 0.479326 , 0.002223 },{ -0.633945 , -0.017586 , 0.773178}},
4423 {{-0.096079 , 0.454578 , -0.021738 },{ -0.633945 , -0.017586 , 0.773178}},
4424 {{-0.066369 , 0.448297 , 0.002479 },{ -0.633945 , -0.017586 , 0.773178}},
4425 {{-0.068102 , 0.515156 , 0.002438 },{ -0.635527 , -0.014565 , 0.771941}},
4426 {{-0.096079 , 0.454578 , -0.021738 },{ -0.635527 , -0.014565 , 0.771941}},
4427 {{-0.067542 , 0.479326 , 0.002223 },{ -0.635527 , -0.014565 , 0.771941}},
4428 {{-0.090539 , 0.520610 , -0.026083 },{ -0.771568 , 0.106008 , 0.627252}},
4429 {{-0.096079 , 0.454578 , -0.021738 },{ -0.771568 , 0.106008 , 0.627252}},
4430 {{-0.068102 , 0.515156 , 0.002438 },{ -0.771568 , 0.106008 , 0.627252}},
4431 {{-0.052949 , 0.432767 , 0.000872 },{ 0.507729 , -0.382307 , 0.772045}},
4432 {{-0.064685 , 0.405874 , -0.004727 },{ 0.507729 , -0.382307 , 0.772045}},
4433 {{-0.042861 , 0.397486 , -0.023233 },{ 0.507729 , -0.382307 , 0.772045}},
4434 {{-0.061850 , 0.434208 , 0.007561 },{ 0.514154 , -0.384043 , 0.766914}},
4435 {{-0.064685 , 0.405874 , -0.004727 },{ 0.514154 , -0.384043 , 0.766914}},
4436 {{-0.052949 , 0.432767 , 0.000872 },{ 0.514154 , -0.384043 , 0.766914}},
4437 {{-0.064685 , 0.405874 , -0.004727 },{ -0.903324 , -0.091379 , 0.419112}},
4438 {{-0.061850 , 0.434208 , 0.007561 },{ -0.903324 , -0.091379 , 0.419112}},
4439 {{-0.062587 , 0.437274 , 0.006641 },{ -0.903324 , -0.091379 , 0.419112}},
4440 {{-0.064685 , 0.405874 , -0.004727 },{ -0.771277 , -0.170484 , 0.613243}},
4441 {{-0.062587 , 0.437274 , 0.006641 },{ -0.771277 , -0.170484 , 0.613243}},
4442 {{-0.064622 , 0.437682 , 0.004195 },{ -0.771277 , -0.170484 , 0.613243}},
4443 {{-0.064685 , 0.405874 , -0.004727 },{ -0.931431 , -0.096572 , 0.350870}},
4444 {{-0.064622 , 0.437682 , 0.004195 },{ -0.931431 , -0.096572 , 0.350870}},
4445 {{-0.066369 , 0.448297 , 0.002479 },{ -0.931431 , -0.096572 , 0.350870}},
4446 {{-0.066369 , 0.448297 , 0.002479 },{ -0.192830 , -0.171754 , 0.966083}},
4447 {{-0.079885 , 0.417500 , -0.005694 },{ -0.192830 , -0.171754 , 0.966083}},
4448 {{-0.064685 , 0.405874 , -0.004727 },{ -0.192830 , -0.171754 , 0.966083}},
4449 {{-0.079885 , 0.417500 , -0.005694 },{ -0.133577 , -0.092570 , 0.986706}},
4450 {{-0.091966 , 0.373718 , -0.011437 },{ -0.133577 , -0.092570 , 0.986706}},
4451 {{-0.064685 , 0.405874 , -0.004727 },{ -0.133577 , -0.092570 , 0.986706}},
4452 {{-0.064685 , 0.405874 , -0.004727 },{ 0.102443 , -0.285737 , 0.952817}},
4453 {{-0.091966 , 0.373718 , -0.011437 },{ 0.102443 , -0.285737 , 0.952817}},
4454 {{-0.069200 , 0.363890 , -0.016832 },{ 0.102443 , -0.285737 , 0.952817}},
4455 {{-0.042861 , 0.397486 , -0.023233 },{ 0.554725 , -0.286036 , 0.781321}},
4456 {{-0.069200 , 0.363890 , -0.016832 },{ 0.554725 , -0.286036 , 0.781321}},
4457 {{-0.045579 , 0.356183 , -0.036424 },{ 0.554725 , -0.286036 , 0.781321}},
4458 {{-0.042861 , 0.397486 , -0.023233 },{ 0.553794 , -0.285117 , 0.782317}},
4459 {{-0.064685 , 0.405874 , -0.004727 },{ 0.553794 , -0.285117 , 0.782317}},
4460 {{-0.069200 , 0.363890 , -0.016832 },{ 0.553794 , -0.285117 , 0.782317}},
4461 {{-0.027719 , 0.434578 , -0.021037 },{ 0.641898 , -0.272715 , 0.716655}},
4462 {{-0.052949 , 0.432767 , 0.000872 },{ 0.641898 , -0.272715 , 0.716655}},
4463 {{-0.004695 , 0.401523 , -0.054238 },{ 0.641898 , -0.272715 , 0.716655}},
4464 {{-0.052949 , 0.432767 , 0.000872 },{ 0.618260 , -0.315158 , 0.720020}},
4465 {{-0.042861 , 0.397486 , -0.023233 },{ 0.618260 , -0.315158 , 0.720020}},
4466 {{-0.004695 , 0.401523 , -0.054238 },{ 0.618260 , -0.315158 , 0.720020}},
4467 {{-0.004695 , 0.401523 , -0.054238 },{ 0.623605 , -0.274772 , 0.731858}},
4468 {{-0.042861 , 0.397486 , -0.023233 },{ 0.623605 , -0.274772 , 0.731858}},
4469 {{-0.045579 , 0.356183 , -0.036424 },{ 0.623605 , -0.274772 , 0.731858}},
4470 {{-0.004695 , 0.401523 , -0.054238 },{ 0.634724 , -0.291102 , 0.715811}},
4471 {{-0.045579 , 0.356183 , -0.036424 },{ 0.634724 , -0.291102 , 0.715811}},
4472 {{-0.020064 , 0.355324 , -0.059398 },{ 0.634724 , -0.291102 , 0.715811}},
4473 {{-0.007281 , 0.355280 , -0.084971 },{ 0.844695 , -0.328227 , 0.422797}},
4474 {{-0.004695 , 0.401523 , -0.054238 },{ 0.844695 , -0.328227 , 0.422797}},
4475 {{-0.020064 , 0.355324 , -0.059398 },{ 0.844695 , -0.328227 , 0.422797}},
4476 {{0.017592 , 0.397165 , -0.091949 },{ 0.777313 , -0.377793 , 0.503047}},
4477 {{-0.004695 , 0.401523 , -0.054238 },{ 0.777313 , -0.377793 , 0.503047}},
4478 {{-0.007281 , 0.355280 , -0.084971 },{ 0.777313 , -0.377793 , 0.503047}},
4479 {{0.057873 , 0.433619 , -0.093271 },{ 0.611245 , -0.659550 , 0.437463}},
4480 {{-0.004695 , 0.401523 , -0.054238 },{ 0.611245 , -0.659550 , 0.437463}},
4481 {{0.017592 , 0.397165 , -0.091949 },{ 0.611245 , -0.659550 , 0.437463}},
4482 {{0.057873 , 0.433619 , -0.093271 },{ 0.598198 , -0.706723 , 0.377759}},
4483 {{0.017802 , 0.418640 , -0.057840 },{ 0.598198 , -0.706723 , 0.377759}},
4484 {{-0.004695 , 0.401523 , -0.054238 },{ 0.598198 , -0.706723 , 0.377759}},
4485 {{-0.011025 , 0.436296 , -0.035803 },{ 0.412642 , -0.366892 , 0.833737}},
4486 {{-0.004695 , 0.401523 , -0.054238 },{ 0.412642 , -0.366892 , 0.833737}},
4487 {{0.017802 , 0.418640 , -0.057840 },{ 0.412642 , -0.366892 , 0.833737}},
4488 {{-0.011025 , 0.436296 , -0.035803 },{ 0.654927 , -0.257446 , 0.710488}},
4489 {{-0.027719 , 0.434578 , -0.021037 },{ 0.654927 , -0.257446 , 0.710488}},
4490 {{-0.004695 , 0.401523 , -0.054238 },{ 0.654927 , -0.257446 , 0.710488}},
4491 {{0.066487 , 0.387372 , -0.022369 },{ 0.035921 , -0.622810 , -0.781548}},
4492 {{0.039967 , 0.346009 , 0.009374 },{ 0.035921 , -0.622810 , -0.781548}},
4493 {{0.011460 , 0.346015 , 0.008059 },{ 0.035921 , -0.622810 , -0.781548}},
4494 {{0.066487 , 0.387372 , -0.022369 },{ 0.176877 , -0.725048 , -0.665597}},
4495 {{0.011460 , 0.346015 , 0.008059 },{ 0.176877 , -0.725048 , -0.665597}},
4496 {{0.032823 , 0.390418 , -0.034633 },{ 0.176877 , -0.725048 , -0.665597}},
4497 {{0.066487 , 0.387372 , -0.022369 },{ 0.126813 , -0.823693 , -0.552674}},
4498 {{0.032823 , 0.390418 , -0.034633 },{ 0.126813 , -0.823693 , -0.552674}},
4499 {{0.057873 , 0.433619 , -0.093271 },{ 0.126813 , -0.823693 , -0.552674}},
4500 {{0.057873 , 0.433619 , -0.093271 },{ 0.675871 , -0.577042 , -0.458498}},
4501 {{0.090962 , 0.435833 , -0.047281 },{ 0.675871 , -0.577042 , -0.458498}},
4502 {{0.066487 , 0.387372 , -0.022369 },{ 0.675871 , -0.577042 , -0.458498}},
4503 {{0.090962 , 0.435833 , -0.047281 },{ 0.734857 , -0.564437 , -0.376026}},
4504 {{0.110737 , 0.438004 , -0.011894 },{ 0.734857 , -0.564437 , -0.376026}},
4505 {{0.066487 , 0.387372 , -0.022369 },{ 0.734857 , -0.564437 , -0.376026}},
4506 {{0.066487 , 0.387372 , -0.022369 },{ 0.655632 , -0.447107 , -0.608475}},
4507 {{0.110737 , 0.438004 , -0.011894 },{ 0.655632 , -0.447107 , -0.608475}},
4508 {{0.092021 , 0.391686 , 0.001974 },{ 0.655632 , -0.447107 , -0.608475}},
4509 {{0.092021 , 0.391686 , 0.001974 },{ 0.601809 , -0.602244 , -0.524526}},
4510 {{0.069141 , 0.351649 , 0.021692 },{ 0.601809 , -0.602244 , -0.524526}},
4511 {{0.066487 , 0.387372 , -0.022369 },{ 0.601809 , -0.602244 , -0.524526}},
4512 {{0.069141 , 0.351649 , 0.021692 },{ 0.387272 , -0.704609 , -0.594598}},
4513 {{0.039967 , 0.346009 , 0.009374 },{ 0.387272 , -0.704609 , -0.594598}},
4514 {{0.066487 , 0.387372 , -0.022369 },{ 0.387272 , -0.704609 , -0.594598}},
4515 {{0.054022 , 0.147668 , 0.111714 },{ 0.097887 , -0.989908 , 0.102469}},
4516 {{0.064366 , 0.149676 , 0.121231 },{ 0.097887 , -0.989908 , 0.102469}},
4517 {{0.053423 , 0.148576 , 0.121058 },{ 0.097887 , -0.989908 , 0.102469}},
4518 {{0.054022 , 0.147668 , 0.111714 },{ 0.097817 , -0.989907 , 0.102545}},
4519 {{0.059881 , 0.147735 , 0.106772 },{ 0.097817 , -0.989907 , 0.102545}},
4520 {{0.064366 , 0.149676 , 0.121231 },{ 0.097817 , -0.989907 , 0.102545}},
4521 {{0.048509 , 0.146583 , 0.106500 },{ 0.097770 , -0.989915 , 0.102517}},
4522 {{0.053423 , 0.148576 , 0.121058 },{ 0.097770 , -0.989915 , 0.102517}},
4523 {{0.044767 , 0.147658 , 0.120449 },{ 0.097770 , -0.989915 , 0.102517}},
4524 {{0.048509 , 0.146583 , 0.106500 },{ 0.097905 , -0.989906 , 0.102470}},
4525 {{0.054022 , 0.147668 , 0.111714 },{ 0.097905 , -0.989906 , 0.102470}},
4526 {{0.053423 , 0.148576 , 0.121058 },{ 0.097905 , -0.989906 , 0.102470}},
4527 {{0.056006 , 0.146158 , 0.095245 },{ 0.097832 , -0.989905 , 0.102547}},
4528 {{0.054022 , 0.147668 , 0.111714 },{ 0.097832 , -0.989905 , 0.102547}},
4529 {{0.048509 , 0.146583 , 0.106500 },{ 0.097832 , -0.989905 , 0.102547}},
4530 {{0.056006 , 0.146158 , 0.095245 },{ 0.097818 , -0.989907 , 0.102546}},
4531 {{0.059881 , 0.147735 , 0.106772 },{ 0.097818 , -0.989907 , 0.102546}},
4532 {{0.054022 , 0.147668 , 0.111714 },{ 0.097818 , -0.989907 , 0.102546}},
4533 {{0.053423 , 0.148576 , 0.121058 },{ 0.097811 , -0.989908 , 0.102538}},
4534 {{0.056606 , 0.150061 , 0.132358 },{ 0.097811 , -0.989908 , 0.102538}},
4535 {{0.052319 , 0.149267 , 0.128782 },{ 0.097811 , -0.989908 , 0.102538}},
4536 {{0.053423 , 0.148576 , 0.121058 },{ 0.097886 , -0.989903 , 0.102517}},
4537 {{0.064366 , 0.149676 , 0.121231 },{ 0.097886 , -0.989903 , 0.102517}},
4538 {{0.056606 , 0.150061 , 0.132358 },{ 0.097886 , -0.989903 , 0.102517}},
4539 {{0.052319 , 0.149267 , 0.128782 },{ 0.097803 , -0.989913 , 0.102502}},
4540 {{0.050455 , 0.150247 , 0.140025 },{ 0.097803 , -0.989913 , 0.102502}},
4541 {{0.045954 , 0.148982 , 0.132103 },{ 0.097803 , -0.989913 , 0.102502}},
4542 {{0.052319 , 0.149267 , 0.128782 },{ 0.097838 , -0.989909 , 0.102507}},
4543 {{0.056606 , 0.150061 , 0.132358 },{ 0.097838 , -0.989909 , 0.102507}},
4544 {{0.050455 , 0.150247 , 0.140025 },{ 0.097838 , -0.989909 , 0.102507}},
4545 {{0.053423 , 0.148576 , 0.121058 },{ 0.097771 , -0.989916 , 0.102505}},
4546 {{0.045954 , 0.148982 , 0.132103 },{ 0.097771 , -0.989916 , 0.102505}},
4547 {{0.044767 , 0.147658 , 0.120449 },{ 0.097771 , -0.989916 , 0.102505}},
4548 {{0.053423 , 0.148576 , 0.121058 },{ 0.097823 , -0.989907 , 0.102540}},
4549 {{0.052319 , 0.149267 , 0.128782 },{ 0.097823 , -0.989907 , 0.102540}},
4550 {{0.045954 , 0.148982 , 0.132103 },{ 0.097823 , -0.989907 , 0.102540}},
4551 {{0.064366 , 0.149676 , 0.121231 },{ 0.097880 , -0.989904 , 0.102513}},
4552 {{0.059451 , 0.150709 , 0.135899 },{ 0.097880 , -0.989904 , 0.102513}},
4553 {{0.056606 , 0.150061 , 0.132358 },{ 0.097880 , -0.989904 , 0.102513}},
4554 {{0.064366 , 0.149676 , 0.121231 },{ 0.097795 , -0.989916 , 0.102485}},
4555 {{0.065095 , 0.150921 , 0.132561 },{ 0.097795 , -0.989916 , 0.102485}},
4556 {{0.059451 , 0.150709 , 0.135899 },{ 0.097795 , -0.989916 , 0.102485}},
4557 {{0.059451 , 0.150709 , 0.135899 },{ 0.097861 , -0.989903 , 0.102545}},
4558 {{0.064950 , 0.151716 , 0.140372 },{ 0.097861 , -0.989903 , 0.102545}},
4559 {{0.056653 , 0.151145 , 0.142778 },{ 0.097861 , -0.989903 , 0.102545}},
4560 {{0.059451 , 0.150709 , 0.135899 },{ 0.097843 , -0.989902 , 0.102567}},
4561 {{0.065095 , 0.150921 , 0.132561 },{ 0.097843 , -0.989902 , 0.102567}},
4562 {{0.064950 , 0.151716 , 0.140372 },{ 0.097843 , -0.989902 , 0.102567}},
4563 {{0.056606 , 0.150061 , 0.132358 },{ 0.097878 , -0.989902 , 0.102539}},
4564 {{0.056653 , 0.151145 , 0.142778 },{ 0.097878 , -0.989902 , 0.102539}},
4565 {{0.050455 , 0.150247 , 0.140025 },{ 0.097878 , -0.989902 , 0.102539}},
4566 {{0.056606 , 0.150061 , 0.132358 },{ 0.097847 , -0.989905 , 0.102539}},
4567 {{0.059451 , 0.150709 , 0.135899 },{ 0.097847 , -0.989905 , 0.102539}},
4568 {{0.056653 , 0.151145 , 0.142778 },{ 0.097847 , -0.989905 , 0.102539}},
4569 {{0.075446 , 0.150808 , 0.121586 },{ 0.097852 , -0.989910 , 0.102481}},
4570 {{0.065095 , 0.150921 , 0.132561 },{ 0.097852 , -0.989910 , 0.102481}},
4571 {{0.064366 , 0.149676 , 0.121231 },{ 0.097852 , -0.989910 , 0.102481}},
4572 {{0.075446 , 0.150808 , 0.121586 },{ 0.097998 , -0.989882 , 0.102619}},
4573 {{0.072180 , 0.151280 , 0.129258 },{ 0.097998 , -0.989882 , 0.102619}},
4574 {{0.065095 , 0.150921 , 0.132561 },{ 0.097998 , -0.989882 , 0.102619}},
4575 {{0.075446 , 0.150808 , 0.121586 },{ 0.097827 , -0.989906 , 0.102548}},
4576 {{0.075746 , 0.152001 , 0.132816 },{ 0.097827 , -0.989906 , 0.102548}},
4577 {{0.072180 , 0.151280 , 0.129258 },{ 0.097827 , -0.989906 , 0.102548}},
4578 {{0.075446 , 0.150808 , 0.121586 },{ 0.097817 , -0.989907 , 0.102548}},
4579 {{0.083489 , 0.151581 , 0.121376 },{ 0.097817 , -0.989907 , 0.102548}},
4580 {{0.075746 , 0.152001 , 0.132816 },{ 0.097817 , -0.989907 , 0.102548}},
4581 {{0.065095 , 0.150921 , 0.132561 },{ 0.097918 , -0.989895 , 0.102568}},
4582 {{0.075746 , 0.152001 , 0.132816 },{ 0.097918 , -0.989895 , 0.102568}},
4583 {{0.064950 , 0.151716 , 0.140372 },{ 0.097918 , -0.989895 , 0.102568}},
4584 {{0.065095 , 0.150921 , 0.132561 },{ 0.097922 , -0.989906 , 0.102453}},
4585 {{0.072180 , 0.151280 , 0.129258 },{ 0.097922 , -0.989906 , 0.102453}},
4586 {{0.075746 , 0.152001 , 0.132816 },{ 0.097922 , -0.989906 , 0.102453}},
4587 {{0.110737 , 0.438004 , -0.011894 },{ 0.969326 , 0.239187 , -0.056541}},
4588 {{0.097110 , 0.499066 , 0.012801 },{ 0.969326 , 0.239187 , -0.056541}},
4589 {{0.108950 , 0.450853 , 0.011826 },{ 0.969326 , 0.239187 , -0.056541}},
4590 {{0.103689 , 0.492075 , -0.014067 },{ 0.969992 , 0.134574 , 0.202500}},
4591 {{0.097110 , 0.499066 , 0.012801 },{ 0.969992 , 0.134574 , 0.202500}},
4592 {{0.110737 , 0.438004 , -0.011894 },{ 0.969992 , 0.134574 , 0.202500}},
4593 {{0.103689 , 0.492075 , -0.014067 },{ 0.938049 , 0.313210 , 0.148198}},
4594 {{0.083760 , 0.550023 , -0.010393 },{ 0.938049 , 0.313210 , 0.148198}},
4595 {{0.097110 , 0.499066 , 0.012801 },{ 0.938049 , 0.313210 , 0.148198}},
4596 {{0.083760 , 0.550023 , -0.010393 },{ 0.905821 , 0.347573 , 0.242242}},
4597 {{0.076166 , 0.548589 , 0.020061 },{ 0.905821 , 0.347573 , 0.242242}},
4598 {{0.097110 , 0.499066 , 0.012801 },{ 0.905821 , 0.347573 , 0.242242}},
4599 {{0.097110 , 0.499066 , 0.012801 },{ 0.829931 , 0.280279 , 0.482346}},
4600 {{0.076166 , 0.548589 , 0.020061 },{ 0.829931 , 0.280279 , 0.482346}},
4601 {{0.063948 , 0.550087 , 0.040213 },{ 0.829931 , 0.280279 , 0.482346}},
4602 {{0.097110 , 0.499066 , 0.012801 },{ 0.754670 , 0.146964 , 0.639433}},
4603 {{0.063948 , 0.550087 , 0.040213 },{ 0.754670 , 0.146964 , 0.639433}},
4604 {{0.077792 , 0.510176 , 0.033047 },{ 0.754670 , 0.146964 , 0.639433}},
4605 {{0.097110 , 0.499066 , 0.012801 },{ 0.762892 , 0.216095 , 0.609342}},
4606 {{0.077792 , 0.510176 , 0.033047 },{ 0.762892 , 0.216095 , 0.609342}},
4607 {{0.089691 , 0.471631 , 0.031819 },{ 0.762892 , 0.216095 , 0.609342}},
4608 {{0.108950 , 0.450853 , 0.011826 },{ 0.796451 , 0.183941 , 0.576048}},
4609 {{0.097110 , 0.499066 , 0.012801 },{ 0.796451 , 0.183941 , 0.576048}},
4610 {{0.089691 , 0.471631 , 0.031819 },{ 0.796451 , 0.183941 , 0.576048}},
4611 {{0.032035 , 0.464316 , 0.088370 },{ 0.477644 , 0.516787 , 0.710484}},
4612 {{0.055282 , 0.405336 , 0.115642 },{ 0.477644 , 0.516787 , 0.710484}},
4613 {{0.070445 , 0.448937 , 0.073734 },{ 0.477644 , 0.516787 , 0.710484}},
4614 {{0.070445 , 0.448937 , 0.073734 },{ 0.605290 , 0.432074 , 0.668533}},
4615 {{0.055282 , 0.405336 , 0.115642 },{ 0.605290 , 0.432074 , 0.668533}},
4616 {{0.084516 , 0.395015 , 0.095844 },{ 0.605290 , 0.432074 , 0.668533}},
4617 {{0.098830 , 0.379138 , 0.067704 },{ 0.901099 , 0.343598 , 0.264501}},
4618 {{0.070445 , 0.448937 , 0.073734 },{ 0.901099 , 0.343598 , 0.264501}},
4619 {{0.084516 , 0.395015 , 0.095844 },{ 0.901099 , 0.343598 , 0.264501}},
4620 {{0.096087 , 0.425275 , 0.045997 },{ 0.812922 , 0.286802 , 0.506855}},
4621 {{0.070445 , 0.448937 , 0.073734 },{ 0.812922 , 0.286802 , 0.506855}},
4622 {{0.098830 , 0.379138 , 0.067704 },{ 0.812922 , 0.286802 , 0.506855}},
4623 {{0.089691 , 0.471631 , 0.031819 },{ 0.810918 , 0.270576 , 0.518845}},
4624 {{0.070445 , 0.448937 , 0.073734 },{ 0.810918 , 0.270576 , 0.518845}},
4625 {{0.096087 , 0.425275 , 0.045997 },{ 0.810918 , 0.270576 , 0.518845}},
4626 {{0.089691 , 0.471631 , 0.031819 },{ 0.729788 , 0.402195 , 0.552855}},
4627 {{0.057046 , 0.497591 , 0.056026 },{ 0.729788 , 0.402195 , 0.552855}},
4628 {{0.070445 , 0.448937 , 0.073734 },{ 0.729788 , 0.402195 , 0.552855}},
4629 {{0.012425 , 0.529386 , 0.071580 },{ 0.548776 , 0.415205 , 0.725568}},
4630 {{0.070445 , 0.448937 , 0.073734 },{ 0.548776 , 0.415205 , 0.725568}},
4631 {{0.057046 , 0.497591 , 0.056026 },{ 0.548776 , 0.415205 , 0.725568}},
4632 {{0.012425 , 0.529386 , 0.071580 },{ 0.452285 , 0.348174 , 0.821105}},
4633 {{0.032035 , 0.464316 , 0.088370 },{ 0.452285 , 0.348174 , 0.821105}},
4634 {{0.070445 , 0.448937 , 0.073734 },{ 0.452285 , 0.348174 , 0.821105}},
4635 {{0.071253 , 0.148887 , 0.107045 },{ 0.097848 , -0.989903 , 0.102560}},
4636 {{0.075446 , 0.150808 , 0.121586 },{ 0.097848 , -0.989903 , 0.102560}},
4637 {{0.064366 , 0.149676 , 0.121231 },{ 0.097848 , -0.989903 , 0.102560}},
4638 {{0.071253 , 0.148887 , 0.107045 },{ 0.097838 , -0.989903 , 0.102563}},
4639 {{0.076766 , 0.149972 , 0.112258 },{ 0.097838 , -0.989903 , 0.102563}},
4640 {{0.075446 , 0.150808 , 0.121586 },{ 0.097838 , -0.989903 , 0.102563}},
4641 {{0.075907 , 0.148175 , 0.095722 },{ 0.097909 , -0.989904 , 0.102488}},
4642 {{0.076766 , 0.149972 , 0.112258 },{ 0.097909 , -0.989904 , 0.102488}},
4643 {{0.071253 , 0.148887 , 0.107045 },{ 0.097909 , -0.989904 , 0.102488}},
4644 {{0.075907 , 0.148175 , 0.095722 },{ 0.097920 , -0.989903 , 0.102488}},
4645 {{0.082625 , 0.150040 , 0.107317 },{ 0.097920 , -0.989903 , 0.102488}},
4646 {{0.076766 , 0.149972 , 0.112258 },{ 0.097920 , -0.989903 , 0.102488}},
4647 {{0.076766 , 0.149972 , 0.112258 },{ 0.097818 , -0.989906 , 0.102560}},
4648 {{0.083489 , 0.151581 , 0.121376 },{ 0.097818 , -0.989906 , 0.102560}},
4649 {{0.075446 , 0.150808 , 0.121586 },{ 0.097818 , -0.989906 , 0.102560}},
4650 {{0.076766 , 0.149972 , 0.112258 },{ 0.097918 , -0.989903 , 0.102485}},
4651 {{0.082625 , 0.150040 , 0.107317 },{ 0.097918 , -0.989903 , 0.102485}},
4652 {{0.083489 , 0.151581 , 0.121376 },{ 0.097918 , -0.989903 , 0.102485}},
4653 {{0.065740 , 0.147802 , 0.101831 },{ 0.097801 , -0.989908 , 0.102550}},
4654 {{0.064366 , 0.149676 , 0.121231 },{ 0.097801 , -0.989908 , 0.102550}},
4655 {{0.059881 , 0.147735 , 0.106772 },{ 0.097801 , -0.989908 , 0.102550}},
4656 {{0.065740 , 0.147802 , 0.101831 },{ 0.097831 , -0.989905 , 0.102552}},
4657 {{0.071253 , 0.148887 , 0.107045 },{ 0.097831 , -0.989905 , 0.102552}},
4658 {{0.064366 , 0.149676 , 0.121231 },{ 0.097831 , -0.989905 , 0.102552}},
4659 {{0.066086 , 0.146785 , 0.091676 },{ 0.097875 , -0.989903 , 0.102526}},
4660 {{0.059881 , 0.147735 , 0.106772 },{ 0.097875 , -0.989903 , 0.102526}},
4661 {{0.056006 , 0.146158 , 0.095245 },{ 0.097875 , -0.989903 , 0.102526}},
4662 {{0.066086 , 0.146785 , 0.091676 },{ 0.097733 , -0.989923 , 0.102469}},
4663 {{0.065740 , 0.147802 , 0.101831 },{ 0.097733 , -0.989923 , 0.102469}},
4664 {{0.059881 , 0.147735 , 0.106772 },{ 0.097733 , -0.989923 , 0.102469}},
4665 {{0.066086 , 0.146785 , 0.091676 },{ 0.097905 , -0.989906 , 0.102473}},
4666 {{0.071253 , 0.148887 , 0.107045 },{ 0.097905 , -0.989906 , 0.102473}},
4667 {{0.065740 , 0.147802 , 0.101831 },{ 0.097905 , -0.989906 , 0.102473}},
4668 {{0.066086 , 0.146785 , 0.091676 },{ 0.097887 , -0.989907 , 0.102479}},
4669 {{0.075907 , 0.148175 , 0.095722 },{ 0.097887 , -0.989907 , 0.102479}},
4670 {{0.071253 , 0.148887 , 0.107045 },{ 0.097887 , -0.989907 , 0.102479}},
4671 {{0.075465 , 0.555044 , 0.017250 },{ 0.816759 , 0.321570 , 0.479060}},
4672 {{0.060242 , 0.556145 , 0.042465 },{ 0.816759 , 0.321570 , 0.479060}},
4673 {{0.063948 , 0.550087 , 0.040213 },{ 0.816759 , 0.321570 , 0.479060}},
4674 {{0.075465 , 0.555044 , 0.017250 },{ 0.825896 , 0.298098 , 0.478575}},
4675 {{0.063948 , 0.550087 , 0.040213 },{ 0.825896 , 0.298098 , 0.478575}},
4676 {{0.076166 , 0.548589 , 0.020061 },{ 0.825896 , 0.298098 , 0.478575}},
4677 {{0.083760 , 0.550023 , -0.010393 },{ 0.946322 , 0.209832 , 0.245855}},
4678 {{0.075465 , 0.555044 , 0.017250 },{ 0.946322 , 0.209832 , 0.245855}},
4679 {{0.076166 , 0.548589 , 0.020061 },{ 0.946322 , 0.209832 , 0.245855}},
4680 {{0.083760 , 0.550023 , -0.010393 },{ 0.924327 , 0.311205 , 0.220842}},
4681 {{0.081981 , 0.555055 , -0.010038 },{ 0.924327 , 0.311205 , 0.220842}},
4682 {{0.075465 , 0.555044 , 0.017250 },{ 0.924327 , 0.311205 , 0.220842}},
4683 {{0.081981 , 0.555055 , -0.010038 },{ 0.924287 , 0.311331 , 0.220833}},
4684 {{0.080201 , 0.560087 , -0.009682 },{ 0.924287 , 0.311331 , 0.220833}},
4685 {{0.075465 , 0.555044 , 0.017250 },{ 0.924287 , 0.311331 , 0.220833}},
4686 {{0.080201 , 0.560087 , -0.009682 },{ 0.959467 , 0.193445 , 0.204945}},
4687 {{0.074764 , 0.561499 , 0.014439 },{ 0.959467 , 0.193445 , 0.204945}},
4688 {{0.075465 , 0.555044 , 0.017250 },{ 0.959467 , 0.193445 , 0.204945}},
4689 {{0.074764 , 0.561499 , 0.014439 },{ 0.816068 , 0.302959 , 0.492187}},
4690 {{0.060793 , 0.564481 , 0.035768 },{ 0.816068 , 0.302959 , 0.492187}},
4691 {{0.075465 , 0.555044 , 0.017250 },{ 0.816068 , 0.302959 , 0.492187}},
4692 {{0.075465 , 0.555044 , 0.017250 },{ 0.814526 , 0.329660 , 0.477359}},
4693 {{0.060793 , 0.564481 , 0.035768 },{ 0.814526 , 0.329660 , 0.477359}},
4694 {{0.060242 , 0.556145 , 0.042465 },{ 0.814526 , 0.329660 , 0.477359}},
4695 {{0.027826 , 0.553048 , 0.060200 },{ 0.473978 , 0.361023 , 0.803124}},
4696 {{0.036312 , 0.542690 , 0.059848 },{ 0.473978 , 0.361023 , 0.803124}},
4697 {{0.063948 , 0.550087 , 0.040213 },{ 0.473978 , 0.361023 , 0.803124}},
4698 {{0.060242 , 0.556145 , 0.042465 },{ 0.481995 , -0.030648 , 0.875638}},
4699 {{0.027826 , 0.553048 , 0.060200 },{ 0.481995 , -0.030648 , 0.875638}},
4700 {{0.063948 , 0.550087 , 0.040213 },{ 0.481995 , -0.030648 , 0.875638}},
4701 {{0.060793 , 0.564481 , 0.035768 },{ 0.350847 , 0.572283 , 0.741214}},
4702 {{0.027826 , 0.553048 , 0.060200 },{ 0.350847 , 0.572283 , 0.741214}},
4703 {{0.060242 , 0.556145 , 0.042465 },{ 0.350847 , 0.572283 , 0.741214}},
4704 {{0.060793 , 0.564481 , 0.035768 },{ 0.417179 , 0.465323 , 0.780664}},
4705 {{0.023080 , 0.560509 , 0.058289 },{ 0.417179 , 0.465323 , 0.780664}},
4706 {{0.027826 , 0.553048 , 0.060200 },{ 0.417179 , 0.465323 , 0.780664}},
4707 {{0.027826 , 0.553048 , 0.060200 },{ 0.119606 , 0.306532 , 0.944316}},
4708 {{-0.010619 , 0.557627 , 0.063583 },{ 0.119606 , 0.306532 , 0.944316}},
4709 {{-0.003545 , 0.549374 , 0.065366 },{ 0.119606 , 0.306532 , 0.944316}},
4710 {{0.027826 , 0.553048 , 0.060200 },{ 0.120591 , 0.317606 , 0.940523}},
4711 {{0.023080 , 0.560509 , 0.058289 },{ 0.120591 , 0.317606 , 0.940523}},
4712 {{-0.010619 , 0.557627 , 0.063583 },{ 0.120591 , 0.317606 , 0.940523}},
4713 {{0.027826 , 0.553048 , 0.060200 },{ 0.108091 , 0.372866 , 0.921568}},
4714 {{-0.003545 , 0.549374 , 0.065366 },{ 0.108091 , 0.372866 , 0.921568}},
4715 {{0.012425 , 0.529386 , 0.071580 },{ 0.108091 , 0.372866 , 0.921568}},
4716 {{0.027826 , 0.553048 , 0.060200 },{ 0.321527 , 0.232221 , 0.917983}},
4717 {{0.012425 , 0.529386 , 0.071580 },{ 0.321527 , 0.232221 , 0.917983}},
4718 {{0.036312 , 0.542690 , 0.059848 },{ 0.321527 , 0.232221 , 0.917983}},
4719 {{0.068827 , 0.752965 , -0.016109 },{ 0.924089 , 0.331788 , -0.189673}},
4720 {{0.055639 , 0.792767 , -0.010737 },{ 0.924089 , 0.331788 , -0.189673}},
4721 {{0.077874 , 0.748359 , 0.019911 },{ 0.924089 , 0.331788 , -0.189673}},
4722 {{0.055639 , 0.792767 , -0.010737 },{ 0.923015 , 0.346012 , -0.168283}},
4723 {{0.064927 , 0.786877 , 0.028096 },{ 0.923015 , 0.346012 , -0.168283}},
4724 {{0.077874 , 0.748359 , 0.019911 },{ 0.923015 , 0.346012 , -0.168283}},
4725 {{0.077874 , 0.748359 , 0.019911 },{ 0.916622 , 0.349382 , -0.194257}},
4726 {{0.064927 , 0.786877 , 0.028096 },{ 0.916622 , 0.349382 , -0.194257}},
4727 {{0.073115 , 0.785273 , 0.063847 },{ 0.916622 , 0.349382 , -0.194257}},
4728 {{0.077874 , 0.748359 , 0.019911 },{ 0.901010 , 0.375235 , -0.217669}},
4729 {{0.073115 , 0.785273 , 0.063847 },{ 0.901010 , 0.375235 , -0.217669}},
4730 {{0.086211 , 0.749782 , 0.056874 },{ 0.901010 , 0.375235 , -0.217669}},
4731 {{0.077874 , 0.748359 , 0.019911 },{ 0.974390 , 0.039836 , -0.221307}},
4732 {{0.086211 , 0.749782 , 0.056874 },{ 0.974390 , 0.039836 , -0.221307}},
4733 {{0.089192 , 0.703433 , 0.061656 },{ 0.974390 , 0.039836 , -0.221307}},
4734 {{0.085536 , 0.703348 , 0.010766 },{ 0.980869 , 0.181347 , -0.070770}},
4735 {{0.077874 , 0.748359 , 0.019911 },{ 0.980869 , 0.181347 , -0.070770}},
4736 {{0.089192 , 0.703433 , 0.061656 },{ 0.980869 , 0.181347 , -0.070770}},
4737 {{0.074613 , 0.710426 , -0.039274 },{ 0.962632 , 0.200786 , -0.181728}},
4738 {{0.077874 , 0.748359 , 0.019911 },{ 0.962632 , 0.200786 , -0.181728}},
4739 {{0.085536 , 0.703348 , 0.010766 },{ 0.962632 , 0.200786 , -0.181728}},
4740 {{0.074613 , 0.710426 , -0.039274 },{ 0.947960 , 0.241761 , -0.207181}},
4741 {{0.068827 , 0.752965 , -0.016109 },{ 0.947960 , 0.241761 , -0.207181}},
4742 {{0.077874 , 0.748359 , 0.019911 },{ 0.947960 , 0.241761 , -0.207181}},
4743 {{-0.096993 , 0.454975 , -0.130421 },{ -0.206291 , -0.083096 , -0.974956}},
4744 {{-0.092548 , 0.433392 , -0.129522 },{ -0.206291 , -0.083096 , -0.974956}},
4745 {{-0.103216 , 0.436070 , -0.127493 },{ -0.206291 , -0.083096 , -0.974956}},
4746 {{-0.096993 , 0.454975 , -0.130421 },{ -0.090352 , -0.060015 , -0.994100}},
4747 {{-0.085676 , 0.451901 , -0.131264 },{ -0.090352 , -0.060015 , -0.994100}},
4748 {{-0.092548 , 0.433392 , -0.129522 },{ -0.090352 , -0.060015 , -0.994100}},
4749 {{-0.085676 , 0.451901 , -0.131264 },{ 0.105685 , -0.132000 , -0.985600}},
4750 {{-0.074773 , 0.450095 , -0.129853 },{ 0.105685 , -0.132000 , -0.985600}},
4751 {{-0.092548 , 0.433392 , -0.129522 },{ 0.105685 , -0.132000 , -0.985600}},
4752 {{-0.074773 , 0.450095 , -0.129853 },{ -0.001646 , -0.018062 , -0.999836}},
4753 {{-0.082177 , 0.431616 , -0.129507 },{ -0.001646 , -0.018062 , -0.999836}},
4754 {{-0.092548 , 0.433392 , -0.129522 },{ -0.001646 , -0.018062 , -0.999836}},
4755 {{-0.092548 , 0.433392 , -0.129522 },{ -0.033294 , -0.202689 , -0.978677}},
4756 {{-0.082177 , 0.431616 , -0.129507 },{ -0.033294 , -0.202689 , -0.978677}},
4757 {{-0.088899 , 0.417018 , -0.126255 },{ -0.033294 , -0.202689 , -0.978677}},
4758 {{-0.092548 , 0.433392 , -0.129522 },{ -0.167322 , -0.228637 , -0.959025}},
4759 {{-0.088899 , 0.417018 , -0.126255 },{ -0.167322 , -0.228637 , -0.959025}},
4760 {{-0.098891 , 0.418672 , -0.124906 },{ -0.167322 , -0.228637 , -0.959025}},
4761 {{-0.092548 , 0.433392 , -0.129522 },{ -0.207558 , -0.210156 , -0.955382}},
4762 {{-0.098891 , 0.418672 , -0.124906 },{ -0.207558 , -0.210156 , -0.955382}},
4763 {{-0.108419 , 0.419772 , -0.123078 },{ -0.207558 , -0.210156 , -0.955382}},
4764 {{-0.103216 , 0.436070 , -0.127493 },{ -0.228436 , -0.185948 , -0.955636}},
4765 {{-0.092548 , 0.433392 , -0.129522 },{ -0.228436 , -0.185948 , -0.955636}},
4766 {{-0.108419 , 0.419772 , -0.123078 },{ -0.228436 , -0.185948 , -0.955636}},
4767 {{0.088909 , 0.492297 , -0.050772 },{ 0.927487 , 0.266285 , -0.262413}},
4768 {{0.073592 , 0.552762 , -0.043552 },{ 0.927487 , 0.266285 , -0.262413}},
4769 {{0.083760 , 0.550023 , -0.010393 },{ 0.927487 , 0.266285 , -0.262413}},
4770 {{0.088909 , 0.492297 , -0.050772 },{ 0.878162 , 0.324305 , -0.351649}},
4771 {{0.083760 , 0.550023 , -0.010393 },{ 0.878162 , 0.324305 , -0.351649}},
4772 {{0.103689 , 0.492075 , -0.014067 },{ 0.878162 , 0.324305 , -0.351649}},
4773 {{0.088909 , 0.492297 , -0.050772 },{ 0.922677 , 0.105363 , -0.370898}},
4774 {{0.103689 , 0.492075 , -0.014067 },{ 0.922677 , 0.105363 , -0.370898}},
4775 {{0.110737 , 0.438004 , -0.011894 },{ 0.922677 , 0.105363 , -0.370898}},
4776 {{0.088909 , 0.492297 , -0.050772 },{ 0.872902 , 0.001573 , -0.487893}},
4777 {{0.110737 , 0.438004 , -0.011894 },{ 0.872902 , 0.001573 , -0.487893}},
4778 {{0.090962 , 0.435833 , -0.047281 },{ 0.872902 , 0.001573 , -0.487893}},
4779 {{0.057873 , 0.433619 , -0.093271 },{ 0.811866 , -0.006576 , -0.583807}},
4780 {{0.088909 , 0.492297 , -0.050772 },{ 0.811866 , -0.006576 , -0.583807}},
4781 {{0.090962 , 0.435833 , -0.047281 },{ 0.811866 , -0.006576 , -0.583807}},
4782 {{0.057873 , 0.433619 , -0.093271 },{ 0.809426 , -0.002816 , -0.587216}},
4783 {{0.060279 , 0.496480 , -0.090256 },{ 0.809426 , -0.002816 , -0.587216}},
4784 {{0.088909 , 0.492297 , -0.050772 },{ 0.809426 , -0.002816 , -0.587216}},
4785 {{0.060279 , 0.496480 , -0.090256 },{ 0.796645 , 0.247567 , -0.551422}},
4786 {{0.051853 , 0.556138 , -0.075645 },{ 0.796645 , 0.247567 , -0.551422}},
4787 {{0.088909 , 0.492297 , -0.050772 },{ 0.796645 , 0.247567 , -0.551422}},
4788 {{0.051853 , 0.556138 , -0.075645 },{ 0.810589 , 0.267541 , -0.520929}},
4789 {{0.073592 , 0.552762 , -0.043552 },{ 0.810589 , 0.267541 , -0.520929}},
4790 {{0.088909 , 0.492297 , -0.050772 },{ 0.810589 , 0.267541 , -0.520929}},
4791 {{0.102583 , 0.405256 , 0.023419 },{ 0.977579 , 0.134390 , 0.162105}},
4792 {{0.096087 , 0.425275 , 0.045997 },{ 0.977579 , 0.134390 , 0.162105}},
4793 {{0.098830 , 0.379138 , 0.067704 },{ 0.977579 , 0.134390 , 0.162105}},
4794 {{0.102583 , 0.405256 , 0.023419 },{ 0.947944 , -0.302887 , -0.098299}},
4795 {{0.098830 , 0.379138 , 0.067704 },{ 0.947944 , -0.302887 , -0.098299}},
4796 {{0.091234 , 0.363687 , 0.042061 },{ 0.947944 , -0.302887 , -0.098299}},
4797 {{0.069141 , 0.351649 , 0.021692 },{ 0.726803 , -0.436317 , -0.530457}},
4798 {{0.102583 , 0.405256 , 0.023419 },{ 0.726803 , -0.436317 , -0.530457}},
4799 {{0.091234 , 0.363687 , 0.042061 },{ 0.726803 , -0.436317 , -0.530457}},
4800 {{0.092021 , 0.391686 , 0.001974 },{ 0.846628 , -0.525435 , -0.084491}},
4801 {{0.102583 , 0.405256 , 0.023419 },{ 0.846628 , -0.525435 , -0.084491}},
4802 {{0.069141 , 0.351649 , 0.021692 },{ 0.846628 , -0.525435 , -0.084491}},
4803 {{0.110737 , 0.438004 , -0.011894 },{ 0.892769 , -0.413967 , -0.177752}},
4804 {{0.102583 , 0.405256 , 0.023419 },{ 0.892769 , -0.413967 , -0.177752}},
4805 {{0.092021 , 0.391686 , 0.001974 },{ 0.892769 , -0.413967 , -0.177752}},
4806 {{0.110737 , 0.438004 , -0.011894 },{ 0.985892 , -0.104403 , 0.130829}},
4807 {{0.108950 , 0.450853 , 0.011826 },{ 0.985892 , -0.104403 , 0.130829}},
4808 {{0.102583 , 0.405256 , 0.023419 },{ 0.985892 , -0.104403 , 0.130829}},
4809 {{0.108950 , 0.450853 , 0.011826 },{ 0.750457 , 0.062494 , 0.657958}},
4810 {{0.089691 , 0.471631 , 0.031819 },{ 0.750457 , 0.062494 , 0.657958}},
4811 {{0.102583 , 0.405256 , 0.023419 },{ 0.750457 , 0.062494 , 0.657958}},
4812 {{0.102583 , 0.405256 , 0.023419 },{ 0.976586 , 0.173603 , 0.127050}},
4813 {{0.089691 , 0.471631 , 0.031819 },{ 0.976586 , 0.173603 , 0.127050}},
4814 {{0.096087 , 0.425275 , 0.045997 },{ 0.976586 , 0.173603 , 0.127050}},
4815 {{0.044767 , 0.147658 , 0.120449 },{ -0.414073 , -0.847700 , 0.331584}},
4816 {{0.030643 , 0.161488 , 0.138168 },{ -0.414073 , -0.847700 , 0.331584}},
4817 {{0.023352 , 0.157468 , 0.118786 },{ -0.414073 , -0.847700 , 0.331584}},
4818 {{0.045954 , 0.148982 , 0.132103 },{ -0.589050 , -0.794014 , 0.150204}},
4819 {{0.030643 , 0.161488 , 0.138168 },{ -0.589050 , -0.794014 , 0.150204}},
4820 {{0.044767 , 0.147658 , 0.120449 },{ -0.589050 , -0.794014 , 0.150204}},
4821 {{0.050455 , 0.150247 , 0.140025 },{ -0.480670 , -0.781439 , 0.397881}},
4822 {{0.030643 , 0.161488 , 0.138168 },{ -0.480670 , -0.781439 , 0.397881}},
4823 {{0.045954 , 0.148982 , 0.132103 },{ -0.480670 , -0.781439 , 0.397881}},
4824 {{0.044565 , 0.166111 , 0.151233 },{ -0.415459 , -0.622701 , 0.663051}},
4825 {{0.030643 , 0.161488 , 0.138168 },{ -0.415459 , -0.622701 , 0.663051}},
4826 {{0.050455 , 0.150247 , 0.140025 },{ -0.415459 , -0.622701 , 0.663051}},
4827 {{0.039781 , 0.183133 , 0.159128 },{ -0.512793 , -0.475617 , 0.714725}},
4828 {{0.030643 , 0.161488 , 0.138168 },{ -0.512793 , -0.475617 , 0.714725}},
4829 {{0.044565 , 0.166111 , 0.151233 },{ -0.512793 , -0.475617 , 0.714725}},
4830 {{0.039781 , 0.183133 , 0.159128 },{ -0.425522 , -0.530381 , 0.733230}},
4831 {{0.018838 , 0.176800 , 0.142393 },{ -0.425522 , -0.530381 , 0.733230}},
4832 {{0.030643 , 0.161488 , 0.138168 },{ -0.425522 , -0.530381 , 0.733230}},
4833 {{0.006904 , 0.171425 , 0.117550 },{ -0.645901 , -0.620631 , 0.444555}},
4834 {{0.030643 , 0.161488 , 0.138168 },{ -0.645901 , -0.620631 , 0.444555}},
4835 {{0.018838 , 0.176800 , 0.142393 },{ -0.645901 , -0.620631 , 0.444555}},
4836 {{0.030643 , 0.161488 , 0.138168 },{ -0.615936 , -0.692626 , 0.375356}},
4837 {{0.006904 , 0.171425 , 0.117550 },{ -0.615936 , -0.692626 , 0.375356}},
4838 {{0.023352 , 0.157468 , 0.118786 },{ -0.615936 , -0.692626 , 0.375356}},
4839 {{0.056006 , 0.146158 , 0.095245 },{ -0.360127 , -0.864687 , -0.350179}},
4840 {{0.030211 , 0.156887 , 0.095280 },{ -0.360127 , -0.864687 , -0.350179}},
4841 {{0.045774 , 0.158225 , 0.075971 },{ -0.360127 , -0.864687 , -0.350179}},
4842 {{0.056006 , 0.146158 , 0.095245 },{ -0.375231 , -0.901437 , -0.215902}},
4843 {{0.048509 , 0.146583 , 0.106500 },{ -0.375231 , -0.901437 , -0.215902}},
4844 {{0.030211 , 0.156887 , 0.095280 },{ -0.375231 , -0.901437 , -0.215902}},
4845 {{0.048509 , 0.146583 , 0.106500 },{ -0.463514 , -0.884306 , -0.056194}},
4846 {{0.044767 , 0.147658 , 0.120449 },{ -0.463514 , -0.884306 , -0.056194}},
4847 {{0.030211 , 0.156887 , 0.095280 },{ -0.463514 , -0.884306 , -0.056194}},
4848 {{0.044767 , 0.147658 , 0.120449 },{ -0.408303 , -0.907710 , -0.096706}},
4849 {{0.023352 , 0.157468 , 0.118786 },{ -0.408303 , -0.907710 , -0.096706}},
4850 {{0.030211 , 0.156887 , 0.095280 },{ -0.408303 , -0.907710 , -0.096706}},
4851 {{0.030211 , 0.156887 , 0.095280 },{ -0.630849 , -0.758084 , -0.165342}},
4852 {{0.023352 , 0.157468 , 0.118786 },{ -0.630849 , -0.758084 , -0.165342}},
4853 {{0.006904 , 0.171425 , 0.117550 },{ -0.630849 , -0.758084 , -0.165342}},
4854 {{0.030211 , 0.156887 , 0.095280 },{ -0.638381 , -0.748503 , -0.179479}},
4855 {{0.006904 , 0.171425 , 0.117550 },{ -0.638381 , -0.748503 , -0.179479}},
4856 {{0.015813 , 0.171061 , 0.087380 },{ -0.638381 , -0.748503 , -0.179479}},
4857 {{0.037103 , 0.173302 , 0.062499 },{ -0.473278 , -0.743812 , -0.471966}},
4858 {{0.030211 , 0.156887 , 0.095280 },{ -0.473278 , -0.743812 , -0.471966}},
4859 {{0.015813 , 0.171061 , 0.087380 },{ -0.473278 , -0.743812 , -0.471966}},
4860 {{0.045774 , 0.158225 , 0.075971 },{ -0.518500 , -0.715948 , -0.467521}},
4861 {{0.030211 , 0.156887 , 0.095280 },{ -0.518500 , -0.715948 , -0.467521}},
4862 {{0.037103 , 0.173302 , 0.062499 },{ -0.518500 , -0.715948 , -0.467521}},
4863 {{0.010943 , 0.310565 , 0.037423 },{ -0.657252 , -0.570865 , -0.492070}},
4864 {{0.020850 , 0.279592 , 0.060123 },{ -0.657252 , -0.570865 , -0.492070}},
4865 {{-0.004876 , 0.315369 , 0.052979 },{ -0.657252 , -0.570865 , -0.492070}},
4866 {{-0.004876 , 0.315369 , 0.052979 },{ -0.709793 , -0.587877 , -0.388064}},
4867 {{0.020850 , 0.279592 , 0.060123 },{ -0.709793 , -0.587877 , -0.388064}},
4868 {{0.004012 , 0.286053 , 0.081133 },{ -0.709793 , -0.587877 , -0.388064}},
4869 {{-0.004876 , 0.315369 , 0.052979 },{ -0.899481 , -0.412135 , -0.145185}},
4870 {{0.004012 , 0.286053 , 0.081133 },{ -0.899481 , -0.412135 , -0.145185}},
4871 {{-0.006436 , 0.302228 , 0.099947 },{ -0.899481 , -0.412135 , -0.145185}},
4872 {{-0.004876 , 0.315369 , 0.052979 },{ -0.937245 , -0.326455 , -0.122468}},
4873 {{-0.006436 , 0.302228 , 0.099947 },{ -0.937245 , -0.326455 , -0.122468}},
4874 {{-0.011558 , 0.325513 , 0.077076 },{ -0.937245 , -0.326455 , -0.122468}},
4875 {{-0.020506 , 0.357729 , 0.046598 },{ -0.927538 , -0.358268 , -0.106384}},
4876 {{-0.004876 , 0.315369 , 0.052979 },{ -0.927538 , -0.358268 , -0.106384}},
4877 {{-0.011558 , 0.325513 , 0.077076 },{ -0.927538 , -0.358268 , -0.106384}},
4878 {{-0.008634 , 0.350916 , 0.020696 },{ -0.877636 , -0.369774 , -0.304996}},
4879 {{-0.004876 , 0.315369 , 0.052979 },{ -0.877636 , -0.369774 , -0.304996}},
4880 {{-0.020506 , 0.357729 , 0.046598 },{ -0.877636 , -0.369774 , -0.304996}},
4881 {{0.011460 , 0.346015 , 0.008059 },{ -0.525154 , -0.601892 , -0.601614}},
4882 {{-0.004876 , 0.315369 , 0.052979 },{ -0.525154 , -0.601892 , -0.601614}},
4883 {{-0.008634 , 0.350916 , 0.020696 },{ -0.525154 , -0.601892 , -0.601614}},
4884 {{0.011460 , 0.346015 , 0.008059 },{ -0.690723 , -0.455279 , -0.561802}},
4885 {{0.010943 , 0.310565 , 0.037423 },{ -0.690723 , -0.455279 , -0.561802}},
4886 {{-0.004876 , 0.315369 , 0.052979 },{ -0.690723 , -0.455279 , -0.561802}},
4887 {{0.057602 , 0.168503 , 0.155789 },{ -0.159972 , -0.608522 , 0.777245}},
4888 {{0.044565 , 0.166111 , 0.151233 },{ -0.159972 , -0.608522 , 0.777245}},
4889 {{0.050455 , 0.150247 , 0.140025 },{ -0.159972 , -0.608522 , 0.777245}},
4890 {{0.057602 , 0.168503 , 0.155789 },{ -0.263419 , -0.569333 , 0.778762}},
4891 {{0.050455 , 0.150247 , 0.140025 },{ -0.263419 , -0.569333 , 0.778762}},
4892 {{0.056653 , 0.151145 , 0.142778 },{ -0.263419 , -0.569333 , 0.778762}},
4893 {{0.064950 , 0.151716 , 0.140372 },{ 0.262356 , -0.587912 , 0.765199}},
4894 {{0.057602 , 0.168503 , 0.155789 },{ 0.262356 , -0.587912 , 0.765199}},
4895 {{0.056653 , 0.151145 , 0.142778 },{ 0.262356 , -0.587912 , 0.765199}},
4896 {{0.064950 , 0.151716 , 0.140372 },{ 0.266403 , -0.586119 , 0.765176}},
4897 {{0.071082 , 0.169421 , 0.151799 },{ 0.266403 , -0.586119 , 0.765176}},
4898 {{0.057602 , 0.168503 , 0.155789 },{ 0.266403 , -0.586119 , 0.765176}},
4899 {{0.071082 , 0.169421 , 0.151799 },{ 0.282117 , -0.442257 , 0.851363}},
4900 {{0.057899 , 0.186372 , 0.164973 },{ 0.282117 , -0.442257 , 0.851363}},
4901 {{0.057602 , 0.168503 , 0.155789 },{ 0.282117 , -0.442257 , 0.851363}},
4902 {{0.071082 , 0.169421 , 0.151799 },{ 0.285442 , -0.439800 , 0.851528}},
4903 {{0.075249 , 0.187733 , 0.159860 },{ 0.285442 , -0.439800 , 0.851528}},
4904 {{0.057899 , 0.186372 , 0.164973 },{ 0.285442 , -0.439800 , 0.851528}},
4905 {{0.057899 , 0.186372 , 0.164973 },{ -0.201896 , -0.445050 , 0.872450}},
4906 {{0.039781 , 0.183133 , 0.159128 },{ -0.201896 , -0.445050 , 0.872450}},
4907 {{0.057602 , 0.168503 , 0.155789 },{ -0.201896 , -0.445050 , 0.872450}},
4908 {{0.039781 , 0.183133 , 0.159128 },{ -0.216466 , -0.460192 , 0.861026}},
4909 {{0.044565 , 0.166111 , 0.151233 },{ -0.216466 , -0.460192 , 0.861026}},
4910 {{0.057602 , 0.168503 , 0.155789 },{ -0.216466 , -0.460192 , 0.861026}},
4911 {{0.064288 , 0.363292 , 0.134305 },{ 0.644948 , 0.319421 , 0.694271}},
4912 {{0.065714 , 0.333411 , 0.146728 },{ 0.644948 , 0.319421 , 0.694271}},
4913 {{0.089222 , 0.354490 , 0.115192 },{ 0.644948 , 0.319421 , 0.694271}},
4914 {{0.089222 , 0.354490 , 0.115192 },{ 0.627055 , 0.345327 , 0.698249}},
4915 {{0.065714 , 0.333411 , 0.146728 },{ 0.627055 , 0.345327 , 0.698249}},
4916 {{0.089277 , 0.325783 , 0.129340 },{ 0.627055 , 0.345327 , 0.698249}},
4917 {{0.099933 , 0.314063 , 0.104827 },{ 0.930947 , 0.162857 , 0.326826}},
4918 {{0.089222 , 0.354490 , 0.115192 },{ 0.930947 , 0.162857 , 0.326826}},
4919 {{0.089277 , 0.325783 , 0.129340 },{ 0.930947 , 0.162857 , 0.326826}},
4920 {{0.099768 , 0.341248 , 0.089068 },{ 0.940594 , 0.174538 , 0.291237}},
4921 {{0.089222 , 0.354490 , 0.115192 },{ 0.940594 , 0.174538 , 0.291237}},
4922 {{0.099933 , 0.314063 , 0.104827 },{ 0.940594 , 0.174538 , 0.291237}},
4923 {{0.098830 , 0.379138 , 0.067704 },{ 0.940279 , 0.184555 , 0.286032}},
4924 {{0.089222 , 0.354490 , 0.115192 },{ 0.940279 , 0.184555 , 0.286032}},
4925 {{0.099768 , 0.341248 , 0.089068 },{ 0.940279 , 0.184555 , 0.286032}},
4926 {{0.098830 , 0.379138 , 0.067704 },{ 0.912166 , 0.257963 , 0.318446}},
4927 {{0.084516 , 0.395015 , 0.095844 },{ 0.912166 , 0.257963 , 0.318446}},
4928 {{0.089222 , 0.354490 , 0.115192 },{ 0.912166 , 0.257963 , 0.318446}},
4929 {{0.055282 , 0.405336 , 0.115642 },{ 0.606572 , 0.398803 , 0.687769}},
4930 {{0.089222 , 0.354490 , 0.115192 },{ 0.606572 , 0.398803 , 0.687769}},
4931 {{0.084516 , 0.395015 , 0.095844 },{ 0.606572 , 0.398803 , 0.687769}},
4932 {{0.055282 , 0.405336 , 0.115642 },{ 0.640672 , 0.421975 , 0.641464}},
4933 {{0.064288 , 0.363292 , 0.134305 },{ 0.640672 , 0.421975 , 0.641464}},
4934 {{0.089222 , 0.354490 , 0.115192 },{ 0.640672 , 0.421975 , 0.641464}},
4935 {{0.093763 , 0.165685 , 0.095501 },{ 0.798675 , -0.601665 , -0.010833}},
4936 {{0.096260 , 0.168561 , 0.119863 },{ 0.798675 , -0.601665 , -0.010833}},
4937 {{0.083489 , 0.151581 , 0.121376 },{ 0.798675 , -0.601665 , -0.010833}},
4938 {{0.093763 , 0.165685 , 0.095501 },{ 0.819030 , -0.573614 , 0.012540}},
4939 {{0.083489 , 0.151581 , 0.121376 },{ 0.819030 , -0.573614 , 0.012540}},
4940 {{0.082625 , 0.150040 , 0.107317 },{ 0.819030 , -0.573614 , 0.012540}},
4941 {{0.082118 , 0.162362 , 0.075489 },{ 0.669852 , -0.688761 , -0.277320}},
4942 {{0.082625 , 0.150040 , 0.107317 },{ 0.669852 , -0.688761 , -0.277320}},
4943 {{0.075907 , 0.148175 , 0.095722 },{ 0.669852 , -0.688761 , -0.277320}},
4944 {{0.082118 , 0.162362 , 0.075489 },{ 0.671688 , -0.687203 , -0.276745}},
4945 {{0.093763 , 0.165685 , 0.095501 },{ 0.671688 , -0.687203 , -0.276745}},
4946 {{0.082625 , 0.150040 , 0.107317 },{ 0.671688 , -0.687203 , -0.276745}},
4947 {{0.085656 , 0.178967 , 0.061451 },{ 0.787651 , -0.486946 , -0.377477}},
4948 {{0.093763 , 0.165685 , 0.095501 },{ 0.787651 , -0.486946 , -0.377477}},
4949 {{0.082118 , 0.162362 , 0.075489 },{ 0.787651 , -0.486946 , -0.377477}},
4950 {{0.085656 , 0.178967 , 0.061451 },{ 0.775174 , -0.503853 , -0.381101}},
4951 {{0.101333 , 0.183545 , 0.087286 },{ 0.775174 , -0.503853 , -0.381101}},
4952 {{0.093763 , 0.165685 , 0.095501 },{ 0.775174 , -0.503853 , -0.381101}},
4953 {{0.101333 , 0.183545 , 0.087286 },{ 0.907377 , -0.415064 , -0.066244}},
4954 {{0.105394 , 0.187395 , 0.118789 },{ 0.907377 , -0.415064 , -0.066244}},
4955 {{0.093763 , 0.165685 , 0.095501 },{ 0.907377 , -0.415064 , -0.066244}},
4956 {{0.093763 , 0.165685 , 0.095501 },{ 0.898131 , -0.437872 , -0.040363}},
4957 {{0.105394 , 0.187395 , 0.118789 },{ 0.898131 , -0.437872 , -0.040363}},
4958 {{0.096260 , 0.168561 , 0.119863 },{ 0.898131 , -0.437872 , -0.040363}},
4959 {{0.063696 , 0.316420 , 0.041417 },{ 0.331146 , -0.461597 , -0.822964}},
4960 {{0.066968 , 0.283595 , 0.061145 },{ 0.331146 , -0.461597 , -0.822964}},
4961 {{0.035884 , 0.310836 , 0.033358 },{ 0.331146 , -0.461597 , -0.822964}},
4962 {{0.035884 , 0.310836 , 0.033358 },{ 0.353653 , -0.438981 , -0.825970}},
4963 {{0.066968 , 0.283595 , 0.061145 },{ 0.353653 , -0.438981 , -0.825970}},
4964 {{0.043020 , 0.278758 , 0.053462 },{ 0.353653 , -0.438981 , -0.825970}},
4965 {{0.035884 , 0.310836 , 0.033358 },{ -0.258656 , -0.553635 , -0.791571}},
4966 {{0.043020 , 0.278758 , 0.053462 },{ -0.258656 , -0.553635 , -0.791571}},
4967 {{0.020850 , 0.279592 , 0.060123 },{ -0.258656 , -0.553635 , -0.791571}},
4968 {{0.035884 , 0.310836 , 0.033358 },{ -0.120784 , -0.611651 , -0.781853}},
4969 {{0.020850 , 0.279592 , 0.060123 },{ -0.120784 , -0.611651 , -0.781853}},
4970 {{0.010943 , 0.310565 , 0.037423 },{ -0.120784 , -0.611651 , -0.781853}},
4971 {{0.011460 , 0.346015 , 0.008059 },{ -0.117908 , -0.632434 , -0.765588}},
4972 {{0.035884 , 0.310836 , 0.033358 },{ -0.117908 , -0.632434 , -0.765588}},
4973 {{0.010943 , 0.310565 , 0.037423 },{ -0.117908 , -0.632434 , -0.765588}},
4974 {{0.011460 , 0.346015 , 0.008059 },{ 0.037870 , -0.565968 , -0.823557}},
4975 {{0.039967 , 0.346009 , 0.009374 },{ 0.037870 , -0.565968 , -0.823557}},
4976 {{0.035884 , 0.310836 , 0.033358 },{ 0.037870 , -0.565968 , -0.823557}},
4977 {{0.069141 , 0.351649 , 0.021692 },{ 0.413331 , -0.545265 , -0.729276}},
4978 {{0.035884 , 0.310836 , 0.033358 },{ 0.413331 , -0.545265 , -0.729276}},
4979 {{0.039967 , 0.346009 , 0.009374 },{ 0.413331 , -0.545265 , -0.729276}},
4980 {{0.069141 , 0.351649 , 0.021692 },{ 0.332133 , -0.499371 , -0.800198}},
4981 {{0.063696 , 0.316420 , 0.041417 },{ 0.332133 , -0.499371 , -0.800198}},
4982 {{0.035884 , 0.310836 , 0.033358 },{ 0.332133 , -0.499371 , -0.800198}},
4983 {{-0.011558 , 0.325513 , 0.077076 },{ -0.987474 , -0.089763 , 0.129758}},
4984 {{-0.006436 , 0.302228 , 0.099947 },{ -0.987474 , -0.089763 , 0.129758}},
4985 {{-0.009088 , 0.341261 , 0.106767 },{ -0.987474 , -0.089763 , 0.129758}},
4986 {{-0.006436 , 0.302228 , 0.099947 },{ -0.973579 , -0.101857 , 0.204376}},
4987 {{-0.002408 , 0.315541 , 0.125770 },{ -0.973579 , -0.101857 , 0.204376}},
4988 {{-0.009088 , 0.341261 , 0.106767 },{ -0.973579 , -0.101857 , 0.204376}},
4989 {{-0.009088 , 0.341261 , 0.106767 },{ -0.830108 , 0.175457 , 0.529278}},
4990 {{-0.002408 , 0.315541 , 0.125770 },{ -0.830108 , 0.175457 , 0.529278}},
4991 {{0.012582 , 0.327577 , 0.145290 },{ -0.830108 , 0.175457 , 0.529278}},
4992 {{-0.009088 , 0.341261 , 0.106767 },{ -0.870645 , 0.005967 , 0.491876}},
4993 {{0.012582 , 0.327577 , 0.145290 },{ -0.870645 , 0.005967 , 0.491876}},
4994 {{0.004900 , 0.356137 , 0.131346 },{ -0.870645 , 0.005967 , 0.491876}},
4995 {{-0.009541 , 0.389159 , 0.105711 },{ -0.869798 , 0.002652 , 0.493401}},
4996 {{-0.009088 , 0.341261 , 0.106767 },{ -0.869798 , 0.002652 , 0.493401}},
4997 {{0.004900 , 0.356137 , 0.131346 },{ -0.869798 , 0.002652 , 0.493401}},
4998 {{-0.022396 , 0.373242 , 0.077396 },{ -0.910658 , 0.000496 , 0.413160}},
4999 {{-0.009088 , 0.341261 , 0.106767 },{ -0.910658 , 0.000496 , 0.413160}},
5000 {{-0.009541 , 0.389159 , 0.105711 },{ -0.910658 , 0.000496 , 0.413160}},
5001 {{-0.020506 , 0.357729 , 0.046598 },{ -0.947185 , -0.305982 , 0.095997}},
5002 {{-0.009088 , 0.341261 , 0.106767 },{ -0.947185 , -0.305982 , 0.095997}},
5003 {{-0.022396 , 0.373242 , 0.077396 },{ -0.947185 , -0.305982 , 0.095997}},
5004 {{-0.020506 , 0.357729 , 0.046598 },{ -0.980050 , -0.129897 , 0.150427}},
5005 {{-0.011558 , 0.325513 , 0.077076 },{ -0.980050 , -0.129897 , 0.150427}},
5006 {{-0.009088 , 0.341261 , 0.106767 },{ -0.980050 , -0.129897 , 0.150427}},
5007 {{-0.019608 , 0.595722 , -0.128623 },{ 0.091002 , -0.607552 , -0.789050}},
5008 {{0.005169 , 0.594837 , -0.125084 },{ 0.091002 , -0.607552 , -0.789050}},
5009 {{-0.020736 , 0.588736 , -0.123374 },{ 0.091002 , -0.607552 , -0.789050}},
5010 {{0.005169 , 0.594837 , -0.125084 },{ 0.103853 , -0.651578 , -0.751439}},
5011 {{0.001287 , 0.588949 , -0.120515 },{ 0.103853 , -0.651578 , -0.751439}},
5012 {{-0.020736 , 0.588736 , -0.123374 },{ 0.103853 , -0.651578 , -0.751439}},
5013 {{0.001287 , 0.588949 , -0.120515 },{ 0.103859 , -0.651520 , -0.751488}},
5014 {{-0.002596 , 0.583060 , -0.115946 },{ 0.103859 , -0.651520 , -0.751488}},
5015 {{-0.020736 , 0.588736 , -0.123374 },{ 0.103859 , -0.651520 , -0.751488}},
5016 {{-0.020736 , 0.588736 , -0.123374 },{ 0.129901 , -0.608914 , -0.782528}},
5017 {{-0.002596 , 0.583060 , -0.115946 },{ 0.129901 , -0.608914 , -0.782528}},
5018 {{-0.021863 , 0.581750 , -0.118125 },{ 0.129901 , -0.608914 , -0.782528}},
5019 {{0.035724 , 0.222895 , 0.158398 },{ -0.606071 , 0.033909 , 0.794687}},
5020 {{0.014047 , 0.197724 , 0.142940 },{ -0.606071 , 0.033909 , 0.794687}},
5021 {{0.037205 , 0.202471 , 0.160399 },{ -0.606071 , 0.033909 , 0.794687}},
5022 {{0.035724 , 0.222895 , 0.158398 },{ -0.595797 , 0.020026 , 0.802886}},
5023 {{0.012776 , 0.221051 , 0.141415 },{ -0.595797 , 0.020026 , 0.802886}},
5024 {{0.014047 , 0.197724 , 0.142940 },{ -0.595797 , 0.020026 , 0.802886}},
5025 {{-0.001101 , 0.219319 , 0.116688 },{ -0.871491 , -0.015439 , 0.490169}},
5026 {{0.014047 , 0.197724 , 0.142940 },{ -0.871491 , -0.015439 , 0.490169}},
5027 {{0.012776 , 0.221051 , 0.141415 },{ -0.871491 , -0.015439 , 0.490169}},
5028 {{-0.001101 , 0.219319 , 0.116688 },{ -0.880068 , -0.042388 , 0.472951}},
5029 {{0.000391 , 0.193675 , 0.117166 },{ -0.880068 , -0.042388 , 0.472951}},
5030 {{0.014047 , 0.197724 , 0.142940 },{ -0.880068 , -0.042388 , 0.472951}},
5031 {{0.055282 , 0.405336 , 0.115642 },{ 0.168358 , 0.429829 , 0.887075}},
5032 {{0.032770 , 0.363661 , 0.140108 },{ 0.168358 , 0.429829 , 0.887075}},
5033 {{0.064288 , 0.363292 , 0.134305 },{ 0.168358 , 0.429829 , 0.887075}},
5034 {{0.055282 , 0.405336 , 0.115642 },{ -0.002189 , 0.507149 , 0.861856}},
5035 {{0.018122 , 0.404122 , 0.116262 },{ -0.002189 , 0.507149 , 0.861856}},
5036 {{0.032770 , 0.363661 , 0.140108 },{ -0.002189 , 0.507149 , 0.861856}},
5037 {{0.018122 , 0.404122 , 0.116262 },{ -0.480454 , 0.309652 , 0.820536}},
5038 {{-0.009541 , 0.389159 , 0.105711 },{ -0.480454 , 0.309652 , 0.820536}},
5039 {{0.032770 , 0.363661 , 0.140108 },{ -0.480454 , 0.309652 , 0.820536}},
5040 {{-0.009541 , 0.389159 , 0.105711 },{ -0.376896 , 0.459509 , 0.804239}},
5041 {{0.004900 , 0.356137 , 0.131346 },{ -0.376896 , 0.459509 , 0.804239}},
5042 {{0.032770 , 0.363661 , 0.140108 },{ -0.376896 , 0.459509 , 0.804239}},
5043 {{0.032770 , 0.363661 , 0.140108 },{ -0.362804 , 0.328227 , 0.872147}},
5044 {{0.004900 , 0.356137 , 0.131346 },{ -0.362804 , 0.328227 , 0.872147}},
5045 {{0.012582 , 0.327577 , 0.145290 },{ -0.362804 , 0.328227 , 0.872147}},
5046 {{0.032770 , 0.363661 , 0.140108 },{ -0.320700 , 0.308052 , 0.895687}},
5047 {{0.012582 , 0.327577 , 0.145290 },{ -0.320700 , 0.308052 , 0.895687}},
5048 {{0.037719 , 0.333771 , 0.152160 },{ -0.320700 , 0.308052 , 0.895687}},
5049 {{0.032770 , 0.363661 , 0.140108 },{ 0.180000 , 0.393339 , 0.901601}},
5050 {{0.037719 , 0.333771 , 0.152160 },{ 0.180000 , 0.393339 , 0.901601}},
5051 {{0.065714 , 0.333411 , 0.146728 },{ 0.180000 , 0.393339 , 0.901601}},
5052 {{0.032770 , 0.363661 , 0.140108 },{ 0.171462 , 0.385173 , 0.906776}},
5053 {{0.065714 , 0.333411 , 0.146728 },{ 0.171462 , 0.385173 , 0.906776}},
5054 {{0.064288 , 0.363292 , 0.134305 },{ 0.171462 , 0.385173 , 0.906776}},
5055 {{0.086334 , 0.169624 , 0.139226 },{ 0.521485 , -0.582826 , 0.623191}},
5056 {{0.071082 , 0.169421 , 0.151799 },{ 0.521485 , -0.582826 , 0.623191}},
5057 {{0.064950 , 0.151716 , 0.140372 },{ 0.521485 , -0.582826 , 0.623191}},
5058 {{0.086334 , 0.169624 , 0.139226 },{ 0.491127 , -0.542860 , 0.681247}},
5059 {{0.064950 , 0.151716 , 0.140372 },{ 0.491127 , -0.542860 , 0.681247}},
5060 {{0.075746 , 0.152001 , 0.132816 },{ 0.491127 , -0.542860 , 0.681247}},
5061 {{0.083489 , 0.151581 , 0.121376 },{ 0.668347 , -0.573744 , 0.473424}},
5062 {{0.086334 , 0.169624 , 0.139226 },{ 0.668347 , -0.573744 , 0.473424}},
5063 {{0.075746 , 0.152001 , 0.132816 },{ 0.668347 , -0.573744 , 0.473424}},
5064 {{0.096260 , 0.168561 , 0.119863 },{ 0.745758 , -0.524271 , 0.411078}},
5065 {{0.086334 , 0.169624 , 0.139226 },{ 0.745758 , -0.524271 , 0.411078}},
5066 {{0.083489 , 0.151581 , 0.121376 },{ 0.745758 , -0.524271 , 0.411078}},
5067 {{0.105394 , 0.187395 , 0.118789 },{ 0.817755 , -0.371522 , 0.439600}},
5068 {{0.086334 , 0.169624 , 0.139226 },{ 0.817755 , -0.371522 , 0.439600}},
5069 {{0.096260 , 0.168561 , 0.119863 },{ 0.817755 , -0.371522 , 0.439600}},
5070 {{0.105394 , 0.187395 , 0.118789 },{ 0.816311 , -0.422199 , 0.394188}},
5071 {{0.093890 , 0.188432 , 0.143723 },{ 0.816311 , -0.422199 , 0.394188}},
5072 {{0.086334 , 0.169624 , 0.139226 },{ 0.816311 , -0.422199 , 0.394188}},
5073 {{0.093890 , 0.188432 , 0.143723 },{ 0.606523 , -0.406975 , 0.683009}},
5074 {{0.075249 , 0.187733 , 0.159860 },{ 0.606523 , -0.406975 , 0.683009}},
5075 {{0.086334 , 0.169624 , 0.139226 },{ 0.606523 , -0.406975 , 0.683009}},
5076 {{0.075249 , 0.187733 , 0.159860 },{ 0.576018 , -0.435575 , 0.691721}},
5077 {{0.071082 , 0.169421 , 0.151799 },{ 0.576018 , -0.435575 , 0.691721}},
5078 {{0.086334 , 0.169624 , 0.139226 },{ 0.576018 , -0.435575 , 0.691721}},
5079 {{0.092522 , 0.278921 , 0.086515 },{ 0.671153 , -0.013144 , -0.741203}},
5080 {{0.070930 , 0.270836 , 0.067107 },{ 0.671153 , -0.013144 , -0.741203}},
5081 {{0.070069 , 0.277511 , 0.066209 },{ 0.671153 , -0.013144 , -0.741203}},
5082 {{0.091713 , 0.285554 , 0.083858 },{ 0.663332 , -0.207141 , -0.719085}},
5083 {{0.092522 , 0.278921 , 0.086515 },{ 0.663332 , -0.207141 , -0.719085}},
5084 {{0.070069 , 0.277511 , 0.066209 },{ 0.663332 , -0.207141 , -0.719085}},
5085 {{0.092522 , 0.278921 , 0.086515 },{ 0.943997 , -0.012911 , -0.329700}},
5086 {{0.100956 , 0.292588 , 0.110128 },{ 0.943997 , -0.012911 , -0.329700}},
5087 {{0.101655 , 0.285115 , 0.112422 },{ 0.943997 , -0.012911 , -0.329700}},
5088 {{0.092522 , 0.278921 , 0.086515 },{ 0.944539 , -0.016185 , -0.327999}},
5089 {{0.091713 , 0.285554 , 0.083858 },{ 0.944539 , -0.016185 , -0.327999}},
5090 {{0.100956 , 0.292588 , 0.110128 },{ 0.944539 , -0.016185 , -0.327999}},
5091 {{0.092522 , 0.278921 , 0.086515 },{ 0.943408 , -0.004051 , -0.331611}},
5092 {{0.101655 , 0.285115 , 0.112422 },{ 0.943408 , -0.004051 , -0.331611}},
5093 {{0.102601 , 0.274089 , 0.115248 },{ 0.943408 , -0.004051 , -0.331611}},
5094 {{0.092522 , 0.278921 , 0.086515 },{ 0.942463 , -0.018899 , -0.333776}},
5095 {{0.102601 , 0.274089 , 0.115248 },{ 0.942463 , -0.018899 , -0.333776}},
5096 {{0.093330 , 0.272289 , 0.089172 },{ 0.942463 , -0.018899 , -0.333776}},
5097 {{0.071792 , 0.264162 , 0.068005 },{ 0.723155 , -0.179139 , -0.667050}},
5098 {{0.092522 , 0.278921 , 0.086515 },{ 0.723155 , -0.179139 , -0.667050}},
5099 {{0.093330 , 0.272289 , 0.089172 },{ 0.723155 , -0.179139 , -0.667050}},
5100 {{0.092522 , 0.278921 , 0.086515 },{ 0.671134 , -0.013050 , -0.741221}},
5101 {{0.071792 , 0.264162 , 0.068005 },{ 0.671134 , -0.013050 , -0.741221}},
5102 {{0.070930 , 0.270836 , 0.067107 },{ 0.671134 , -0.013050 , -0.741221}},
5103 {{-0.085467 , 0.535399 , -0.100846 },{ -0.842774 , 0.365462 , -0.395183}},
5104 {{-0.100100 , 0.507324 , -0.095603 },{ -0.842774 , 0.365462 , -0.395183}},
5105 {{-0.103063 , 0.537254 , -0.061605 },{ -0.842774 , 0.365462 , -0.395183}},
5106 {{-0.085467 , 0.535399 , -0.100846 },{ -0.851351 , 0.341857 , -0.397913}},
5107 {{-0.103063 , 0.537254 , -0.061605 },{ -0.851351 , 0.341857 , -0.397913}},
5108 {{-0.082296 , 0.555754 , -0.090143 },{ -0.851351 , 0.341857 , -0.397913}},
5109 {{-0.047721 , 0.566120 , -0.117179 },{ -0.631893 , 0.435543 , -0.641104}},
5110 {{-0.085467 , 0.535399 , -0.100846 },{ -0.631893 , 0.435543 , -0.641104}},
5111 {{-0.082296 , 0.555754 , -0.090143 },{ -0.631893 , 0.435543 , -0.641104}},
5112 {{-0.047721 , 0.566120 , -0.117179 },{ -0.617415 , 0.397797 , -0.678643}},
5113 {{-0.068588 , 0.525136 , -0.122218 },{ -0.617415 , 0.397797 , -0.678643}},
5114 {{-0.085467 , 0.535399 , -0.100846 },{ -0.617415 , 0.397797 , -0.678643}},
5115 {{0.027718 , 0.217545 , 0.063864 },{ -0.324914 , 0.077728 , -0.942544}},
5116 {{0.058436 , 0.196738 , 0.051559 },{ -0.324914 , 0.077728 , -0.942544}},
5117 {{0.031551 , 0.194400 , 0.060634 },{ -0.324914 , 0.077728 , -0.942544}},
5118 {{0.053942 , 0.219340 , 0.055728 },{ -0.301513 , 0.114642 , -0.946545}},
5119 {{0.058436 , 0.196738 , 0.051559 },{ -0.301513 , 0.114642 , -0.946545}},
5120 {{0.027718 , 0.217545 , 0.063864 },{ -0.301513 , 0.114642 , -0.946545}},
5121 {{0.079538 , 0.223291 , 0.063668 },{ 0.256942 , 0.224473 , -0.939996}},
5122 {{0.058436 , 0.196738 , 0.051559 },{ 0.256942 , 0.224473 , -0.939996}},
5123 {{0.053942 , 0.219340 , 0.055728 },{ 0.256942 , 0.224473 , -0.939996}},
5124 {{0.079538 , 0.223291 , 0.063668 },{ 0.274064 , 0.210167 , -0.938466}},
5125 {{0.083847 , 0.200409 , 0.059802 },{ 0.274064 , 0.210167 , -0.938466}},
5126 {{0.058436 , 0.196738 , 0.051559 },{ 0.274064 , 0.210167 , -0.938466}},
5127 {{-0.006126 , 0.289331 , 0.107205 },{ -0.979436 , 0.138652 , 0.146564}},
5128 {{-0.007146 , 0.281705 , 0.107603 },{ -0.979436 , 0.138652 , 0.146564}},
5129 {{-0.000909 , 0.298047 , 0.133823 },{ -0.979436 , 0.138652 , 0.146564}},
5130 {{-0.007146 , 0.281705 , 0.107603 },{ -0.970326 , -0.016704 , 0.241224}},
5131 {{-0.000190 , 0.285639 , 0.135856 },{ -0.970326 , -0.016704 , 0.241224}},
5132 {{-0.000909 , 0.298047 , 0.133823 },{ -0.970326 , -0.016704 , 0.241224}},
5133 {{-0.000909 , 0.298047 , 0.133823 },{ -0.789978 , 0.054288 , 0.610727}},
5134 {{-0.000190 , 0.285639 , 0.135856 },{ -0.789978 , 0.054288 , 0.610727}},
5135 {{0.017378 , 0.288657 , 0.158312 },{ -0.789978 , 0.054288 , 0.610727}},
5136 {{-0.000909 , 0.298047 , 0.133823 },{ -0.792590 , 0.042751 , 0.608254}},
5137 {{0.017378 , 0.288657 , 0.158312 },{ -0.792590 , 0.042751 , 0.608254}},
5138 {{0.015165 , 0.305607 , 0.154237 },{ -0.792590 , 0.042751 , 0.608254}},
5139 {{-0.000909 , 0.298047 , 0.133823 },{ -0.802574 , 0.141634 , 0.579496}},
5140 {{0.015165 , 0.305607 , 0.154237 },{ -0.802574 , 0.141634 , 0.579496}},
5141 {{0.012582 , 0.327577 , 0.145290 },{ -0.802574 , 0.141634 , 0.579496}},
5142 {{-0.002408 , 0.315541 , 0.125770 },{ -0.829818 , 0.173104 , 0.530506}},
5143 {{-0.000909 , 0.298047 , 0.133823 },{ -0.829818 , 0.173104 , 0.530506}},
5144 {{0.012582 , 0.327577 , 0.145290 },{ -0.829818 , 0.173104 , 0.530506}},
5145 {{-0.006436 , 0.302228 , 0.099947 },{ -0.987106 , -0.011075 , 0.159683}},
5146 {{-0.000909 , 0.298047 , 0.133823 },{ -0.987106 , -0.011075 , 0.159683}},
5147 {{-0.002408 , 0.315541 , 0.125770 },{ -0.987106 , -0.011075 , 0.159683}},
5148 {{-0.006436 , 0.302228 , 0.099947 },{ -0.982975 , 0.071600 , 0.169213}},
5149 {{-0.006126 , 0.289331 , 0.107205 },{ -0.982975 , 0.071600 , 0.169213}},
5150 {{-0.000909 , 0.298047 , 0.133823 },{ -0.982975 , 0.071600 , 0.169213}},
5151 {{0.090239 , 0.283917 , 0.138833 },{ 0.671607 , -0.009567 , 0.740846}},
5152 {{0.068271 , 0.279665 , 0.158693 },{ 0.671607 , -0.009567 , 0.740846}},
5153 {{0.070207 , 0.265343 , 0.156753 },{ 0.671607 , -0.009567 , 0.740846}},
5154 {{0.090239 , 0.283917 , 0.138833 },{ 0.618051 , 0.087209 , 0.781286}},
5155 {{0.070207 , 0.265343 , 0.156753 },{ 0.618051 , 0.087209 , 0.781286}},
5156 {{0.091123 , 0.271148 , 0.139559 },{ 0.618051 , 0.087209 , 0.781286}},
5157 {{0.102601 , 0.274089 , 0.115248 },{ 0.896778 , 0.086754 , 0.433893}},
5158 {{0.090239 , 0.283917 , 0.138833 },{ 0.896778 , 0.086754 , 0.433893}},
5159 {{0.091123 , 0.271148 , 0.139559 },{ 0.896778 , 0.086754 , 0.433893}},
5160 {{0.101655 , 0.285115 , 0.112422 },{ 0.900107 , 0.179028 , 0.397186}},
5161 {{0.090239 , 0.283917 , 0.138833 },{ 0.900107 , 0.179028 , 0.397186}},
5162 {{0.102601 , 0.274089 , 0.115248 },{ 0.900107 , 0.179028 , 0.397186}},
5163 {{0.100956 , 0.292588 , 0.110128 },{ 0.894939 , 0.205313 , 0.396145}},
5164 {{0.090239 , 0.283917 , 0.138833 },{ 0.894939 , 0.205313 , 0.396145}},
5165 {{0.101655 , 0.285115 , 0.112422 },{ 0.894939 , 0.205313 , 0.396145}},
5166 {{0.100956 , 0.292588 , 0.110128 },{ 0.926051 , 0.077899 , 0.369272}},
5167 {{0.089682 , 0.294786 , 0.137937 },{ 0.926051 , 0.077899 , 0.369272}},
5168 {{0.090239 , 0.283917 , 0.138833 },{ 0.926051 , 0.077899 , 0.369272}},
5169 {{0.089682 , 0.294786 , 0.137937 },{ 0.678654 , 0.094819 , 0.728312}},
5170 {{0.066759 , 0.293711 , 0.159437 },{ 0.678654 , 0.094819 , 0.728312}},
5171 {{0.090239 , 0.283917 , 0.138833 },{ 0.678654 , 0.094819 , 0.728312}},
5172 {{0.066759 , 0.293711 , 0.159437 },{ 0.666817 , 0.032344 , 0.744520}},
5173 {{0.068271 , 0.279665 , 0.158693 },{ 0.666817 , 0.032344 , 0.744520}},
5174 {{0.090239 , 0.283917 , 0.138833 },{ 0.666817 , 0.032344 , 0.744520}},
5175 {{0.068518 , 0.280553 , 0.063677 },{ 0.317853 , -0.505570 , -0.802102}},
5176 {{0.070069 , 0.277511 , 0.066209 },{ 0.317853 , -0.505570 , -0.802102}},
5177 {{0.043548 , 0.275960 , 0.056677 },{ 0.317853 , -0.505570 , -0.802102}},
5178 {{0.070069 , 0.277511 , 0.066209 },{ 0.276959 , -0.701734 , -0.656402}},
5179 {{0.044076 , 0.273162 , 0.059891 },{ 0.276959 , -0.701734 , -0.656402}},
5180 {{0.043548 , 0.275960 , 0.056677 },{ 0.276959 , -0.701734 , -0.656402}},
5181 {{0.044076 , 0.273162 , 0.059891 },{ -0.119688 , -0.758465 , -0.640629}},
5182 {{0.019019 , 0.272778 , 0.065027 },{ -0.119688 , -0.758465 , -0.640629}},
5183 {{0.043548 , 0.275960 , 0.056677 },{ -0.119688 , -0.758465 , -0.640629}},
5184 {{0.019934 , 0.276185 , 0.062575 },{ -0.209751 , -0.533412 , -0.819436}},
5185 {{0.043548 , 0.275960 , 0.056677 },{ -0.209751 , -0.533412 , -0.819436}},
5186 {{0.019019 , 0.272778 , 0.065027 },{ -0.209751 , -0.533412 , -0.819436}},
5187 {{0.020850 , 0.279592 , 0.060123 },{ -0.209757 , -0.533368 , -0.819464}},
5188 {{0.043548 , 0.275960 , 0.056677 },{ -0.209757 , -0.533368 , -0.819464}},
5189 {{0.019934 , 0.276185 , 0.062575 },{ -0.209757 , -0.533368 , -0.819464}},
5190 {{0.043548 , 0.275960 , 0.056677 },{ -0.214892 , -0.753914 , -0.620834}},
5191 {{0.020850 , 0.279592 , 0.060123 },{ -0.214892 , -0.753914 , -0.620834}},
5192 {{0.043020 , 0.278758 , 0.053462 },{ -0.214892 , -0.753914 , -0.620834}},
5193 {{0.066968 , 0.283595 , 0.061145 },{ 0.345011 , -0.679222 , -0.647784}},
5194 {{0.043548 , 0.275960 , 0.056677 },{ 0.345011 , -0.679222 , -0.647784}},
5195 {{0.043020 , 0.278758 , 0.053462 },{ 0.345011 , -0.679222 , -0.647784}},
5196 {{0.066968 , 0.283595 , 0.061145 },{ 0.317854 , -0.505634 , -0.802062}},
5197 {{0.068518 , 0.280553 , 0.063677 },{ 0.317854 , -0.505634 , -0.802062}},
5198 {{0.043548 , 0.275960 , 0.056677 },{ 0.317854 , -0.505634 , -0.802062}},
5199 {{0.019931 , 0.265893 , 0.065905 },{ -0.707299 , -0.180839 , -0.683393}},
5200 {{0.020843 , 0.259008 , 0.066783 },{ -0.707299 , -0.180839 , -0.683393}},
5201 {{0.001090 , 0.269831 , 0.084363 },{ -0.707299 , -0.180839 , -0.683393}},
5202 {{0.020843 , 0.259008 , 0.066783 },{ -0.722030 , -0.330339 , -0.607906}},
5203 {{0.001994 , 0.263030 , 0.086985 },{ -0.722030 , -0.330339 , -0.607906}},
5204 {{0.001090 , 0.269831 , 0.084363 },{ -0.722030 , -0.330339 , -0.607906}},
5205 {{0.001090 , 0.269831 , 0.084363 },{ -0.951313 , -0.212518 , -0.223246}},
5206 {{0.001994 , 0.263030 , 0.086985 },{ -0.951313 , -0.212518 , -0.223246}},
5207 {{-0.004029 , 0.262849 , 0.112823 },{ -0.951313 , -0.212518 , -0.223246}},
5208 {{0.001090 , 0.269831 , 0.084363 },{ -0.948306 , -0.223426 , -0.225381}},
5209 {{-0.004029 , 0.262849 , 0.112823 },{ -0.948306 , -0.223426 , -0.225381}},
5210 {{-0.006015 , 0.274238 , 0.109889 },{ -0.948306 , -0.223426 , -0.225381}},
5211 {{-0.007146 , 0.281705 , 0.107603 },{ -0.950053 , -0.213571 , -0.227569}},
5212 {{0.001090 , 0.269831 , 0.084363 },{ -0.950053 , -0.213571 , -0.227569}},
5213 {{-0.006015 , 0.274238 , 0.109889 },{ -0.950053 , -0.213571 , -0.227569}},
5214 {{-0.007146 , 0.281705 , 0.107603 },{ -0.950018 , -0.213936 , -0.227370}},
5215 {{0.000186 , 0.276632 , 0.081741 },{ -0.950018 , -0.213936 , -0.227370}},
5216 {{0.001090 , 0.269831 , 0.084363 },{ -0.950018 , -0.213936 , -0.227370}},
5217 {{0.000186 , 0.276632 , 0.081741 },{ -0.661573 , -0.344688 , -0.665967}},
5218 {{0.019019 , 0.272778 , 0.065027 },{ -0.661573 , -0.344688 , -0.665967}},
5219 {{0.001090 , 0.269831 , 0.084363 },{ -0.661573 , -0.344688 , -0.665967}},
5220 {{0.019019 , 0.272778 , 0.065027 },{ -0.707299 , -0.180838 , -0.683393}},
5221 {{0.019931 , 0.265893 , 0.065905 },{ -0.707299 , -0.180838 , -0.683393}},
5222 {{0.001090 , 0.269831 , 0.084363 },{ -0.707299 , -0.180838 , -0.683393}},
5223 {{0.045751 , 0.276700 , 0.164951 },{ -0.289677 , -0.265016 , 0.919703}},
5224 {{0.023953 , 0.275158 , 0.157641 },{ -0.289677 , -0.265016 , 0.919703}},
5225 {{0.030898 , 0.261275 , 0.155828 },{ -0.289677 , -0.265016 , 0.919703}},
5226 {{0.045751 , 0.276700 , 0.164951 },{ -0.283501 , -0.271060 , 0.919866}},
5227 {{0.030898 , 0.261275 , 0.155828 },{ -0.283501 , -0.271060 , 0.919866}},
5228 {{0.050704 , 0.262133 , 0.162185 },{ -0.283501 , -0.271060 , 0.919866}},
5229 {{0.070207 , 0.265343 , 0.156753 },{ 0.280448 , -0.086169 , 0.955994}},
5230 {{0.045751 , 0.276700 , 0.164951 },{ 0.280448 , -0.086169 , 0.955994}},
5231 {{0.050704 , 0.262133 , 0.162185 },{ 0.280448 , -0.086169 , 0.955994}},
5232 {{0.070207 , 0.265343 , 0.156753 },{ 0.277829 , -0.091970 , 0.956218}},
5233 {{0.068271 , 0.279665 , 0.158693 },{ 0.277829 , -0.091970 , 0.956218}},
5234 {{0.045751 , 0.276700 , 0.164951 },{ 0.277829 , -0.091970 , 0.956218}},
5235 {{0.066759 , 0.293711 , 0.159437 },{ 0.270350 , -0.021881 , 0.962513}},
5236 {{0.045751 , 0.276700 , 0.164951 },{ 0.270350 , -0.021881 , 0.962513}},
5237 {{0.068271 , 0.279665 , 0.158693 },{ 0.270350 , -0.021881 , 0.962513}},
5238 {{0.066759 , 0.293711 , 0.159437 },{ 0.255817 , -0.002569 , 0.966722}},
5239 {{0.041176 , 0.291507 , 0.166201 },{ 0.255817 , -0.002569 , 0.966722}},
5240 {{0.045751 , 0.276700 , 0.164951 },{ 0.255817 , -0.002569 , 0.966722}},
5241 {{0.041176 , 0.291507 , 0.166201 },{ -0.291741 , -0.169608 , 0.941340}},
5242 {{0.017378 , 0.288657 , 0.158312 },{ -0.291741 , -0.169608 , 0.941340}},
5243 {{0.045751 , 0.276700 , 0.164951 },{ -0.291741 , -0.169608 , 0.941340}},
5244 {{0.017378 , 0.288657 , 0.158312 },{ -0.299742 , -0.192443 , 0.934409}},
5245 {{0.023953 , 0.275158 , 0.157641 },{ -0.299742 , -0.192443 , 0.934409}},
5246 {{0.045751 , 0.276700 , 0.164951 },{ -0.299742 , -0.192443 , 0.934409}},
5247 {{0.069141 , 0.351649 , 0.021692 },{ 0.690924 , -0.431536 , -0.580001}},
5248 {{0.088125 , 0.327558 , 0.062231 },{ 0.690924 , -0.431536 , -0.580001}},
5249 {{0.063696 , 0.316420 , 0.041417 },{ 0.690924 , -0.431536 , -0.580001}},
5250 {{0.069141 , 0.351649 , 0.021692 },{ 0.730369 , -0.379799 , -0.567727}},
5251 {{0.091234 , 0.363687 , 0.042061 },{ 0.730369 , -0.379799 , -0.567727}},
5252 {{0.088125 , 0.327558 , 0.062231 },{ 0.730369 , -0.379799 , -0.567727}},
5253 {{0.091234 , 0.363687 , 0.042061 },{ 0.967264 , -0.181980 , -0.176873}},
5254 {{0.098830 , 0.379138 , 0.067704 },{ 0.967264 , -0.181980 , -0.176873}},
5255 {{0.088125 , 0.327558 , 0.062231 },{ 0.967264 , -0.181980 , -0.176873}},
5256 {{0.088125 , 0.327558 , 0.062231 },{ 0.932755 , -0.159268 , -0.323422}},
5257 {{0.098830 , 0.379138 , 0.067704 },{ 0.932755 , -0.159268 , -0.323422}},
5258 {{0.099768 , 0.341248 , 0.089068 },{ 0.932755 , -0.159268 , -0.323422}},
5259 {{0.088125 , 0.327558 , 0.062231 },{ 0.932670 , -0.176660 , -0.314513}},
5260 {{0.099768 , 0.341248 , 0.089068 },{ 0.932670 , -0.176660 , -0.314513}},
5261 {{0.099933 , 0.314063 , 0.104827 },{ 0.932670 , -0.176660 , -0.314513}},
5262 {{0.088125 , 0.327558 , 0.062231 },{ 0.935149 , -0.167329 , -0.312244}},
5263 {{0.099933 , 0.314063 , 0.104827 },{ 0.935149 , -0.167329 , -0.312244}},
5264 {{0.089137 , 0.294148 , 0.083166 },{ 0.935149 , -0.167329 , -0.312244}},
5265 {{0.066968 , 0.283595 , 0.061145 },{ 0.739192 , -0.341392 , -0.580557}},
5266 {{0.088125 , 0.327558 , 0.062231 },{ 0.739192 , -0.341392 , -0.580557}},
5267 {{0.089137 , 0.294148 , 0.083166 },{ 0.739192 , -0.341392 , -0.580557}},
5268 {{0.063696 , 0.316420 , 0.041417 },{ 0.694707 , -0.318392 , -0.644987}},
5269 {{0.088125 , 0.327558 , 0.062231 },{ 0.694707 , -0.318392 , -0.644987}},
5270 {{0.066968 , 0.283595 , 0.061145 },{ 0.694707 , -0.318392 , -0.644987}},
5271 {{-0.030920 , 0.809185 , 0.251847 },{ -0.739516 , -0.514970 , 0.433500}},
5272 {{-0.023510 , 0.807510 , 0.262498 },{ -0.739516 , -0.514970 , 0.433500}},
5273 {{-0.027790 , 0.816584 , 0.265976 },{ -0.739516 , -0.514970 , 0.433500}},
5274 {{-0.030920 , 0.809185 , 0.251847 },{ -0.714483 , -0.542187 , 0.442207}},
5275 {{-0.027790 , 0.816584 , 0.265976 },{ -0.714483 , -0.542187 , 0.442207}},
5276 {{-0.035333 , 0.818063 , 0.255602 },{ -0.714483 , -0.542187 , 0.442207}},
5277 {{-0.038431 , 0.822744 , 0.242801 },{ -0.886578 , -0.460261 , 0.046257}},
5278 {{-0.030920 , 0.809185 , 0.251847 },{ -0.886578 , -0.460261 , 0.046257}},
5279 {{-0.035333 , 0.818063 , 0.255602 },{ -0.886578 , -0.460261 , 0.046257}},
5280 {{-0.033975 , 0.814073 , 0.238657 },{ -0.882926 , -0.468496 , 0.030882}},
5281 {{-0.030920 , 0.809185 , 0.251847 },{ -0.882926 , -0.468496 , 0.030882}},
5282 {{-0.038431 , 0.822744 , 0.242801 },{ -0.882926 , -0.468496 , 0.030882}},
5283 {{-0.029519 , 0.805403 , 0.234512 },{ -0.882908 , -0.468531 , 0.030865}},
5284 {{-0.030920 , 0.809185 , 0.251847 },{ -0.882908 , -0.468531 , 0.030865}},
5285 {{-0.033975 , 0.814073 , 0.238657 },{ -0.882908 , -0.468531 , 0.030865}},
5286 {{-0.029519 , 0.805403 , 0.234512 },{ -0.890550 , -0.454078 , 0.027094}},
5287 {{-0.026507 , 0.800306 , 0.248091 },{ -0.890550 , -0.454078 , 0.027094}},
5288 {{-0.030920 , 0.809185 , 0.251847 },{ -0.890550 , -0.454078 , 0.027094}},
5289 {{-0.026507 , 0.800306 , 0.248091 },{ -0.741115 , -0.538155 , 0.401420}},
5290 {{-0.019230 , 0.798436 , 0.259019 },{ -0.741115 , -0.538155 , 0.401420}},
5291 {{-0.030920 , 0.809185 , 0.251847 },{ -0.741115 , -0.538155 , 0.401420}},
5292 {{-0.030920 , 0.809185 , 0.251847 },{ -0.739500 , -0.515006 , 0.433483}},
5293 {{-0.019230 , 0.798436 , 0.259019 },{ -0.739500 , -0.515006 , 0.433483}},
5294 {{-0.023510 , 0.807510 , 0.262498 },{ -0.739500 , -0.515006 , 0.433483}},
5295 {{-0.029173 , 0.836645 , 0.222573 },{ -0.319009 , 0.348357 , -0.881408}},
5296 {{-0.014317 , 0.833869 , 0.216099 },{ -0.319009 , 0.348357 , -0.881408}},
5297 {{-0.024945 , 0.828215 , 0.217711 },{ -0.319009 , 0.348357 , -0.881408}},
5298 {{-0.018341 , 0.842331 , 0.221090 },{ -0.312913 , 0.367706 , -0.875716}},
5299 {{-0.014317 , 0.833869 , 0.216099 },{ -0.312913 , 0.367706 , -0.875716}},
5300 {{-0.029173 , 0.836645 , 0.222573 },{ -0.312913 , 0.367706 , -0.875716}},
5301 {{-0.007312 , 0.845151 , 0.225808 },{ 0.197642 , 0.566035 , -0.800338}},
5302 {{-0.014317 , 0.833869 , 0.216099 },{ 0.197642 , 0.566035 , -0.800338}},
5303 {{-0.018341 , 0.842331 , 0.221090 },{ 0.197642 , 0.566035 , -0.800338}},
5304 {{-0.007312 , 0.845151 , 0.225808 },{ 0.215716 , 0.556531 , -0.802334}},
5305 {{-0.003484 , 0.836567 , 0.220883 },{ 0.215716 , 0.556531 , -0.802334}},
5306 {{-0.014317 , 0.833869 , 0.216099 },{ 0.215716 , 0.556531 , -0.802334}},
5307 {{-0.003484 , 0.836567 , 0.220883 },{ 0.215725 , 0.556511 , -0.802345}},
5308 {{0.000344 , 0.827984 , 0.215959 },{ 0.215725 , 0.556511 , -0.802345}},
5309 {{-0.014317 , 0.833869 , 0.216099 },{ 0.215725 , 0.556511 , -0.802345}},
5310 {{-0.014317 , 0.833869 , 0.216099 },{ 0.221866 , 0.571516 , -0.790029}},
5311 {{0.000344 , 0.827984 , 0.215959 },{ 0.221866 , 0.571516 , -0.790029}},
5312 {{-0.010294 , 0.825408 , 0.211108 },{ 0.221866 , 0.571516 , -0.790029}},
5313 {{-0.014317 , 0.833869 , 0.216099 },{ -0.336924 , 0.354358 , -0.872303}},
5314 {{-0.010294 , 0.825408 , 0.211108 },{ -0.336924 , 0.354358 , -0.872303}},
5315 {{-0.020718 , 0.819785 , 0.212850 },{ -0.336924 , 0.354358 , -0.872303}},
5316 {{-0.014317 , 0.833869 , 0.216099 },{ -0.318989 , 0.348313 , -0.881433}},
5317 {{-0.020718 , 0.819785 , 0.212850 },{ -0.318989 , 0.348313 , -0.881433}},
5318 {{-0.024945 , 0.828215 , 0.217711 },{ -0.318989 , 0.348313 , -0.881433}},
5319 {{0.049960 , 0.725794 , 0.182723 },{ 0.731513 , -0.645938 , 0.218294}},
5320 {{0.053492 , 0.740441 , 0.214228 },{ 0.731513 , -0.645938 , 0.218294}},
5321 {{0.041826 , 0.727194 , 0.214123 },{ 0.731513 , -0.645938 , 0.218294}},
5322 {{0.049960 , 0.725794 , 0.182723 },{ 0.884674 , -0.452729 , 0.111299}},
5323 {{0.058603 , 0.743007 , 0.184040 },{ 0.884674 , -0.452729 , 0.111299}},
5324 {{0.053492 , 0.740441 , 0.214228 },{ 0.884674 , -0.452729 , 0.111299}},
5325 {{0.057763 , 0.762803 , 0.183197 },{ 0.984089 , 0.049030 , 0.170780}},
5326 {{0.053492 , 0.740441 , 0.214228 },{ 0.984089 , 0.049030 , 0.170780}},
5327 {{0.058603 , 0.743007 , 0.184040 },{ 0.984089 , 0.049030 , 0.170780}},
5328 {{0.057763 , 0.762803 , 0.183197 },{ 0.982366 , -0.186970 , 0.000473}},
5329 {{0.056743 , 0.757512 , 0.210174 },{ 0.982366 , -0.186970 , 0.000473}},
5330 {{0.053492 , 0.740441 , 0.214228 },{ 0.982366 , -0.186970 , 0.000473}},
5331 {{0.056743 , 0.757512 , 0.210174 },{ 0.980125 , -0.158242 , 0.119645}},
5332 {{0.054202 , 0.754915 , 0.227555 },{ 0.980125 , -0.158242 , 0.119645}},
5333 {{0.053492 , 0.740441 , 0.214228 },{ 0.980125 , -0.158242 , 0.119645}},
5334 {{0.053492 , 0.740441 , 0.214228 },{ 0.918962 , -0.290563 , 0.266613}},
5335 {{0.054202 , 0.754915 , 0.227555 },{ 0.918962 , -0.290563 , 0.266613}},
5336 {{0.047905 , 0.739391 , 0.232341 },{ 0.918962 , -0.290563 , 0.266613}},
5337 {{0.053492 , 0.740441 , 0.214228 },{ 0.592054 , -0.794241 , 0.136581}},
5338 {{0.047905 , 0.739391 , 0.232341 },{ 0.592054 , -0.794241 , 0.136581}},
5339 {{0.033987 , 0.728786 , 0.231003 },{ 0.592054 , -0.794241 , 0.136581}},
5340 {{0.041826 , 0.727194 , 0.214123 },{ 0.692814 , -0.613136 , 0.379568}},
5341 {{0.053492 , 0.740441 , 0.214228 },{ 0.692814 , -0.613136 , 0.379568}},
5342 {{0.033987 , 0.728786 , 0.231003 },{ 0.692814 , -0.613136 , 0.379568}},
5343 {{-0.085467 , 0.535399 , -0.100846 },{ -0.665154 , 0.315451 , -0.676802}},
5344 {{-0.068588 , 0.525136 , -0.122218 },{ -0.665154 , 0.315451 , -0.676802}},
5345 {{-0.083250 , 0.484724 , -0.126644 },{ -0.665154 , 0.315451 , -0.676802}},
5346 {{-0.083250 , 0.484724 , -0.126644 },{ -0.746227 , 0.275795 , -0.605873}},
5347 {{-0.100100 , 0.507324 , -0.095603 },{ -0.746227 , 0.275795 , -0.605873}},
5348 {{-0.085467 , 0.535399 , -0.100846 },{ -0.746227 , 0.275795 , -0.605873}},
5349 {{0.027517 , 0.586899 , -0.102019 },{ 0.353999 , -0.750053 , -0.558664}},
5350 {{0.022365 , 0.581357 , -0.097843 },{ 0.353999 , -0.750053 , -0.558664}},
5351 {{-0.002596 , 0.583060 , -0.115946 },{ 0.353999 , -0.750053 , -0.558664}},
5352 {{0.027517 , 0.586899 , -0.102019 },{ 0.368401 , -0.709235 , -0.601055}},
5353 {{-0.002596 , 0.583060 , -0.115946 },{ 0.368401 , -0.709235 , -0.601055}},
5354 {{0.001287 , 0.588949 , -0.120515 },{ 0.368401 , -0.709235 , -0.601055}},
5355 {{0.031346 , 0.793123 , 0.244970 },{ 0.685936 , 0.155911 , 0.710763}},
5356 {{0.022686 , 0.781587 , 0.255858 },{ 0.685936 , 0.155911 , 0.710763}},
5357 {{0.032296 , 0.770453 , 0.249026 },{ 0.685936 , 0.155911 , 0.710763}},
5358 {{0.038107 , 0.783407 , 0.238086 },{ 0.797271 , 0.138525 , 0.587512}},
5359 {{0.031346 , 0.793123 , 0.244970 },{ 0.797271 , 0.138525 , 0.587512}},
5360 {{0.032296 , 0.770453 , 0.249026 },{ 0.797271 , 0.138525 , 0.587512}},
5361 {{0.036281 , 0.794544 , 0.223478 },{ 0.867527 , 0.441841 , 0.228415}},
5362 {{0.031346 , 0.793123 , 0.244970 },{ 0.867527 , 0.441841 , 0.228415}},
5363 {{0.038107 , 0.783407 , 0.238086 },{ 0.867527 , 0.441841 , 0.228415}},
5364 {{0.036281 , 0.794544 , 0.223478 },{ 0.947375 , 0.220464 , 0.232113}},
5365 {{0.032694 , 0.803403 , 0.229704 },{ 0.947375 , 0.220464 , 0.232113}},
5366 {{0.031346 , 0.793123 , 0.244970 },{ 0.947375 , 0.220464 , 0.232113}},
5367 {{0.081928 , 0.565713 , -0.009373 },{ 0.992426 , 0.039373 , 0.116361}},
5368 {{0.081279 , 0.571302 , -0.005729 },{ 0.992426 , 0.039373 , 0.116361}},
5369 {{0.079802 , 0.564765 , 0.009080 },{ 0.992426 , 0.039373 , 0.116361}},
5370 {{0.081279 , 0.571302 , -0.005729 },{ 0.838432 , 0.462762 , 0.287896}},
5371 {{0.075335 , 0.567890 , 0.017066 },{ 0.838432 , 0.462762 , 0.287896}},
5372 {{0.079802 , 0.564765 , 0.009080 },{ 0.838432 , 0.462762 , 0.287896}},
5373 {{0.074764 , 0.561499 , 0.014439 },{ 0.779370 , -0.296515 , 0.551962}},
5374 {{0.075335 , 0.567890 , 0.017066 },{ 0.779370 , -0.296515 , 0.551962}},
5375 {{0.060793 , 0.564481 , 0.035768 },{ 0.779370 , -0.296515 , 0.551962}},
5376 {{0.074764 , 0.561499 , 0.014439 },{ 0.779363 , -0.296518 , 0.551970}},
5377 {{0.079802 , 0.564765 , 0.009080 },{ 0.779363 , -0.296518 , 0.551970}},
5378 {{0.075335 , 0.567890 , 0.017066 },{ 0.779363 , -0.296518 , 0.551970}},
5379 {{0.080201 , 0.560087 , -0.009682 },{ 0.669988 , -0.716850 , 0.192981}},
5380 {{0.079802 , 0.564765 , 0.009080 },{ 0.669988 , -0.716850 , 0.192981}},
5381 {{0.074764 , 0.561499 , 0.014439 },{ 0.669988 , -0.716850 , 0.192981}},
5382 {{0.080201 , 0.560087 , -0.009682 },{ 0.950256 , -0.296875 , 0.094228}},
5383 {{0.081928 , 0.565713 , -0.009373 },{ 0.950256 , -0.296875 , 0.094228}},
5384 {{0.079802 , 0.564765 , 0.009080 },{ 0.950256 , -0.296875 , 0.094228}},
5385 {{-0.065068 , 0.576065 , 0.011349 },{ -0.846221 , -0.118862 , 0.519405}},
5386 {{-0.061984 , 0.558186 , 0.012282 },{ -0.846221 , -0.118862 , 0.519405}},
5387 {{-0.045337 , 0.573478 , 0.042903 },{ -0.846221 , -0.118862 , 0.519405}},
5388 {{-0.061984 , 0.558186 , 0.012282 },{ -0.763187 , -0.307360 , 0.568398}},
5389 {{-0.037904 , 0.557274 , 0.044121 },{ -0.763187 , -0.307360 , 0.568398}},
5390 {{-0.045337 , 0.573478 , 0.042903 },{ -0.763187 , -0.307360 , 0.568398}},
5391 {{-0.045337 , 0.573478 , 0.042903 },{ -0.567231 , -0.200149 , 0.798867}},
5392 {{-0.037904 , 0.557274 , 0.044121 },{ -0.567231 , -0.200149 , 0.798867}},
5393 {{-0.010619 , 0.557627 , 0.063583 },{ -0.567231 , -0.200149 , 0.798867}},
5394 {{-0.045337 , 0.573478 , 0.042903 },{ -0.595452 , -0.382417 , 0.706537}},
5395 {{-0.010619 , 0.557627 , 0.063583 },{ -0.595452 , -0.382417 , 0.706537}},
5396 {{-0.020074 , 0.571865 , 0.063321 },{ -0.595452 , -0.382417 , 0.706537}},
5397 {{-0.027032 , 0.598820 , 0.062944 },{ -0.627178 , -0.151210 , 0.764057}},
5398 {{-0.045337 , 0.573478 , 0.042903 },{ -0.627178 , -0.151210 , 0.764057}},
5399 {{-0.020074 , 0.571865 , 0.063321 },{ -0.627178 , -0.151210 , 0.764057}},
5400 {{-0.050559 , 0.601913 , 0.039366 },{ -0.710031 , -0.042967 , 0.702858}},
5401 {{-0.045337 , 0.573478 , 0.042903 },{ -0.710031 , -0.042967 , 0.702858}},
5402 {{-0.027032 , 0.598820 , 0.062944 },{ -0.710031 , -0.042967 , 0.702858}},
5403 {{-0.067396 , 0.604521 , 0.005910 },{ -0.891327 , -0.108949 , 0.440075}},
5404 {{-0.045337 , 0.573478 , 0.042903 },{ -0.891327 , -0.108949 , 0.440075}},
5405 {{-0.050559 , 0.601913 , 0.039366 },{ -0.891327 , -0.108949 , 0.440075}},
5406 {{-0.067396 , 0.604521 , 0.005910 },{ -0.846238 , 0.032419 , 0.531818}},
5407 {{-0.065068 , 0.576065 , 0.011349 },{ -0.846238 , 0.032419 , 0.531818}},
5408 {{-0.045337 , 0.573478 , 0.042903 },{ -0.846238 , 0.032419 , 0.531818}},
5409 {{0.047438 , 0.571597 , -0.069850 },{ 0.819107 , -0.065633 , -0.569874}},
5410 {{0.048184 , 0.578094 , -0.069526 },{ 0.819107 , -0.065633 , -0.569874}},
5411 {{0.069297 , 0.568271 , -0.038048 },{ 0.819107 , -0.065633 , -0.569874}},
5412 {{0.048184 , 0.578094 , -0.069526 },{ 0.833303 , 0.020794 , -0.552426}},
5413 {{0.070025 , 0.574723 , -0.036707 },{ 0.833303 , 0.020794 , -0.552426}},
5414 {{0.069297 , 0.568271 , -0.038048 },{ 0.833303 , 0.020794 , -0.552426}},
5415 {{0.069297 , 0.568271 , -0.038048 },{ 0.938128 , -0.034230 , -0.344593}},
5416 {{0.070025 , 0.574723 , -0.036707 },{ 0.938128 , -0.034230 , -0.344593}},
5417 {{0.081279 , 0.571302 , -0.005729 },{ 0.938128 , -0.034230 , -0.344593}},
5418 {{0.069297 , 0.568271 , -0.038048 },{ 0.873536 , 0.332945 , -0.355081}},
5419 {{0.081279 , 0.571302 , -0.005729 },{ 0.873536 , 0.332945 , -0.355081}},
5420 {{0.081928 , 0.565713 , -0.009373 },{ 0.873536 , 0.332945 , -0.355081}},
5421 {{0.069297 , 0.568271 , -0.038048 },{ 0.878424 , -0.247186 , -0.408986}},
5422 {{0.081928 , 0.565713 , -0.009373 },{ 0.878424 , -0.247186 , -0.408986}},
5423 {{0.080201 , 0.560087 , -0.009682 },{ 0.878424 , -0.247186 , -0.408986}},
5424 {{0.068570 , 0.561819 , -0.039388 },{ 0.930211 , -0.028824 , -0.365892}},
5425 {{0.069297 , 0.568271 , -0.038048 },{ 0.930211 , -0.028824 , -0.365892}},
5426 {{0.080201 , 0.560087 , -0.009682 },{ 0.930211 , -0.028824 , -0.365892}},
5427 {{0.046692 , 0.565100 , -0.070174 },{ 0.816217 , 0.027880 , -0.577072}},
5428 {{0.069297 , 0.568271 , -0.038048 },{ 0.816217 , 0.027880 , -0.577072}},
5429 {{0.068570 , 0.561819 , -0.039388 },{ 0.816217 , 0.027880 , -0.577072}},
5430 {{0.046692 , 0.565100 , -0.070174 },{ 0.819107 , -0.065633 , -0.569874}},
5431 {{0.047438 , 0.571597 , -0.069850 },{ 0.819107 , -0.065633 , -0.569874}},
5432 {{0.069297 , 0.568271 , -0.038048 },{ 0.819107 , -0.065633 , -0.569874}},
5433 {{-0.049003 , 0.651334 , 0.031134 },{ -0.801271 , -0.035317 , 0.597258}},
5434 {{-0.026612 , 0.645222 , 0.060812 },{ -0.801271 , -0.035317 , 0.597258}},
5435 {{-0.022828 , 0.705857 , 0.069474 },{ -0.801271 , -0.035317 , 0.597258}},
5436 {{-0.044452 , 0.703642 , 0.022061 },{ -0.902332 , 0.148683 , 0.404587}},
5437 {{-0.049003 , 0.651334 , 0.031134 },{ -0.902332 , 0.148683 , 0.404587}},
5438 {{-0.022828 , 0.705857 , 0.069474 },{ -0.902332 , 0.148683 , 0.404587}},
5439 {{-0.060303 , 0.705999 , -0.022883 },{ -0.931557 , 0.139304 , 0.335850}},
5440 {{-0.049003 , 0.651334 , 0.031134 },{ -0.931557 , 0.139304 , 0.335850}},
5441 {{-0.044452 , 0.703642 , 0.022061 },{ -0.931557 , 0.139304 , 0.335850}},
5442 {{-0.060303 , 0.705999 , -0.022883 },{ -0.887096 , 0.218433 , 0.406628}},
5443 {{-0.066048 , 0.655295 , -0.008179 },{ -0.887096 , 0.218433 , 0.406628}},
5444 {{-0.049003 , 0.651334 , 0.031134 },{ -0.887096 , 0.218433 , 0.406628}},
5445 {{-0.066048 , 0.655295 , -0.008179 },{ -0.903787 , 0.136546 , 0.405615}},
5446 {{-0.067396 , 0.604521 , 0.005910 },{ -0.903787 , 0.136546 , 0.405615}},
5447 {{-0.049003 , 0.651334 , 0.031134 },{ -0.903787 , 0.136546 , 0.405615}},
5448 {{-0.067396 , 0.604521 , 0.005910 },{ -0.885210 , 0.103418 , 0.453551}},
5449 {{-0.050559 , 0.601913 , 0.039366 },{ -0.885210 , 0.103418 , 0.453551}},
5450 {{-0.049003 , 0.651334 , 0.031134 },{ -0.885210 , 0.103418 , 0.453551}},
5451 {{-0.049003 , 0.651334 , 0.031134 },{ -0.691691 , 0.139797 , 0.708534}},
5452 {{-0.050559 , 0.601913 , 0.039366 },{ -0.691691 , 0.139797 , 0.708534}},
5453 {{-0.027032 , 0.598820 , 0.062944 },{ -0.691691 , 0.139797 , 0.708534}},
5454 {{-0.049003 , 0.651334 , 0.031134 },{ -0.794311 , 0.035056 , 0.606499}},
5455 {{-0.027032 , 0.598820 , 0.062944 },{ -0.794311 , 0.035056 , 0.606499}},
5456 {{-0.026612 , 0.645222 , 0.060812 },{ -0.794311 , 0.035056 , 0.606499}},
5457 {{-0.022561 , 0.823033 , 0.257492 },{ -0.383174 , 0.833762 , 0.397516}},
5458 {{-0.028688 , 0.826534 , 0.244243 },{ -0.383174 , 0.833762 , 0.397516}},
5459 {{-0.028752 , 0.822586 , 0.252462 },{ -0.383174 , 0.833762 , 0.397516}},
5460 {{-0.022561 , 0.823033 , 0.257492 },{ -0.383225 , 0.833731 , 0.397532}},
5461 {{-0.016134 , 0.831419 , 0.246100 },{ -0.383225 , 0.833731 , 0.397532}},
5462 {{-0.028688 , 0.826534 , 0.244243 },{ -0.383225 , 0.833731 , 0.397532}},
5463 {{-0.035333 , 0.818063 , 0.255602 },{ -0.383164 , 0.833725 , 0.397602}},
5464 {{-0.028688 , 0.826534 , 0.244243 },{ -0.383164 , 0.833725 , 0.397602}},
5465 {{-0.038431 , 0.822744 , 0.242801 },{ -0.383164 , 0.833725 , 0.397602}},
5466 {{-0.035333 , 0.818063 , 0.255602 },{ -0.383332 , 0.833703 , 0.397487}},
5467 {{-0.028752 , 0.822586 , 0.252462 },{ -0.383332 , 0.833703 , 0.397487}},
5468 {{-0.028688 , 0.826534 , 0.244243 },{ -0.383332 , 0.833703 , 0.397487}},
5469 {{-0.027790 , 0.816584 , 0.265976 },{ -0.383294 , 0.833691 , 0.397550}},
5470 {{-0.028752 , 0.822586 , 0.252462 },{ -0.383294 , 0.833691 , 0.397550}},
5471 {{-0.035333 , 0.818063 , 0.255602 },{ -0.383294 , 0.833691 , 0.397550}},
5472 {{-0.027790 , 0.816584 , 0.265976 },{ -0.383207 , 0.833726 , 0.397560}},
5473 {{-0.022561 , 0.823033 , 0.257492 },{ -0.383207 , 0.833726 , 0.397560}},
5474 {{-0.028752 , 0.822586 , 0.252462 },{ -0.383207 , 0.833726 , 0.397560}},
5475 {{-0.004779 , 0.835837 , 0.247781 },{ -0.383237 , 0.833723 , 0.397536}},
5476 {{-0.010906 , 0.839338 , 0.234532 },{ -0.383237 , 0.833723 , 0.397536}},
5477 {{-0.016134 , 0.831419 , 0.246100 },{ -0.383237 , 0.833723 , 0.397536}},
5478 {{-0.004779 , 0.835837 , 0.247781 },{ -0.383235 , 0.833724 , 0.397536}},
5479 {{-0.005042 , 0.839658 , 0.239514 },{ -0.383235 , 0.833724 , 0.397536}},
5480 {{-0.010906 , 0.839338 , 0.234532 },{ -0.383235 , 0.833724 , 0.397536}},
5481 {{-0.004779 , 0.835837 , 0.247781 },{ -0.383305 , 0.833697 , 0.397525}},
5482 {{0.000231 , 0.843672 , 0.236180 },{ -0.383305 , 0.833697 , 0.397525}},
5483 {{-0.005042 , 0.839658 , 0.239514 },{ -0.383305 , 0.833697 , 0.397525}},
5484 {{-0.004779 , 0.835837 , 0.247781 },{ -0.383253 , 0.833707 , 0.397555}},
5485 {{0.003329 , 0.838992 , 0.248981 },{ -0.383253 , 0.833707 , 0.397555}},
5486 {{0.000231 , 0.843672 , 0.236180 },{ -0.383253 , 0.833707 , 0.397555}},
5487 {{-0.005042 , 0.839658 , 0.239514 },{ -0.383281 , 0.833676 , 0.397593}},
5488 {{-0.007312 , 0.845151 , 0.225808 },{ -0.383281 , 0.833676 , 0.397593}},
5489 {{-0.010906 , 0.839338 , 0.234532 },{ -0.383281 , 0.833676 , 0.397593}},
5490 {{-0.005042 , 0.839658 , 0.239514 },{ -0.383255 , 0.833688 , 0.397593}},
5491 {{0.000231 , 0.843672 , 0.236180 },{ -0.383255 , 0.833688 , 0.397593}},
5492 {{-0.007312 , 0.845151 , 0.225808 },{ -0.383255 , 0.833688 , 0.397593}},
5493 {{-0.016134 , 0.831419 , 0.246100 },{ -0.383280 , 0.833689 , 0.397567}},
5494 {{-0.017424 , 0.838764 , 0.229454 },{ -0.383280 , 0.833689 , 0.397567}},
5495 {{-0.023351 , 0.834496 , 0.232690 },{ -0.383280 , 0.833689 , 0.397567}},
5496 {{-0.016134 , 0.831419 , 0.246100 },{ -0.383163 , 0.833737 , 0.397579}},
5497 {{-0.010906 , 0.839338 , 0.234532 },{ -0.383163 , 0.833737 , 0.397579}},
5498 {{-0.017424 , 0.838764 , 0.229454 },{ -0.383163 , 0.833737 , 0.397579}},
5499 {{-0.017424 , 0.838764 , 0.229454 },{ -0.383238 , 0.833708 , 0.397567}},
5500 {{-0.007312 , 0.845151 , 0.225808 },{ -0.383238 , 0.833708 , 0.397567}},
5501 {{-0.018341 , 0.842331 , 0.221090 },{ -0.383238 , 0.833708 , 0.397567}},
5502 {{-0.017424 , 0.838764 , 0.229454 },{ -0.383203 , 0.833692 , 0.397635}},
5503 {{-0.010906 , 0.839338 , 0.234532 },{ -0.383203 , 0.833692 , 0.397635}},
5504 {{-0.007312 , 0.845151 , 0.225808 },{ -0.383203 , 0.833692 , 0.397635}},
5505 {{-0.023351 , 0.834496 , 0.232690 },{ -0.383201 , 0.833705 , 0.397609}},
5506 {{-0.018341 , 0.842331 , 0.221090 },{ -0.383201 , 0.833705 , 0.397609}},
5507 {{-0.029173 , 0.836645 , 0.222573 },{ -0.383201 , 0.833705 , 0.397609}},
5508 {{-0.023351 , 0.834496 , 0.232690 },{ -0.383282 , 0.833689 , 0.397563}},
5509 {{-0.017424 , 0.838764 , 0.229454 },{ -0.383282 , 0.833689 , 0.397563}},
5510 {{-0.018341 , 0.842331 , 0.221090 },{ -0.383282 , 0.833689 , 0.397563}},
5511 {{-0.028688 , 0.826534 , 0.244243 },{ -0.383167 , 0.833735 , 0.397579}},
5512 {{-0.023351 , 0.834496 , 0.232690 },{ -0.383167 , 0.833735 , 0.397579}},
5513 {{-0.029279 , 0.830228 , 0.235927 },{ -0.383167 , 0.833735 , 0.397579}},
5514 {{-0.028688 , 0.826534 , 0.244243 },{ -0.383225 , 0.833724 , 0.397545}},
5515 {{-0.016134 , 0.831419 , 0.246100 },{ -0.383225 , 0.833724 , 0.397545}},
5516 {{-0.023351 , 0.834496 , 0.232690 },{ -0.383225 , 0.833724 , 0.397545}},
5517 {{-0.029279 , 0.830228 , 0.235927 },{ -0.383229 , 0.833707 , 0.397578}},
5518 {{-0.029173 , 0.836645 , 0.222573 },{ -0.383229 , 0.833707 , 0.397578}},
5519 {{-0.036123 , 0.829527 , 0.230800 },{ -0.383229 , 0.833707 , 0.397578}},
5520 {{-0.029279 , 0.830228 , 0.235927 },{ -0.383159 , 0.833733 , 0.397591}},
5521 {{-0.023351 , 0.834496 , 0.232690 },{ -0.383159 , 0.833733 , 0.397591}},
5522 {{-0.029173 , 0.836645 , 0.222573 },{ -0.383159 , 0.833733 , 0.397591}},
5523 {{-0.028688 , 0.826534 , 0.244243 },{ -0.383166 , 0.833750 , 0.397549}},
5524 {{-0.036123 , 0.829527 , 0.230800 },{ -0.383166 , 0.833750 , 0.397549}},
5525 {{-0.038431 , 0.822744 , 0.242801 },{ -0.383166 , 0.833750 , 0.397549}},
5526 {{-0.028688 , 0.826534 , 0.244243 },{ -0.383225 , 0.833711 , 0.397573}},
5527 {{-0.029279 , 0.830228 , 0.235927 },{ -0.383225 , 0.833711 , 0.397573}},
5528 {{-0.036123 , 0.829527 , 0.230800 },{ -0.383225 , 0.833711 , 0.397573}},
5529 {{-0.016371 , 0.823479 , 0.262522 },{ -0.383150 , 0.833741 , 0.397582}},
5530 {{-0.016134 , 0.831419 , 0.246100 },{ -0.383150 , 0.833741 , 0.397582}},
5531 {{-0.022561 , 0.823033 , 0.257492 },{ -0.383150 , 0.833741 , 0.397582}},
5532 {{-0.016371 , 0.823479 , 0.262522 },{ -0.383288 , 0.833690 , 0.397556}},
5533 {{-0.010116 , 0.827875 , 0.259334 },{ -0.383288 , 0.833690 , 0.397556}},
5534 {{-0.016134 , 0.831419 , 0.246100 },{ -0.383288 , 0.833690 , 0.397556}},
5535 {{-0.016761 , 0.819403 , 0.270693 },{ -0.383150 , 0.833733 , 0.397599}},
5536 {{-0.022561 , 0.823033 , 0.257492 },{ -0.383150 , 0.833733 , 0.397599}},
5537 {{-0.027790 , 0.816584 , 0.265976 },{ -0.383150 , 0.833733 , 0.397599}},
5538 {{-0.016761 , 0.819403 , 0.270693 },{ -0.383166 , 0.833724 , 0.397604}},
5539 {{-0.016371 , 0.823479 , 0.262522 },{ -0.383166 , 0.833724 , 0.397604}},
5540 {{-0.022561 , 0.823033 , 0.257492 },{ -0.383166 , 0.833724 , 0.397604}},
5541 {{-0.005930 , 0.825089 , 0.269210 },{ -0.383235 , 0.833699 , 0.397588}},
5542 {{-0.016371 , 0.823479 , 0.262522 },{ -0.383235 , 0.833699 , 0.397588}},
5543 {{-0.016761 , 0.819403 , 0.270693 },{ -0.383235 , 0.833699 , 0.397588}},
5544 {{-0.005930 , 0.825089 , 0.269210 },{ -0.383250 , 0.833679 , 0.397616}},
5545 {{-0.010116 , 0.827875 , 0.259334 },{ -0.383250 , 0.833679 , 0.397616}},
5546 {{-0.016371 , 0.823479 , 0.262522 },{ -0.383250 , 0.833679 , 0.397616}},
5547 {{-0.010116 , 0.827875 , 0.259334 },{ -0.383237 , 0.833721 , 0.397541}},
5548 {{-0.004779 , 0.835837 , 0.247781 },{ -0.383237 , 0.833721 , 0.397541}},
5549 {{-0.016134 , 0.831419 , 0.246100 },{ -0.383237 , 0.833721 , 0.397541}},
5550 {{-0.010116 , 0.827875 , 0.259334 },{ -0.383242 , 0.833720 , 0.397538}},
5551 {{-0.004516 , 0.832016 , 0.256048 },{ -0.383242 , 0.833720 , 0.397538}},
5552 {{-0.004779 , 0.835837 , 0.247781 },{ -0.383242 , 0.833720 , 0.397538}},
5553 {{-0.005930 , 0.825089 , 0.269210 },{ -0.383197 , 0.833710 , 0.397602}},
5554 {{-0.004516 , 0.832016 , 0.256048 },{ -0.383197 , 0.833710 , 0.397602}},
5555 {{-0.010116 , 0.827875 , 0.259334 },{ -0.383197 , 0.833710 , 0.397602}},
5556 {{-0.005930 , 0.825089 , 0.269210 },{ -0.383207 , 0.833707 , 0.397599}},
5557 {{0.001021 , 0.832208 , 0.260982 },{ -0.383207 , 0.833707 , 0.397599}},
5558 {{-0.004516 , 0.832016 , 0.256048 },{ -0.383207 , 0.833707 , 0.397599}},
5559 {{-0.004516 , 0.832016 , 0.256048 },{ -0.383253 , 0.833716 , 0.397536}},
5560 {{0.003329 , 0.838992 , 0.248981 },{ -0.383253 , 0.833716 , 0.397536}},
5561 {{-0.004779 , 0.835837 , 0.247781 },{ -0.383253 , 0.833716 , 0.397536}},
5562 {{-0.004516 , 0.832016 , 0.256048 },{ -0.383201 , 0.833713 , 0.397592}},
5563 {{0.001021 , 0.832208 , 0.260982 },{ -0.383201 , 0.833713 , 0.397592}},
5564 {{0.003329 , 0.838992 , 0.248981 },{ -0.383201 , 0.833713 , 0.397592}},
5565 {{0.048432 , 0.772756 , 0.202740 },{ 0.563343 , 0.824927 , 0.046261}},
5566 {{0.033535 , 0.783397 , 0.194397 },{ 0.563343 , 0.824927 , 0.046261}},
5567 {{0.035699 , 0.781296 , 0.205509 },{ 0.563343 , 0.824927 , 0.046261}},
5568 {{0.048436 , 0.769693 , 0.217431 },{ 0.573989 , 0.801657 , 0.166983}},
5569 {{0.048432 , 0.772756 , 0.202740 },{ 0.573989 , 0.801657 , 0.166983}},
5570 {{0.035699 , 0.781296 , 0.205509 },{ 0.573989 , 0.801657 , 0.166983}},
5571 {{0.048432 , 0.772756 , 0.202740 },{ 0.906864 , 0.412600 , 0.085777}},
5572 {{0.048436 , 0.769693 , 0.217431 },{ 0.906864 , 0.412600 , 0.085777}},
5573 {{0.054202 , 0.754915 , 0.227555 },{ 0.906864 , 0.412600 , 0.085777}},
5574 {{0.048432 , 0.772756 , 0.202740 },{ 0.815832 , 0.542484 , 0.200325}},
5575 {{0.054202 , 0.754915 , 0.227555 },{ 0.815832 , 0.542484 , 0.200325}},
5576 {{0.056743 , 0.757512 , 0.210174 },{ 0.815832 , 0.542484 , 0.200325}},
5577 {{0.057763 , 0.762803 , 0.183197 },{ 0.840943 , 0.524118 , 0.134591}},
5578 {{0.048432 , 0.772756 , 0.202740 },{ 0.840943 , 0.524118 , 0.134591}},
5579 {{0.056743 , 0.757512 , 0.210174 },{ 0.840943 , 0.524118 , 0.134591}},
5580 {{0.047023 , 0.778841 , 0.179557 },{ 0.816134 , 0.569180 , 0.099796}},
5581 {{0.048432 , 0.772756 , 0.202740 },{ 0.816134 , 0.569180 , 0.099796}},
5582 {{0.057763 , 0.762803 , 0.183197 },{ 0.816134 , 0.569180 , 0.099796}},
5583 {{0.048432 , 0.772756 , 0.202740 },{ 0.444863 , 0.872525 , 0.201984}},
5584 {{0.047023 , 0.778841 , 0.179557 },{ 0.444863 , 0.872525 , 0.201984}},
5585 {{0.030615 , 0.788254 , 0.175033 },{ 0.444863 , 0.872525 , 0.201984}},
5586 {{0.048432 , 0.772756 , 0.202740 },{ 0.526475 , 0.839990 , 0.131304}},
5587 {{0.030615 , 0.788254 , 0.175033 },{ 0.526475 , 0.839990 , 0.131304}},
5588 {{0.033535 , 0.783397 , 0.194397 },{ 0.526475 , 0.839990 , 0.131304}},
5589 {{0.024725 , 0.792641 , 0.202614 },{ 0.711388 , 0.591126 , -0.380126}},
5590 {{0.036949 , 0.786093 , 0.215308 },{ 0.711388 , 0.591126 , -0.380126}},
5591 {{0.035699 , 0.781296 , 0.205509 },{ 0.711388 , 0.591126 , -0.380126}},
5592 {{0.024725 , 0.792641 , 0.202614 },{ 0.588797 , 0.388704 , -0.708680}},
5593 {{0.035699 , 0.781296 , 0.205509 },{ 0.588797 , 0.388704 , -0.708680}},
5594 {{0.021292 , 0.784944 , 0.195540 },{ 0.588797 , 0.388704 , -0.708680}},
5595 {{0.024725 , 0.792641 , 0.202614 },{ 0.322230 , 0.558662 , -0.764241}},
5596 {{0.021292 , 0.784944 , 0.195540 },{ 0.322230 , 0.558662 , -0.764241}},
5597 {{0.006790 , 0.784377 , 0.189011 },{ 0.322230 , 0.558662 , -0.764241}},
5598 {{0.024725 , 0.792641 , 0.202614 },{ 0.483430 , 0.302808 , -0.821342}},
5599 {{0.006790 , 0.784377 , 0.189011 },{ 0.483430 , 0.302808 , -0.821342}},
5600 {{0.009990 , 0.792258 , 0.193800 },{ 0.483430 , 0.302808 , -0.821342}},
5601 {{0.027517 , 0.586899 , -0.102019 },{ 0.368381 , -0.709267 , -0.601029}},
5602 {{0.001287 , 0.588949 , -0.120515 },{ 0.368381 , -0.709267 , -0.601029}},
5603 {{0.005169 , 0.594837 , -0.125084 },{ 0.368381 , -0.709267 , -0.601029}},
5604 {{0.032669 , 0.592442 , -0.106196 },{ 0.332435 , -0.744895 , -0.578462}},
5605 {{0.027517 , 0.586899 , -0.102019 },{ 0.332435 , -0.744895 , -0.578462}},
5606 {{0.005169 , 0.594837 , -0.125084 },{ 0.332435 , -0.744895 , -0.578462}},
5607 {{0.032669 , 0.592442 , -0.106196 },{ 0.432275 , -0.763428 , -0.479912}},
5608 {{0.053746 , 0.583643 , -0.073214 },{ 0.432275 , -0.763428 , -0.479912}},
5609 {{0.027517 , 0.586899 , -0.102019 },{ 0.432275 , -0.763428 , -0.479912}},
5610 {{0.032669 , 0.592442 , -0.106196 },{ 0.437631 , -0.758958 , -0.482143}},
5611 {{0.059308 , 0.589193 , -0.076902 },{ 0.437631 , -0.758958 , -0.482143}},
5612 {{0.053746 , 0.583643 , -0.073214 },{ 0.437631 , -0.758958 , -0.482143}},
5613 {{-0.013390 , 0.758411 , 0.193035 },{ -0.952037 , -0.110916 , -0.285171}},
5614 {{-0.016935 , 0.756791 , 0.205500 },{ -0.952037 , -0.110916 , -0.285171}},
5615 {{-0.015532 , 0.769806 , 0.195754 },{ -0.952037 , -0.110916 , -0.285171}},
5616 {{-0.013390 , 0.758411 , 0.193035 },{ -0.829289 , -0.473148 , -0.297339}},
5617 {{-0.009173 , 0.745611 , 0.201642 },{ -0.829289 , -0.473148 , -0.297339}},
5618 {{-0.016935 , 0.756791 , 0.205500 },{ -0.829289 , -0.473148 , -0.297339}},
5619 {{-0.009173 , 0.745611 , 0.201642 },{ -0.777172 , -0.602385 , 0.182033}},
5620 {{0.000711 , 0.735803 , 0.211384 },{ -0.777172 , -0.602385 , 0.182033}},
5621 {{-0.016935 , 0.756791 , 0.205500 },{ -0.777172 , -0.602385 , 0.182033}},
5622 {{-0.016935 , 0.756791 , 0.205500 },{ -0.721826 , -0.662758 , -0.199296}},
5623 {{0.000711 , 0.735803 , 0.211384 },{ -0.721826 , -0.662758 , -0.199296}},
5624 {{-0.010427 , 0.745832 , 0.218373 },{ -0.721826 , -0.662758 , -0.199296}},
5625 {{0.027517 , 0.586899 , -0.102019 },{ 0.431158 , -0.763323 , -0.481083}},
5626 {{0.048184 , 0.578094 , -0.069526 },{ 0.431158 , -0.763323 , -0.481083}},
5627 {{0.022365 , 0.581357 , -0.097843 },{ 0.431158 , -0.763323 , -0.481083}},
5628 {{0.027517 , 0.586899 , -0.102019 },{ 0.436579 , -0.758821 , -0.483311}},
5629 {{0.053746 , 0.583643 , -0.073214 },{ 0.436579 , -0.758821 , -0.483311}},
5630 {{0.048184 , 0.578094 , -0.069526 },{ 0.436579 , -0.758821 , -0.483311}},
5631 {{-0.054302 , 0.733808 , -0.053926 },{ -0.003674 , 0.307591 , 0.951512}},
5632 {{-0.063250 , 0.721943 , -0.050125 },{ -0.003674 , 0.307591 , 0.951512}},
5633 {{-0.043401 , 0.732905 , -0.053592 },{ -0.003674 , 0.307591 , 0.951512}},
5634 {{-0.043401 , 0.732905 , -0.053592 },{ 0.035617 , 0.242163 , 0.969582}},
5635 {{-0.063250 , 0.721943 , -0.050125 },{ 0.035617 , 0.242163 , 0.969582}},
5636 {{-0.052434 , 0.721157 , -0.050326 },{ 0.035617 , 0.242163 , 0.969582}},
5637 {{0.065714 , 0.333411 , 0.146728 },{ 0.199083 , 0.352133 , 0.914532}},
5638 {{0.039510 , 0.310126 , 0.161398 },{ 0.199083 , 0.352133 , 0.914532}},
5639 {{0.066222 , 0.310921 , 0.155277 },{ 0.199083 , 0.352133 , 0.914532}},
5640 {{0.037719 , 0.333771 , 0.152160 },{ 0.181563 , 0.369760 , 0.911215}},
5641 {{0.039510 , 0.310126 , 0.161398 },{ 0.181563 , 0.369760 , 0.911215}},
5642 {{0.065714 , 0.333411 , 0.146728 },{ 0.181563 , 0.369760 , 0.911215}},
5643 {{0.039510 , 0.310126 , 0.161398 },{ -0.321853 , 0.324390 , 0.889484}},
5644 {{0.012582 , 0.327577 , 0.145290 },{ -0.321853 , 0.324390 , 0.889484}},
5645 {{0.015165 , 0.305607 , 0.154237 },{ -0.321853 , 0.324390 , 0.889484}},
5646 {{0.039510 , 0.310126 , 0.161398 },{ -0.322755 , 0.323123 , 0.889618}},
5647 {{0.037719 , 0.333771 , 0.152160 },{ -0.322755 , 0.323123 , 0.889618}},
5648 {{0.012582 , 0.327577 , 0.145290 },{ -0.322755 , 0.323123 , 0.889618}},
5649 {{0.039510 , 0.310126 , 0.161398 },{ -0.308660 , 0.184053 , 0.933195}},
5650 {{0.015165 , 0.305607 , 0.154237 },{ -0.308660 , 0.184053 , 0.933195}},
5651 {{0.017378 , 0.288657 , 0.158312 },{ -0.308660 , 0.184053 , 0.933195}},
5652 {{0.039510 , 0.310126 , 0.161398 },{ -0.330130 , 0.207976 , 0.920739}},
5653 {{0.017378 , 0.288657 , 0.158312 },{ -0.330130 , 0.207976 , 0.920739}},
5654 {{0.041176 , 0.291507 , 0.166201 },{ -0.330130 , 0.207976 , 0.920739}},
5655 {{0.039510 , 0.310126 , 0.161398 },{ 0.225489 , 0.262220 , 0.938294}},
5656 {{0.041176 , 0.291507 , 0.166201 },{ 0.225489 , 0.262220 , 0.938294}},
5657 {{0.066759 , 0.293711 , 0.159437 },{ 0.225489 , 0.262220 , 0.938294}},
5658 {{0.066222 , 0.310921 , 0.155277 },{ 0.210380 , 0.235892 , 0.948734}},
5659 {{0.039510 , 0.310126 , 0.161398 },{ 0.210380 , 0.235892 , 0.948734}},
5660 {{0.066759 , 0.293711 , 0.159437 },{ 0.210380 , 0.235892 , 0.948734}},
5661 {{0.022457 , 0.799436 , 0.086359 },{ -0.221701 , 0.959577 , 0.173383}},
5662 {{0.021654 , 0.802676 , 0.067401 },{ -0.221701 , 0.959577 , 0.173383}},
5663 {{-0.002146 , 0.794382 , 0.082871 },{ -0.221701 , 0.959577 , 0.173383}},
5664 {{0.021654 , 0.802676 , 0.067401 },{ -0.273973 , 0.957349 , 0.091770}},
5665 {{-0.006658 , 0.795226 , 0.060596 },{ -0.273973 , 0.957349 , 0.091770}},
5666 {{-0.002146 , 0.794382 , 0.082871 },{ -0.273973 , 0.957349 , 0.091770}},
5667 {{-0.002146 , 0.794382 , 0.082871 },{ -0.672541 , 0.721755 , 0.163577}},
5668 {{-0.006658 , 0.795226 , 0.060596 },{ -0.672541 , 0.721755 , 0.163577}},
5669 {{-0.027281 , 0.777527 , 0.053899 },{ -0.672541 , 0.721755 , 0.163577}},
5670 {{-0.002146 , 0.794382 , 0.082871 },{ -0.639949 , 0.760061 , 0.113015}},
5671 {{-0.027281 , 0.777527 , 0.053899 },{ -0.639949 , 0.760061 , 0.113015}},
5672 {{-0.019574 , 0.780390 , 0.078285 },{ -0.639949 , 0.760061 , 0.113015}},
5673 {{-0.002146 , 0.794382 , 0.082871 },{ -0.639341 , 0.676626 , 0.365267}},
5674 {{-0.019574 , 0.780390 , 0.078285 },{ -0.639341 , 0.676626 , 0.365267}},
5675 {{-0.011356 , 0.775732 , 0.101298 },{ -0.639341 , 0.676626 , 0.365267}},
5676 {{-0.002146 , 0.794382 , 0.082871 },{ -0.713823 , 0.637958 , 0.288904}},
5677 {{-0.011356 , 0.775732 , 0.101298 },{ -0.713823 , 0.637958 , 0.288904}},
5678 {{0.003748 , 0.791033 , 0.104829 },{ -0.713823 , 0.637958 , 0.288904}},
5679 {{0.024031 , 0.795039 , 0.105870 },{ -0.199715 , 0.959245 , 0.199908}},
5680 {{-0.002146 , 0.794382 , 0.082871 },{ -0.199715 , 0.959245 , 0.199908}},
5681 {{0.003748 , 0.791033 , 0.104829 },{ -0.199715 , 0.959245 , 0.199908}},
5682 {{0.024031 , 0.795039 , 0.105870 },{ -0.227141 , 0.945946 , 0.231504}},
5683 {{0.022457 , 0.799436 , 0.086359 },{ -0.227141 , 0.945946 , 0.231504}},
5684 {{-0.002146 , 0.794382 , 0.082871 },{ -0.227141 , 0.945946 , 0.231504}},
5685 {{0.102601 , 0.274089 , 0.115248 },{ 0.888521 , 0.114804 , 0.444241}},
5686 {{0.092390 , 0.252926 , 0.141140 },{ 0.888521 , 0.114804 , 0.444241}},
5687 {{0.103941 , 0.255979 , 0.117248 },{ 0.888521 , 0.114804 , 0.444241}},
5688 {{0.102601 , 0.274089 , 0.115248 },{ 0.895030 , 0.099945 , 0.434663}},
5689 {{0.091123 , 0.271148 , 0.139559 },{ 0.895030 , 0.099945 , 0.434663}},
5690 {{0.092390 , 0.252926 , 0.141140 },{ 0.895030 , 0.099945 , 0.434663}},
5691 {{0.091123 , 0.271148 , 0.139559 },{ 0.612657 , 0.110499 , 0.782586}},
5692 {{0.070207 , 0.265343 , 0.156753 },{ 0.612657 , 0.110499 , 0.782586}},
5693 {{0.092390 , 0.252926 , 0.141140 },{ 0.612657 , 0.110499 , 0.782586}},
5694 {{0.070207 , 0.265343 , 0.156753 },{ 0.605087 , 0.085727 , 0.791531}},
5695 {{0.072014 , 0.247298 , 0.157326 },{ 0.605087 , 0.085727 , 0.791531}},
5696 {{0.092390 , 0.252926 , 0.141140 },{ 0.605087 , 0.085727 , 0.791531}},
5697 {{-0.043401 , 0.732905 , -0.053592 },{ 0.098363 , 0.195627 , 0.975733}},
5698 {{-0.052434 , 0.721157 , -0.050326 },{ 0.098363 , 0.195627 , 0.975733}},
5699 {{-0.041230 , 0.720207 , -0.051265 },{ 0.098363 , 0.195627 , 0.975733}},
5700 {{-0.043401 , 0.732905 , -0.053592 },{ 0.051701 , 0.188560 , 0.980700}},
5701 {{-0.041230 , 0.720207 , -0.051265 },{ 0.051701 , 0.188560 , 0.980700}},
5702 {{-0.032167 , 0.731952 , -0.054001 },{ 0.051701 , 0.188560 , 0.980700}},
5703 {{-0.064903 , 0.251077 , -0.043146 },{ 0.130527 , -0.285771 , 0.949367}},
5704 {{-0.088992 , 0.224540 , -0.047822 },{ 0.130527 , -0.285771 , 0.949367}},
5705 {{-0.062354 , 0.232561 , -0.049070 },{ 0.130527 , -0.285771 , 0.949367}},
5706 {{-0.064903 , 0.251077 , -0.043146 },{ 0.188574 , -0.333914 , 0.923548}},
5707 {{-0.091573 , 0.242847 , -0.040676 },{ 0.188574 , -0.333914 , 0.923548}},
5708 {{-0.088992 , 0.224540 , -0.047822 },{ 0.188574 , -0.333914 , 0.923548}},
5709 {{0.073115 , 0.785273 , 0.063847 },{ 0.536511 , 0.819432 , 0.201711}},
5710 {{0.049760 , 0.794900 , 0.086858 },{ 0.536511 , 0.819432 , 0.201711}},
5711 {{0.072944 , 0.780477 , 0.083785 },{ 0.536511 , 0.819432 , 0.201711}},
5712 {{0.073115 , 0.785273 , 0.063847 },{ 0.575692 , 0.775240 , 0.259965}},
5713 {{0.049921 , 0.801131 , 0.067920 },{ 0.575692 , 0.775240 , 0.259965}},
5714 {{0.049760 , 0.794900 , 0.086858 },{ 0.575692 , 0.775240 , 0.259965}},
5715 {{0.049921 , 0.801131 , 0.067920 },{ 0.046119 , 0.948778 , 0.312560}},
5716 {{0.021654 , 0.802676 , 0.067401 },{ 0.046119 , 0.948778 , 0.312560}},
5717 {{0.049760 , 0.794900 , 0.086858 },{ 0.046119 , 0.948778 , 0.312560}},
5718 {{0.049760 , 0.794900 , 0.086858 },{ 0.158945 , 0.974274 , 0.159771}},
5719 {{0.021654 , 0.802676 , 0.067401 },{ 0.158945 , 0.974274 , 0.159771}},
5720 {{0.022457 , 0.799436 , 0.086359 },{ 0.158945 , 0.974274 , 0.159771}},
5721 {{0.049760 , 0.794900 , 0.086858 },{ 0.156760 , 0.966110 , 0.205078}},
5722 {{0.022457 , 0.799436 , 0.086359 },{ 0.156760 , 0.966110 , 0.205078}},
5723 {{0.024031 , 0.795039 , 0.105870 },{ 0.156760 , 0.966110 , 0.205078}},
5724 {{0.049760 , 0.794900 , 0.086858 },{ 0.262958 , 0.899363 , 0.349284}},
5725 {{0.024031 , 0.795039 , 0.105870 },{ 0.262958 , 0.899363 , 0.349284}},
5726 {{0.047795 , 0.787838 , 0.106521 },{ 0.262958 , 0.899363 , 0.349284}},
5727 {{0.069125 , 0.769801 , 0.103171 },{ 0.641147 , 0.699634 , 0.315346}},
5728 {{0.049760 , 0.794900 , 0.086858 },{ 0.641147 , 0.699634 , 0.315346}},
5729 {{0.047795 , 0.787838 , 0.106521 },{ 0.641147 , 0.699634 , 0.315346}},
5730 {{0.072944 , 0.780477 , 0.083785 },{ 0.506296 , 0.709356 , 0.490385}},
5731 {{0.049760 , 0.794900 , 0.086858 },{ 0.506296 , 0.709356 , 0.490385}},
5732 {{0.069125 , 0.769801 , 0.103171 },{ 0.506296 , 0.709356 , 0.490385}},
5733 {{0.089192 , 0.703433 , 0.061656 },{ 0.978159 , 0.015719 , 0.207261}},
5734 {{0.085192 , 0.755870 , 0.076557 },{ 0.978159 , 0.015719 , 0.207261}},
5735 {{0.082109 , 0.741301 , 0.092212 },{ 0.978159 , 0.015719 , 0.207261}},
5736 {{0.086211 , 0.749782 , 0.056874 },{ 0.997256 , 0.067318 , 0.030807}},
5737 {{0.085192 , 0.755870 , 0.076557 },{ 0.997256 , 0.067318 , 0.030807}},
5738 {{0.089192 , 0.703433 , 0.061656 },{ 0.997256 , 0.067318 , 0.030807}},
5739 {{0.086211 , 0.749782 , 0.056874 },{ 0.932358 , 0.356198 , -0.061904}},
5740 {{0.073115 , 0.785273 , 0.063847 },{ 0.932358 , 0.356198 , -0.061904}},
5741 {{0.085192 , 0.755870 , 0.076557 },{ 0.932358 , 0.356198 , -0.061904}},
5742 {{0.073115 , 0.785273 , 0.063847 },{ 0.902291 , 0.417349 , 0.108129}},
5743 {{0.072944 , 0.780477 , 0.083785 },{ 0.902291 , 0.417349 , 0.108129}},
5744 {{0.085192 , 0.755870 , 0.076557 },{ 0.902291 , 0.417349 , 0.108129}},
5745 {{0.085192 , 0.755870 , 0.076557 },{ 0.874438 , 0.331089 , 0.354595}},
5746 {{0.072944 , 0.780477 , 0.083785 },{ 0.874438 , 0.331089 , 0.354595}},
5747 {{0.069125 , 0.769801 , 0.103171 },{ 0.874438 , 0.331089 , 0.354595}},
5748 {{0.085192 , 0.755870 , 0.076557 },{ 0.881355 , 0.246554 , 0.403020}},
5749 {{0.069125 , 0.769801 , 0.103171 },{ 0.881355 , 0.246554 , 0.403020}},
5750 {{0.082109 , 0.741301 , 0.092212 },{ 0.881355 , 0.246554 , 0.403020}},
5751 {{0.045455 , 0.803295 , 0.034164 },{ 0.033698 , 0.999429 , -0.002343}},
5752 {{0.038677 , 0.803427 , -0.007001 },{ 0.033698 , 0.999429 , -0.002343}},
5753 {{0.020840 , 0.804031 , -0.005908 },{ 0.033698 , 0.999429 , -0.002343}},
5754 {{0.045455 , 0.803295 , 0.034164 },{ -0.031197 , 0.998809 , 0.037509}},
5755 {{0.020840 , 0.804031 , -0.005908 },{ -0.031197 , 0.998809 , 0.037509}},
5756 {{0.020899 , 0.802517 , 0.034456 },{ -0.031197 , 0.998809 , 0.037509}},
5757 {{0.045455 , 0.803295 , 0.034164 },{ -0.031714 , 0.999489 , -0.004096}},
5758 {{0.020899 , 0.802517 , 0.034456 },{ -0.031714 , 0.999489 , -0.004096}},
5759 {{0.021654 , 0.802676 , 0.067401 },{ -0.031714 , 0.999489 , -0.004096}},
5760 {{0.049921 , 0.801131 , 0.067920 },{ 0.053448 , 0.996952 , 0.056841}},
5761 {{0.045455 , 0.803295 , 0.034164 },{ 0.053448 , 0.996952 , 0.056841}},
5762 {{0.021654 , 0.802676 , 0.067401 },{ 0.053448 , 0.996952 , 0.056841}},
5763 {{0.073115 , 0.785273 , 0.063847 },{ 0.561724 , 0.827051 , -0.021297}},
5764 {{0.045455 , 0.803295 , 0.034164 },{ 0.561724 , 0.827051 , -0.021297}},
5765 {{0.049921 , 0.801131 , 0.067920 },{ 0.561724 , 0.827051 , -0.021297}},
5766 {{0.073115 , 0.785273 , 0.063847 },{ 0.621099 , 0.776336 , -0.107418}},
5767 {{0.064927 , 0.786877 , 0.028096 },{ 0.621099 , 0.776336 , -0.107418}},
5768 {{0.045455 , 0.803295 , 0.034164 },{ 0.621099 , 0.776336 , -0.107418}},
5769 {{0.064927 , 0.786877 , 0.028096 },{ 0.637650 , 0.769494 , -0.035798}},
5770 {{0.055639 , 0.792767 , -0.010737 },{ 0.637650 , 0.769494 , -0.035798}},
5771 {{0.045455 , 0.803295 , 0.034164 },{ 0.637650 , 0.769494 , -0.035798}},
5772 {{0.055639 , 0.792767 , -0.010737 },{ 0.517217 , 0.851876 , -0.082430}},
5773 {{0.038677 , 0.803427 , -0.007001 },{ 0.517217 , 0.851876 , -0.082430}},
5774 {{0.045455 , 0.803295 , 0.034164 },{ 0.517217 , 0.851876 , -0.082430}},
5775 {{-0.033324 , 0.764759 , -0.035436 },{ -0.680180 , 0.351344 , 0.643360}},
5776 {{-0.038698 , 0.750389 , -0.033270 },{ -0.680180 , 0.351344 , 0.643360}},
5777 {{-0.014216 , 0.779649 , -0.023366 },{ -0.680180 , 0.351344 , 0.643360}},
5778 {{-0.038698 , 0.750389 , -0.033270 },{ -0.783645 , 0.592541 , 0.186538}},
5779 {{-0.008382 , 0.782450 , -0.007755 },{ -0.783645 , 0.592541 , 0.186538}},
5780 {{-0.014216 , 0.779649 , -0.023366 },{ -0.783645 , 0.592541 , 0.186538}},
5781 {{0.020840 , 0.804031 , -0.005908 },{ -0.595441 , 0.799499 , 0.079070}},
5782 {{-0.014216 , 0.779649 , -0.023366 },{ -0.595441 , 0.799499 , 0.079070}},
5783 {{-0.008382 , 0.782450 , -0.007755 },{ -0.595441 , 0.799499 , 0.079070}},
5784 {{0.020840 , 0.804031 , -0.005908 },{ -0.463441 , 0.032263 , 0.885540}},
5785 {{-0.003317 , 0.793837 , -0.018179 },{ -0.463441 , 0.032263 , 0.885540}},
5786 {{-0.014216 , 0.779649 , -0.023366 },{ -0.463441 , 0.032263 , 0.885540}},
5787 {{-0.014216 , 0.779649 , -0.023366 },{ -0.637750 , 0.220069 , 0.738136}},
5788 {{-0.030634 , 0.778243 , -0.037132 },{ -0.637750 , 0.220069 , 0.738136}},
5789 {{-0.033324 , 0.764759 , -0.035436 },{ -0.637750 , 0.220069 , 0.738136}},
5790 {{-0.014216 , 0.779649 , -0.023366 },{ -0.637752 , 0.220054 , 0.738139}},
5791 {{-0.003317 , 0.793837 , -0.018179 },{ -0.637752 , 0.220054 , 0.738139}},
5792 {{-0.030634 , 0.778243 , -0.037132 },{ -0.637752 , 0.220054 , 0.738139}},
5793 {{-0.038698 , 0.750389 , -0.033270 },{ -0.936639 , 0.348964 , 0.030513}},
5794 {{-0.040689 , 0.740737 , 0.016000 },{ -0.936639 , 0.348964 , 0.030513}},
5795 {{-0.030657 , 0.767659 , 0.016050 },{ -0.936639 , 0.348964 , 0.030513}},
5796 {{-0.038698 , 0.750389 , -0.033270 },{ -0.823153 , 0.562582 , 0.076947}},
5797 {{-0.049438 , 0.734250 , -0.030166 },{ -0.823153 , 0.562582 , 0.076947}},
5798 {{-0.040689 , 0.740737 , 0.016000 },{ -0.823153 , 0.562582 , 0.076947}},
5799 {{-0.049438 , 0.734250 , -0.030166 },{ -0.915906 , 0.383115 , 0.119742}},
5800 {{-0.060303 , 0.705999 , -0.022883 },{ -0.915906 , 0.383115 , 0.119742}},
5801 {{-0.040689 , 0.740737 , 0.016000 },{ -0.915906 , 0.383115 , 0.119742}},
5802 {{-0.060303 , 0.705999 , -0.022883 },{ -0.930028 , 0.149216 , 0.335831}},
5803 {{-0.044452 , 0.703642 , 0.022061 },{ -0.930028 , 0.149216 , 0.335831}},
5804 {{-0.040689 , 0.740737 , 0.016000 },{ -0.930028 , 0.149216 , 0.335831}},
5805 {{-0.040689 , 0.740737 , 0.016000 },{ -0.901257 , 0.157385 , 0.403690}},
5806 {{-0.044452 , 0.703642 , 0.022061 },{ -0.901257 , 0.157385 , 0.403690}},
5807 {{-0.022828 , 0.705857 , 0.069474 },{ -0.901257 , 0.157385 , 0.403690}},
5808 {{-0.040689 , 0.740737 , 0.016000 },{ -0.962849 , -0.131203 , 0.236023}},
5809 {{-0.022828 , 0.705857 , 0.069474 },{ -0.962849 , -0.131203 , 0.236023}},
5810 {{-0.032480 , 0.748324 , 0.053706 },{ -0.962849 , -0.131203 , 0.236023}},
5811 {{-0.040689 , 0.740737 , 0.016000 },{ -0.969258 , 0.171390 , 0.176532}},
5812 {{-0.032480 , 0.748324 , 0.053706 },{ -0.969258 , 0.171390 , 0.176532}},
5813 {{-0.027281 , 0.777527 , 0.053899 },{ -0.969258 , 0.171390 , 0.176532}},
5814 {{-0.040689 , 0.740737 , 0.016000 },{ -0.937026 , 0.349179 , -0.007458}},
5815 {{-0.027281 , 0.777527 , 0.053899 },{ -0.937026 , 0.349179 , -0.007458}},
5816 {{-0.030657 , 0.767659 , 0.016050 },{ -0.937026 , 0.349179 , -0.007458}},
5817 {{-0.007300 , 0.789445 , 0.025310 },{ -0.645688 , 0.750991 , -0.138205}},
5818 {{-0.030657 , 0.767659 , 0.016050 },{ -0.645688 , 0.750991 , -0.138205}},
5819 {{-0.027281 , 0.777527 , 0.053899 },{ -0.645688 , 0.750991 , -0.138205}},
5820 {{-0.006658 , 0.795226 , 0.060596 },{ -0.625145 , 0.771975 , -0.115099}},
5821 {{-0.007300 , 0.789445 , 0.025310 },{ -0.625145 , 0.771975 , -0.115099}},
5822 {{-0.027281 , 0.777527 , 0.053899 },{ -0.625145 , 0.771975 , -0.115099}},
5823 {{0.021654 , 0.802676 , 0.067401 },{ -0.216658 , 0.964025 , -0.153995}},
5824 {{-0.007300 , 0.789445 , 0.025310 },{ -0.216658 , 0.964025 , -0.153995}},
5825 {{-0.006658 , 0.795226 , 0.060596 },{ -0.216658 , 0.964025 , -0.153995}},
5826 {{0.021654 , 0.802676 , 0.067401 },{ -0.421978 , 0.906591 , 0.005296}},
5827 {{0.020899 , 0.802517 , 0.034456 },{ -0.421978 , 0.906591 , 0.005296}},
5828 {{-0.007300 , 0.789445 , 0.025310 },{ -0.421978 , 0.906591 , 0.005296}},
5829 {{0.020899 , 0.802517 , 0.034456 },{ -0.429502 , 0.902408 , 0.034475}},
5830 {{0.020840 , 0.804031 , -0.005908 },{ -0.429502 , 0.902408 , 0.034475}},
5831 {{-0.007300 , 0.789445 , 0.025310 },{ -0.429502 , 0.902408 , 0.034475}},
5832 {{0.020840 , 0.804031 , -0.005908 },{ -0.581174 , 0.799801 , -0.150183}},
5833 {{-0.008382 , 0.782450 , -0.007755 },{ -0.581174 , 0.799801 , -0.150183}},
5834 {{-0.007300 , 0.789445 , 0.025310 },{ -0.581174 , 0.799801 , -0.150183}},
5835 {{-0.007300 , 0.789445 , 0.025310 },{ -0.664748 , 0.734999 , -0.133739}},
5836 {{-0.008382 , 0.782450 , -0.007755 },{ -0.664748 , 0.734999 , -0.133739}},
5837 {{-0.038698 , 0.750389 , -0.033270 },{ -0.664748 , 0.734999 , -0.133739}},
5838 {{-0.007300 , 0.789445 , 0.025310 },{ -0.638835 , 0.752651 , -0.159396}},
5839 {{-0.038698 , 0.750389 , -0.033270 },{ -0.638835 , 0.752651 , -0.159396}},
5840 {{-0.030657 , 0.767659 , 0.016050 },{ -0.638835 , 0.752651 , -0.159396}},
5841 {{0.067463 , 0.788287 , -0.046496 },{ 0.965745 , 0.137989 , 0.219765}},
5842 {{0.067716 , 0.764965 , -0.032964 },{ 0.965745 , 0.137989 , 0.219765}},
5843 {{0.071219 , 0.756198 , -0.042853 },{ 0.965745 , 0.137989 , 0.219765}},
5844 {{0.067463 , 0.788287 , -0.046496 },{ 0.959791 , 0.148597 , 0.238159}},
5845 {{0.063350 , 0.791442 , -0.031889 },{ 0.959791 , 0.148597 , 0.238159}},
5846 {{0.067716 , 0.764965 , -0.032964 },{ 0.959791 , 0.148597 , 0.238159}},
5847 {{0.067716 , 0.764965 , -0.032964 },{ 0.933009 , 0.140398 , 0.331336}},
5848 {{0.063350 , 0.791442 , -0.031889 },{ 0.933009 , 0.140398 , 0.331336}},
5849 {{0.055639 , 0.792767 , -0.010737 },{ 0.933009 , 0.140398 , 0.331336}},
5850 {{0.067716 , 0.764965 , -0.032964 },{ 0.944741 , 0.293256 , 0.146512}},
5851 {{0.055639 , 0.792767 , -0.010737 },{ 0.944741 , 0.293256 , 0.146512}},
5852 {{0.068827 , 0.752965 , -0.016109 },{ 0.944741 , 0.293256 , 0.146512}},
5853 {{0.074613 , 0.710426 , -0.039274 },{ 0.992171 , 0.122912 , 0.022109}},
5854 {{0.067716 , 0.764965 , -0.032964 },{ 0.992171 , 0.122912 , 0.022109}},
5855 {{0.068827 , 0.752965 , -0.016109 },{ 0.992171 , 0.122912 , 0.022109}},
5856 {{0.071219 , 0.756198 , -0.042853 },{ 0.961423 , 0.091572 , 0.259385}},
5857 {{0.067716 , 0.764965 , -0.032964 },{ 0.961423 , 0.091572 , 0.259385}},
5858 {{0.074613 , 0.710426 , -0.039274 },{ 0.961423 , 0.091572 , 0.259385}},
5859 {{-0.091573 , 0.242847 , -0.040676 },{ -0.197028 , -0.380475 , 0.903559}},
5860 {{-0.118094 , 0.236858 , -0.048981 },{ -0.197028 , -0.380475 , 0.903559}},
5861 {{-0.088992 , 0.224540 , -0.047822 },{ -0.197028 , -0.380475 , 0.903559}},
5862 {{-0.118094 , 0.236858 , -0.048981 },{ -0.227486 , -0.456519 , 0.860140}},
5863 {{-0.115165 , 0.219504 , -0.057417 },{ -0.227486 , -0.456519 , 0.860140}},
5864 {{-0.088992 , 0.224540 , -0.047822 },{ -0.227486 , -0.456519 , 0.860140}},
5865 {{0.011869 , 0.645695 , -0.136569 },{ 0.295377 , -0.284763 , -0.911955}},
5866 {{0.038336 , 0.640800 , -0.126468 },{ 0.295377 , -0.284763 , -0.911955}},
5867 {{-0.002943 , 0.621950 , -0.133952 },{ 0.295377 , -0.284763 , -0.911955}},
5868 {{0.038336 , 0.640800 , -0.126468 },{ 0.263471 , -0.202500 , -0.943174}},
5869 {{0.022657 , 0.617899 , -0.125931 },{ 0.263471 , -0.202500 , -0.943174}},
5870 {{-0.002943 , 0.621950 , -0.133952 },{ 0.263471 , -0.202500 , -0.943174}},
5871 {{0.083847 , 0.200409 , 0.059802 },{ 0.779029 , 0.244264 , -0.577450}},
5872 {{0.079538 , 0.223291 , 0.063668 },{ 0.779029 , 0.244264 , -0.577450}},
5873 {{0.101765 , 0.205837 , 0.086271 },{ 0.779029 , 0.244264 , -0.577450}},
5874 {{0.079538 , 0.223291 , 0.063668 },{ 0.760383 , 0.149980 , -0.631920}},
5875 {{0.098750 , 0.229461 , 0.088250 },{ 0.760383 , 0.149980 , -0.631920}},
5876 {{0.101765 , 0.205837 , 0.086271 },{ 0.760383 , 0.149980 , -0.631920}},
5877 {{0.101765 , 0.205837 , 0.086271 },{ 0.961165 , 0.142468 , -0.236358}},
5878 {{0.098750 , 0.229461 , 0.088250 },{ 0.961165 , 0.142468 , -0.236358}},
5879 {{0.105539 , 0.233642 , 0.118378 },{ 0.961165 , 0.142468 , -0.236358}},
5880 {{0.101765 , 0.205837 , 0.086271 },{ 0.982005 , 0.069486 , -0.175605}},
5881 {{0.105539 , 0.233642 , 0.118378 },{ 0.982005 , 0.069486 , -0.175605}},
5882 {{0.107255 , 0.209934 , 0.118593 },{ 0.982005 , 0.069486 , -0.175605}},
5883 {{0.020843 , 0.259008 , 0.066783 },{ -0.271214 , 0.007547 , -0.962490}},
5884 {{0.049814 , 0.239948 , 0.058470 },{ -0.271214 , 0.007547 , -0.962490}},
5885 {{0.024201 , 0.238759 , 0.065678 },{ -0.271214 , 0.007547 , -0.962490}},
5886 {{0.045869 , 0.259560 , 0.060499 },{ -0.244280 , 0.051046 , -0.968360}},
5887 {{0.049814 , 0.239948 , 0.058470 },{ -0.244280 , 0.051046 , -0.968360}},
5888 {{0.020843 , 0.259008 , 0.066783 },{ -0.244280 , 0.051046 , -0.968360}},
5889 {{0.071792 , 0.264162 , 0.068005 },{ 0.250454 , 0.149340 , -0.956541}},
5890 {{0.049814 , 0.239948 , 0.058470 },{ 0.250454 , 0.149340 , -0.956541}},
5891 {{0.045869 , 0.259560 , 0.060499 },{ 0.250454 , 0.149340 , -0.956541}},
5892 {{0.071792 , 0.264162 , 0.068005 },{ 0.262865 , 0.137465 , -0.954990}},
5893 {{0.075578 , 0.244216 , 0.066176 },{ 0.262865 , 0.137465 , -0.954990}},
5894 {{0.049814 , 0.239948 , 0.058470 },{ 0.262865 , 0.137465 , -0.954990}},
5895 {{-0.002943 , 0.621950 , -0.133952 },{ 0.257675 , -0.229864 , -0.938492}},
5896 {{0.022657 , 0.617899 , -0.125931 },{ 0.257675 , -0.229864 , -0.938492}},
5897 {{0.005169 , 0.594837 , -0.125084 },{ 0.257675 , -0.229864 , -0.938492}},
5898 {{-0.002943 , 0.621950 , -0.133952 },{ 0.126388 , -0.274015 , -0.953384}},
5899 {{0.005169 , 0.594837 , -0.125084 },{ 0.126388 , -0.274015 , -0.953384}},
5900 {{-0.019608 , 0.595722 , -0.128623 },{ 0.126388 , -0.274015 , -0.953384}},
5901 {{-0.002943 , 0.621950 , -0.133952 },{ -0.259001 , -0.031575 , -0.965361}},
5902 {{-0.019608 , 0.595722 , -0.128623 },{ -0.259001 , -0.031575 , -0.965361}},
5903 {{-0.036578 , 0.593703 , -0.124004 },{ -0.259001 , -0.031575 , -0.965361}},
5904 {{-0.028266 , 0.627625 , -0.128735 },{ -0.218701 , -0.082020 , -0.972339}},
5905 {{-0.002943 , 0.621950 , -0.133952 },{ -0.218701 , -0.082020 , -0.972339}},
5906 {{-0.036578 , 0.593703 , -0.124004 },{ -0.218701 , -0.082020 , -0.972339}},
5907 {{-0.027281 , 0.777527 , 0.053899 },{ -0.941177 , 0.197375 , 0.274279}},
5908 {{-0.025351 , 0.758112 , 0.074493 },{ -0.941177 , 0.197375 , 0.274279}},
5909 {{-0.019574 , 0.780390 , 0.078285 },{ -0.941177 , 0.197375 , 0.274279}},
5910 {{-0.032480 , 0.748324 , 0.053706 },{ -0.954047 , 0.168210 , 0.247990}},
5911 {{-0.025351 , 0.758112 , 0.074493 },{ -0.954047 , 0.168210 , 0.247990}},
5912 {{-0.027281 , 0.777527 , 0.053899 },{ -0.954047 , 0.168210 , 0.247990}},
5913 {{-0.032480 , 0.748324 , 0.053706 },{ -0.930914 , -0.079193 , 0.356551}},
5914 {{-0.022828 , 0.705857 , 0.069474 },{ -0.930914 , -0.079193 , 0.356551}},
5915 {{-0.025351 , 0.758112 , 0.074493 },{ -0.930914 , -0.079193 , 0.356551}},
5916 {{-0.022828 , 0.705857 , 0.069474 },{ -0.962266 , -0.071673 , 0.262502}},
5917 {{-0.019578 , 0.749046 , 0.093180 },{ -0.962266 , -0.071673 , 0.262502}},
5918 {{-0.025351 , 0.758112 , 0.074493 },{ -0.962266 , -0.071673 , 0.262502}},
5919 {{-0.025351 , 0.758112 , 0.074493 },{ -0.915017 , 0.170730 , 0.365507}},
5920 {{-0.019578 , 0.749046 , 0.093180 },{ -0.915017 , 0.170730 , 0.365507}},
5921 {{-0.011356 , 0.775732 , 0.101298 },{ -0.915017 , 0.170730 , 0.365507}},
5922 {{-0.025351 , 0.758112 , 0.074493 },{ -0.915312 , 0.175665 , 0.362417}},
5923 {{-0.011356 , 0.775732 , 0.101298 },{ -0.915312 , 0.175665 , 0.362417}},
5924 {{-0.019574 , 0.780390 , 0.078285 },{ -0.915312 , 0.175665 , 0.362417}},
5925 {{0.045884 , 0.817858 , -0.019282 },{ 0.531626 , 0.274992 , 0.801095}},
5926 {{0.032670 , 0.810692 , -0.008053 },{ 0.531626 , 0.274992 , 0.801095}},
5927 {{0.049039 , 0.808324 , -0.018103 },{ 0.531626 , 0.274992 , 0.801095}},
5928 {{0.026664 , 0.817957 , -0.009106 },{ 0.417584 , 0.458886 , 0.784250}},
5929 {{0.032670 , 0.810692 , -0.008053 },{ 0.417584 , 0.458886 , 0.784250}},
5930 {{0.045884 , 0.817858 , -0.019282 },{ 0.417584 , 0.458886 , 0.784250}},
5931 {{0.026664 , 0.817957 , -0.009106 },{ 0.039960 , 0.175606 , 0.983649}},
5932 {{0.004597 , 0.813876 , -0.007481 },{ 0.039960 , 0.175606 , 0.983649}},
5933 {{0.032670 , 0.810692 , -0.008053 },{ 0.039960 , 0.175606 , 0.983649}},
5934 {{0.004597 , 0.813876 , -0.007481 },{ 0.046040 , 0.231344 , 0.971782}},
5935 {{0.012718 , 0.808954 , -0.006694 },{ 0.046040 , 0.231344 , 0.971782}},
5936 {{0.032670 , 0.810692 , -0.008053 },{ 0.046040 , 0.231344 , 0.971782}},
5937 {{0.032670 , 0.810692 , -0.008053 },{ 0.046060 , 0.231149 , 0.971828}},
5938 {{0.012718 , 0.808954 , -0.006694 },{ 0.046060 , 0.231149 , 0.971828}},
5939 {{0.020840 , 0.804031 , -0.005908 },{ 0.046060 , 0.231149 , 0.971828}},
5940 {{0.032670 , 0.810692 , -0.008053 },{ 0.066602 , 0.196717 , 0.978196}},
5941 {{0.020840 , 0.804031 , -0.005908 },{ 0.066602 , 0.196717 , 0.978196}},
5942 {{0.038677 , 0.803427 , -0.007001 },{ 0.066602 , 0.196717 , 0.978196}},
5943 {{0.032670 , 0.810692 , -0.008053 },{ 0.472201 , 0.495960 , 0.728731}},
5944 {{0.038677 , 0.803427 , -0.007001 },{ 0.472201 , 0.495960 , 0.728731}},
5945 {{0.055639 , 0.792767 , -0.010737 },{ 0.472201 , 0.495960 , 0.728731}},
5946 {{0.032670 , 0.810692 , -0.008053 },{ 0.497013 , 0.534517 , 0.683571}},
5947 {{0.055639 , 0.792767 , -0.010737 },{ 0.497013 , 0.534517 , 0.683571}},
5948 {{0.049039 , 0.808324 , -0.018103 },{ 0.497013 , 0.534517 , 0.683571}},
5949 {{0.055870 , 0.815666 , -0.049579 },{ 0.837772 , 0.532764 , 0.119585}},
5950 {{0.058902 , 0.807021 , -0.032306 },{ 0.837772 , 0.532764 , 0.119585}},
5951 {{0.062075 , 0.805657 , -0.048458 },{ 0.837772 , 0.532764 , 0.119585}},
5952 {{0.055870 , 0.815666 , -0.049579 },{ 0.911350 , 0.409185 , 0.044819}},
5953 {{0.054411 , 0.817151 , -0.033470 },{ 0.911350 , 0.409185 , 0.044819}},
5954 {{0.058902 , 0.807021 , -0.032306 },{ 0.911350 , 0.409185 , 0.044819}},
5955 {{0.054411 , 0.817151 , -0.033470 },{ 0.792827 , 0.403928 , 0.456363}},
5956 {{0.045884 , 0.817858 , -0.019282 },{ 0.792827 , 0.403928 , 0.456363}},
5957 {{0.058902 , 0.807021 , -0.032306 },{ 0.792827 , 0.403928 , 0.456363}},
5958 {{0.058902 , 0.807021 , -0.032306 },{ 0.790323 , 0.325709 , 0.518945}},
5959 {{0.045884 , 0.817858 , -0.019282 },{ 0.790323 , 0.325709 , 0.518945}},
5960 {{0.049039 , 0.808324 , -0.018103 },{ 0.790323 , 0.325709 , 0.518945}},
5961 {{0.058902 , 0.807021 , -0.032306 },{ 0.722532 , 0.521452 , 0.453911}},
5962 {{0.049039 , 0.808324 , -0.018103 },{ 0.722532 , 0.521452 , 0.453911}},
5963 {{0.055639 , 0.792767 , -0.010737 },{ 0.722532 , 0.521452 , 0.453911}},
5964 {{0.058902 , 0.807021 , -0.032306 },{ 0.910345 , 0.268348 , 0.315059}},
5965 {{0.055639 , 0.792767 , -0.010737 },{ 0.910345 , 0.268348 , 0.315059}},
5966 {{0.063350 , 0.791442 , -0.031889 },{ 0.910345 , 0.268348 , 0.315059}},
5967 {{0.067463 , 0.788287 , -0.046496 },{ 0.939600 , 0.273767 , 0.205438}},
5968 {{0.058902 , 0.807021 , -0.032306 },{ 0.939600 , 0.273767 , 0.205438}},
5969 {{0.063350 , 0.791442 , -0.031889 },{ 0.939600 , 0.273767 , 0.205438}},
5970 {{0.062075 , 0.805657 , -0.048458 },{ 0.937887 , 0.308789 , 0.158167}},
5971 {{0.058902 , 0.807021 , -0.032306 },{ 0.937887 , 0.308789 , 0.158167}},
5972 {{0.067463 , 0.788287 , -0.046496 },{ 0.937887 , 0.308789 , 0.158167}},
5973 {{0.004597 , 0.813876 , -0.007481 },{ -0.308217 , -0.368289 , 0.877135}},
5974 {{-0.007894 , 0.797941 , -0.018561 },{ -0.308217 , -0.368289 , 0.877135}},
5975 {{0.012718 , 0.808954 , -0.006694 },{ -0.308217 , -0.368289 , 0.877135}},
5976 {{0.004597 , 0.813876 , -0.007481 },{ -0.362780 , -0.323329 , 0.873985}},
5977 {{-0.012472 , 0.802045 , -0.018943 },{ -0.362780 , -0.323329 , 0.873985}},
5978 {{-0.007894 , 0.797941 , -0.018561 },{ -0.362780 , -0.323329 , 0.873985}},
5979 {{-0.012472 , 0.802045 , -0.018943 },{ -0.464128 , -0.446528 , 0.764982}},
5980 {{-0.027040 , 0.786338 , -0.036950 },{ -0.464128 , -0.446528 , 0.764982}},
5981 {{-0.007894 , 0.797941 , -0.018561 },{ -0.464128 , -0.446528 , 0.764982}},
5982 {{-0.028837 , 0.782291 , -0.037041 },{ -0.749964 , 0.319993 , 0.578929}},
5983 {{-0.007894 , 0.797941 , -0.018561 },{ -0.749964 , 0.319993 , 0.578929}},
5984 {{-0.027040 , 0.786338 , -0.036950 },{ -0.749964 , 0.319993 , 0.578929}},
5985 {{-0.030634 , 0.778243 , -0.037132 },{ -0.749953 , 0.319906 , 0.578991}},
5986 {{-0.007894 , 0.797941 , -0.018561 },{ -0.749953 , 0.319906 , 0.578991}},
5987 {{-0.028837 , 0.782291 , -0.037041 },{ -0.749953 , 0.319906 , 0.578991}},
5988 {{-0.007894 , 0.797941 , -0.018561 },{ -0.388328 , -0.353884 , 0.850863}},
5989 {{-0.030634 , 0.778243 , -0.037132 },{ -0.388328 , -0.353884 , 0.850863}},
5990 {{-0.003317 , 0.793837 , -0.018179 },{ -0.388328 , -0.353884 , 0.850863}},
5991 {{0.020840 , 0.804031 , -0.005908 },{ -0.333889 , -0.288852 , 0.897264}},
5992 {{-0.007894 , 0.797941 , -0.018561 },{ -0.333889 , -0.288852 , 0.897264}},
5993 {{-0.003317 , 0.793837 , -0.018179 },{ -0.333889 , -0.288852 , 0.897264}},
5994 {{0.012718 , 0.808954 , -0.006694 },{ -0.308165 , -0.368370 , 0.877119}},
5995 {{-0.007894 , 0.797941 , -0.018561 },{ -0.308165 , -0.368370 , 0.877119}},
5996 {{0.020840 , 0.804031 , -0.005908 },{ -0.308165 , -0.368370 , 0.877119}},
5997 {{0.002099 , 0.281342 , 0.081437 },{ -0.953235 , -0.165302 , -0.253018}},
5998 {{-0.006126 , 0.289331 , 0.107205 },{ -0.953235 , -0.165302 , -0.253018}},
5999 {{-0.006436 , 0.302228 , 0.099947 },{ -0.953235 , -0.165302 , -0.253018}},
6000 {{0.004012 , 0.286053 , 0.081133 },{ -0.733763 , 0.257387 , -0.628764}},
6001 {{0.002099 , 0.281342 , 0.081437 },{ -0.733763 , 0.257387 , -0.628764}},
6002 {{-0.006436 , 0.302228 , 0.099947 },{ -0.733763 , 0.257387 , -0.628764}},
6003 {{0.020850 , 0.279592 , 0.060123 },{ -0.716906 , 0.249097 , -0.651150}},
6004 {{0.002099 , 0.281342 , 0.081437 },{ -0.716906 , 0.249097 , -0.651150}},
6005 {{0.004012 , 0.286053 , 0.081133 },{ -0.716906 , 0.249097 , -0.651150}},
6006 {{0.020850 , 0.279592 , 0.060123 },{ -0.736533 , -0.253343 , -0.627165}},
6007 {{0.019934 , 0.276185 , 0.062575 },{ -0.736533 , -0.253343 , -0.627165}},
6008 {{0.002099 , 0.281342 , 0.081437 },{ -0.736533 , -0.253343 , -0.627165}},
6009 {{0.019934 , 0.276185 , 0.062575 },{ -0.736522 , -0.253521 , -0.627106}},
6010 {{0.019019 , 0.272778 , 0.065027 },{ -0.736522 , -0.253521 , -0.627106}},
6011 {{0.002099 , 0.281342 , 0.081437 },{ -0.736522 , -0.253521 , -0.627106}},
6012 {{0.002099 , 0.281342 , 0.081437 },{ -0.625730 , 0.205578 , -0.752463}},
6013 {{0.019019 , 0.272778 , 0.065027 },{ -0.625730 , 0.205578 , -0.752463}},
6014 {{0.000186 , 0.276632 , 0.081741 },{ -0.625730 , 0.205578 , -0.752463}},
6015 {{0.002099 , 0.281342 , 0.081437 },{ -0.885505 , 0.339157 , -0.317573}},
6016 {{0.000186 , 0.276632 , 0.081741 },{ -0.885505 , 0.339157 , -0.317573}},
6017 {{-0.007146 , 0.281705 , 0.107603 },{ -0.885505 , 0.339157 , -0.317573}},
6018 {{0.002099 , 0.281342 , 0.081437 },{ -0.936896 , 0.107958 , -0.332523}},
6019 {{-0.007146 , 0.281705 , 0.107603 },{ -0.936896 , 0.107958 , -0.332523}},
6020 {{-0.006126 , 0.289331 , 0.107205 },{ -0.936896 , 0.107958 , -0.332523}},
6021 {{0.065888 , 0.717089 , 0.128311 },{ 0.408493 , -0.875074 , 0.259574}},
6022 {{0.049960 , 0.725794 , 0.182723 },{ 0.408493 , -0.875074 , 0.259574}},
6023 {{0.044454 , 0.705877 , 0.124244 },{ 0.408493 , -0.875074 , 0.259574}},
6024 {{0.049960 , 0.725794 , 0.182723 },{ 0.373027 , -0.888434 , 0.267464}},
6025 {{0.032255 , 0.717504 , 0.179879 },{ 0.373027 , -0.888434 , 0.267464}},
6026 {{0.044454 , 0.705877 , 0.124244 },{ 0.373027 , -0.888434 , 0.267464}},
6027 {{0.044454 , 0.705877 , 0.124244 },{ -0.058290 , -0.979671 , 0.191957}},
6028 {{0.032255 , 0.717504 , 0.179879 },{ -0.058290 , -0.979671 , 0.191957}},
6029 {{0.011947 , 0.717990 , 0.176193 },{ -0.058290 , -0.979671 , 0.191957}},
6030 {{0.044454 , 0.705877 , 0.124244 },{ 0.022476 , -0.970428 , 0.240341}},
6031 {{0.011947 , 0.717990 , 0.176193 },{ 0.022476 , -0.970428 , 0.240341}},
6032 {{0.017602 , 0.704893 , 0.122782 },{ 0.022476 , -0.970428 , 0.240341}},
6033 {{0.044454 , 0.705877 , 0.124244 },{ 0.018939 , -0.955277 , 0.295105}},
6034 {{0.017602 , 0.704893 , 0.122782 },{ 0.018939 , -0.955277 , 0.295105}},
6035 {{0.024267 , 0.690137 , 0.074588 },{ 0.018939 , -0.955277 , 0.295105}},
6036 {{0.056839 , 0.689713 , 0.072804 },{ 0.004050 , -0.953721 , 0.300664}},
6037 {{0.044454 , 0.705877 , 0.124244 },{ 0.004050 , -0.953721 , 0.300664}},
6038 {{0.024267 , 0.690137 , 0.074588 },{ 0.004050 , -0.953721 , 0.300664}},
6039 {{0.089192 , 0.703433 , 0.061656 },{ 0.467317 , -0.805012 , 0.365474}},
6040 {{0.044454 , 0.705877 , 0.124244 },{ 0.467317 , -0.805012 , 0.365474}},
6041 {{0.056839 , 0.689713 , 0.072804 },{ 0.467317 , -0.805012 , 0.365474}},
6042 {{0.089192 , 0.703433 , 0.061656 },{ 0.392508 , -0.864373 , 0.314319}},
6043 {{0.065888 , 0.717089 , 0.128311 },{ 0.392508 , -0.864373 , 0.314319}},
6044 {{0.044454 , 0.705877 , 0.124244 },{ 0.392508 , -0.864373 , 0.314319}},
6045 {{-0.003484 , 0.836567 , 0.220883 },{ 0.719531 , 0.558038 , -0.413364}},
6046 {{-0.007312 , 0.845151 , 0.225808 },{ 0.719531 , 0.558038 , -0.413364}},
6047 {{0.003928 , 0.834896 , 0.231529 },{ 0.719531 , 0.558038 , -0.413364}},
6048 {{-0.007312 , 0.845151 , 0.225808 },{ 0.716615 , 0.537461 , -0.444521}},
6049 {{0.000231 , 0.843672 , 0.236180 },{ 0.716615 , 0.537461 , -0.444521}},
6050 {{0.003928 , 0.834896 , 0.231529 },{ 0.716615 , 0.537461 , -0.444521}},
6051 {{0.003928 , 0.834896 , 0.231529 },{ 0.906348 , 0.417216 , -0.066813}},
6052 {{0.000231 , 0.843672 , 0.236180 },{ 0.906348 , 0.417216 , -0.066813}},
6053 {{0.003329 , 0.838992 , 0.248981 },{ 0.906348 , 0.417216 , -0.066813}},
6054 {{0.003928 , 0.834896 , 0.231529 },{ 0.913652 , 0.401602 , -0.062898}},
6055 {{0.003329 , 0.838992 , 0.248981 },{ 0.913652 , 0.401602 , -0.062898}},
6056 {{0.006983 , 0.830011 , 0.244715 },{ 0.913652 , 0.401602 , -0.062898}},
6057 {{0.003928 , 0.834896 , 0.231529 },{ 0.913683 , 0.401525 , -0.062934}},
6058 {{0.006983 , 0.830011 , 0.244715 },{ 0.913683 , 0.401525 , -0.062934}},
6059 {{0.010636 , 0.821030 , 0.240450 },{ 0.913683 , 0.401525 , -0.062934}},
6060 {{0.007624 , 0.826121 , 0.226878 },{ 0.911028 , 0.409473 , -0.048584}},
6061 {{0.003928 , 0.834896 , 0.231529 },{ 0.911028 , 0.409473 , -0.048584}},
6062 {{0.010636 , 0.821030 , 0.240450 },{ 0.911028 , 0.409473 , -0.048584}},
6063 {{0.000344 , 0.827984 , 0.215959 },{ 0.744903 , 0.529137 , -0.406366}},
6064 {{0.003928 , 0.834896 , 0.231529 },{ 0.744903 , 0.529137 , -0.406366}},
6065 {{0.007624 , 0.826121 , 0.226878 },{ 0.744903 , 0.529137 , -0.406366}},
6066 {{0.000344 , 0.827984 , 0.215959 },{ 0.719526 , 0.558047 , -0.413359}},
6067 {{-0.003484 , 0.836567 , 0.220883 },{ 0.719526 , 0.558047 , -0.413359}},
6068 {{0.003928 , 0.834896 , 0.231529 },{ 0.719526 , 0.558047 , -0.413359}},
6069 {{-0.015563 , 0.728578 , 0.125932 },{ -0.998865 , -0.009302 , 0.046714}},
6070 {{-0.013089 , 0.744929 , 0.182089 },{ -0.998865 , -0.009302 , 0.046714}},
6071 {{-0.015535 , 0.752915 , 0.131377 },{ -0.998865 , -0.009302 , 0.046714}},
6072 {{-0.015535 , 0.752915 , 0.131377 },{ -0.997279 , 0.048286 , 0.055706}},
6073 {{-0.013089 , 0.744929 , 0.182089 },{ -0.997279 , 0.048286 , 0.055706}},
6074 {{-0.012356 , 0.763252 , 0.179329 },{ -0.997279 , 0.048286 , 0.055706}},
6075 {{-0.015535 , 0.752915 , 0.131377 },{ -0.870703 , 0.489482 , -0.047794}},
6076 {{-0.012356 , 0.763252 , 0.179329 },{ -0.870703 , 0.489482 , -0.047794}},
6077 {{-0.003252 , 0.779352 , 0.178362 },{ -0.870703 , 0.489482 , -0.047794}},
6078 {{-0.015535 , 0.752915 , 0.131377 },{ -0.934652 , 0.352581 , 0.045954}},
6079 {{-0.003252 , 0.779352 , 0.178362 },{ -0.934652 , 0.352581 , 0.045954}},
6080 {{-0.006470 , 0.776248 , 0.136727 },{ -0.934652 , 0.352581 , 0.045954}},
6081 {{-0.011356 , 0.775732 , 0.101298 },{ -0.934201 , 0.334519 , 0.123963}},
6082 {{-0.015535 , 0.752915 , 0.131377 },{ -0.934201 , 0.334519 , 0.123963}},
6083 {{-0.006470 , 0.776248 , 0.136727 },{ -0.934201 , 0.334519 , 0.123963}},
6084 {{-0.019578 , 0.749046 , 0.093180 },{ -0.959160 , 0.273049 , 0.073866}},
6085 {{-0.015535 , 0.752915 , 0.131377 },{ -0.959160 , 0.273049 , 0.073866}},
6086 {{-0.011356 , 0.775732 , 0.101298 },{ -0.959160 , 0.273049 , 0.073866}},
6087 {{-0.022828 , 0.705857 , 0.069474 },{ -0.994473 , 0.018062 , 0.103431}},
6088 {{-0.015535 , 0.752915 , 0.131377 },{ -0.994473 , 0.018062 , 0.103431}},
6089 {{-0.019578 , 0.749046 , 0.093180 },{ -0.994473 , 0.018062 , 0.103431}},
6090 {{-0.022828 , 0.705857 , 0.069474 },{ -0.989771 , -0.030064 , 0.139462}},
6091 {{-0.015563 , 0.728578 , 0.125932 },{ -0.989771 , -0.030064 , 0.139462}},
6092 {{-0.015535 , 0.752915 , 0.131377 },{ -0.989771 , -0.030064 , 0.139462}},
6093 {{-0.014641 , 0.653695 , -0.133306 },{ -0.214108 , -0.059057 , -0.975023}},
6094 {{-0.002943 , 0.621950 , -0.133952 },{ -0.214108 , -0.059057 , -0.975023}},
6095 {{-0.028266 , 0.627625 , -0.128735 },{ -0.214108 , -0.059057 , -0.975023}},
6096 {{-0.014641 , 0.653695 , -0.133306 },{ -0.130402 , -0.027885 , -0.991069}},
6097 {{0.011869 , 0.645695 , -0.136569 },{ -0.130402 , -0.027885 , -0.991069}},
6098 {{-0.002943 , 0.621950 , -0.133952 },{ -0.130402 , -0.027885 , -0.991069}},
6099 {{0.022977 , 0.664470 , -0.133762 },{ -0.064873 , 0.184990 , -0.980597}},
6100 {{0.011869 , 0.645695 , -0.136569 },{ -0.064873 , 0.184990 , -0.980597}},
6101 {{-0.014641 , 0.653695 , -0.133306 },{ -0.064873 , 0.184990 , -0.980597}},
6102 {{-0.005064 , 0.668464 , -0.128392 },{ -0.120819 , 0.383052 , -0.915791}},
6103 {{0.022977 , 0.664470 , -0.133762 },{ -0.120819 , 0.383052 , -0.915791}},
6104 {{-0.014641 , 0.653695 , -0.133306 },{ -0.120819 , 0.383052 , -0.915791}},
6105 {{-0.017674 , 0.781201 , 0.198474 },{ -0.779019 , -0.014371 , -0.626836}},
6106 {{-0.027009 , 0.782918 , 0.210036 },{ -0.779019 , -0.014371 , -0.626836}},
6107 {{-0.018551 , 0.794458 , 0.199260 },{ -0.779019 , -0.014371 , -0.626836}},
6108 {{-0.017674 , 0.781201 , 0.198474 },{ -0.781390 , -0.092857 , -0.617096}},
6109 {{-0.024698 , 0.767970 , 0.209359 },{ -0.781390 , -0.092857 , -0.617096}},
6110 {{-0.027009 , 0.782918 , 0.210036 },{ -0.781390 , -0.092857 , -0.617096}},
6111 {{-0.024698 , 0.767970 , 0.209359 },{ -0.981493 , -0.156725 , 0.110038}},
6112 {{-0.021588 , 0.757965 , 0.222849 },{ -0.981493 , -0.156725 , 0.110038}},
6113 {{-0.027009 , 0.782918 , 0.210036 },{ -0.981493 , -0.156725 , 0.110038}},
6114 {{-0.027009 , 0.782918 , 0.210036 },{ -0.885720 , -0.349379 , -0.305670}},
6115 {{-0.021588 , 0.757965 , 0.222849 },{ -0.885720 , -0.349379 , -0.305670}},
6116 {{-0.028190 , 0.772673 , 0.225168 },{ -0.885720 , -0.349379 , -0.305670}},
6117 {{-0.005064 , 0.668464 , -0.128392 },{ -0.229091 , -0.443104 , -0.866704}},
6118 {{0.012844 , 0.687479 , -0.142847 },{ -0.229091 , -0.443104 , -0.866704}},
6119 {{0.022977 , 0.664470 , -0.133762 },{ -0.229091 , -0.443104 , -0.866704}},
6120 {{-0.005064 , 0.668464 , -0.128392 },{ -0.230447 , -0.441987 , -0.866915}},
6121 {{-0.016453 , 0.686553 , -0.134587 },{ -0.230447 , -0.441987 , -0.866915}},
6122 {{0.012844 , 0.687479 , -0.142847 },{ -0.230447 , -0.441987 , -0.866915}},
6123 {{0.051394 , 0.697697 , -0.144468 },{ 0.052504 , -0.346658 , -0.936521}},
6124 {{0.022977 , 0.664470 , -0.133762 },{ 0.052504 , -0.346658 , -0.936521}},
6125 {{0.012844 , 0.687479 , -0.142847 },{ 0.052504 , -0.346658 , -0.936521}},
6126 {{0.051394 , 0.697697 , -0.144468 },{ 0.213482 , -0.460239 , -0.861746}},
6127 {{0.050397 , 0.663378 , -0.126386 },{ 0.213482 , -0.460239 , -0.861746}},
6128 {{0.022977 , 0.664470 , -0.133762 },{ 0.213482 , -0.460239 , -0.861746}},
6129 {{0.007955 , 0.771784 , 0.258559 },{ -0.139728 , -0.407063 , 0.902649}},
6130 {{-0.008186 , 0.766042 , 0.253471 },{ -0.139728 , -0.407063 , 0.902649}},
6131 {{0.002838 , 0.751623 , 0.248675 },{ -0.139728 , -0.407063 , 0.902649}},
6132 {{0.007955 , 0.771784 , 0.258559 },{ -0.019795 , -0.436057 , 0.899701}},
6133 {{0.002838 , 0.751623 , 0.248675 },{ -0.019795 , -0.436057 , 0.899701}},
6134 {{0.019036 , 0.758856 , 0.252537 },{ -0.019795 , -0.436057 , 0.899701}},
6135 {{0.007955 , 0.771784 , 0.258559 },{ 0.355747 , -0.126415 , 0.925993}},
6136 {{0.019036 , 0.758856 , 0.252537 },{ 0.355747 , -0.126415 , 0.925993}},
6137 {{0.032296 , 0.770453 , 0.249026 },{ 0.355747 , -0.126415 , 0.925993}},
6138 {{0.022686 , 0.781587 , 0.255858 },{ 0.339578 , -0.261335 , 0.903543}},
6139 {{0.007955 , 0.771784 , 0.258559 },{ 0.339578 , -0.261335 , 0.903543}},
6140 {{0.032296 , 0.770453 , 0.249026 },{ 0.339578 , -0.261335 , 0.903543}},
6141 {{0.046847 , 0.783176 , 0.142452 },{ 0.392247 , 0.918373 , 0.052281}},
6142 {{0.027099 , 0.791723 , 0.140476 },{ 0.392247 , 0.918373 , 0.052281}},
6143 {{0.030615 , 0.788254 , 0.175033 },{ 0.392247 , 0.918373 , 0.052281}},
6144 {{0.047023 , 0.778841 , 0.179557 },{ 0.474246 , 0.874701 , 0.099941}},
6145 {{0.046847 , 0.783176 , 0.142452 },{ 0.474246 , 0.874701 , 0.099941}},
6146 {{0.030615 , 0.788254 , 0.175033 },{ 0.474246 , 0.874701 , 0.099941}},
6147 {{0.046847 , 0.783176 , 0.142452 },{ 0.822723 , 0.565039 , 0.062110}},
6148 {{0.047023 , 0.778841 , 0.179557 },{ 0.822723 , 0.565039 , 0.062110}},
6149 {{0.057763 , 0.762803 , 0.183197 },{ 0.822723 , 0.565039 , 0.062110}},
6150 {{0.062978 , 0.765405 , 0.141919 },{ 0.735699 , 0.663762 , 0.134788}},
6151 {{0.046847 , 0.783176 , 0.142452 },{ 0.735699 , 0.663762 , 0.134788}},
6152 {{0.057763 , 0.762803 , 0.183197 },{ 0.735699 , 0.663762 , 0.134788}},
6153 {{0.069125 , 0.769801 , 0.103171 },{ 0.729753 , 0.656701 , 0.190273}},
6154 {{0.046847 , 0.783176 , 0.142452 },{ 0.729753 , 0.656701 , 0.190273}},
6155 {{0.062978 , 0.765405 , 0.141919 },{ 0.729753 , 0.656701 , 0.190273}},
6156 {{0.069125 , 0.769801 , 0.103171 },{ 0.651879 , 0.749634 , 0.114464}},
6157 {{0.047795 , 0.787838 , 0.106521 },{ 0.651879 , 0.749634 , 0.114464}},
6158 {{0.046847 , 0.783176 , 0.142452 },{ 0.651879 , 0.749634 , 0.114464}},
6159 {{0.047795 , 0.787838 , 0.106521 },{ 0.284229 , 0.949801 , 0.130735}},
6160 {{0.024031 , 0.795039 , 0.105870 },{ 0.284229 , 0.949801 , 0.130735}},
6161 {{0.046847 , 0.783176 , 0.142452 },{ 0.284229 , 0.949801 , 0.130735}},
6162 {{0.046847 , 0.783176 , 0.142452 },{ 0.392146 , 0.918361 , 0.053233}},
6163 {{0.024031 , 0.795039 , 0.105870 },{ 0.392146 , 0.918361 , 0.053233}},
6164 {{0.027099 , 0.791723 , 0.140476 },{ 0.392146 , 0.918361 , 0.053233}},
6165 {{0.022977 , 0.664470 , -0.133762 },{ 0.252626 , -0.131469 , -0.958591}},
6166 {{0.050397 , 0.663378 , -0.126386 },{ 0.252626 , -0.131469 , -0.958591}},
6167 {{0.038336 , 0.640800 , -0.126468 },{ 0.252626 , -0.131469 , -0.958591}},
6168 {{0.022977 , 0.664470 , -0.133762 },{ 0.345406 , -0.064379 , -0.936243}},
6169 {{0.038336 , 0.640800 , -0.126468 },{ 0.345406 , -0.064379 , -0.936243}},
6170 {{0.011869 , 0.645695 , -0.136569 },{ 0.345406 , -0.064379 , -0.936243}},
6171 {{0.046018 , 0.615029 , -0.098932 },{ 0.560994 , -0.066174 , -0.825171}},
6172 {{0.032669 , 0.592442 , -0.106196 },{ 0.560994 , -0.066174 , -0.825171}},
6173 {{0.005169 , 0.594837 , -0.125084 },{ 0.560994 , -0.066174 , -0.825171}},
6174 {{0.022657 , 0.617899 , -0.125931 },{ 0.628593 , -0.498587 , -0.596893}},
6175 {{0.046018 , 0.615029 , -0.098932 },{ 0.628593 , -0.498587 , -0.596893}},
6176 {{0.005169 , 0.594837 , -0.125084 },{ 0.628593 , -0.498587 , -0.596893}},
6177 {{0.002770 , 0.738668 , 0.231825 },{ -0.598348 , -0.782991 , 0.170015}},
6178 {{-0.010427 , 0.745832 , 0.218373 },{ -0.598348 , -0.782991 , 0.170015}},
6179 {{0.000711 , 0.735803 , 0.211384 },{ -0.598348 , -0.782991 , 0.170015}},
6180 {{0.016893 , 0.728768 , 0.222756 },{ -0.490550 , -0.854824 , 0.169225}},
6181 {{0.002770 , 0.738668 , 0.231825 },{ -0.490550 , -0.854824 , 0.169225}},
6182 {{0.000711 , 0.735803 , 0.211384 },{ -0.490550 , -0.854824 , 0.169225}},
6183 {{0.033987 , 0.728786 , 0.231003 },{ -0.246716 , -0.822059 , 0.513176}},
6184 {{0.002770 , 0.738668 , 0.231825 },{ -0.246716 , -0.822059 , 0.513176}},
6185 {{0.016893 , 0.728768 , 0.222756 },{ -0.246716 , -0.822059 , 0.513176}},
6186 {{0.033987 , 0.728786 , 0.231003 },{ -0.269739 , -0.883884 , 0.382085}},
6187 {{0.018944 , 0.738067 , 0.241853 },{ -0.269739 , -0.883884 , 0.382085}},
6188 {{0.002770 , 0.738668 , 0.231825 },{ -0.269739 , -0.883884 , 0.382085}},
6189 {{0.027099 , 0.791723 , 0.140476 },{ -0.136132 , 0.984955 , 0.106448}},
6190 {{0.024031 , 0.795039 , 0.105870 },{ -0.136132 , 0.984955 , 0.106448}},
6191 {{0.008534 , 0.789299 , 0.139163 },{ -0.136132 , 0.984955 , 0.106448}},
6192 {{0.024031 , 0.795039 , 0.105870 },{ -0.196982 , 0.977393 , 0.076821}},
6193 {{0.003748 , 0.791033 , 0.104829 },{ -0.196982 , 0.977393 , 0.076821}},
6194 {{0.008534 , 0.789299 , 0.139163 },{ -0.196982 , 0.977393 , 0.076821}},
6195 {{-0.011356 , 0.775732 , 0.101298 },{ -0.720556 , 0.680168 , 0.134794}},
6196 {{0.008534 , 0.789299 , 0.139163 },{ -0.720556 , 0.680168 , 0.134794}},
6197 {{0.003748 , 0.791033 , 0.104829 },{ -0.720556 , 0.680168 , 0.134794}},
6198 {{0.008534 , 0.789299 , 0.139163 },{ -0.661569 , 0.745564 , 0.080377}},
6199 {{-0.011356 , 0.775732 , 0.101298 },{ -0.661569 , 0.745564 , 0.080377}},
6200 {{-0.006470 , 0.776248 , 0.136727 },{ -0.661569 , 0.745564 , 0.080377}},
6201 {{0.008534 , 0.789299 , 0.139163 },{ -0.655768 , 0.754942 , -0.005599}},
6202 {{-0.006470 , 0.776248 , 0.136727 },{ -0.655768 , 0.754942 , -0.005599}},
6203 {{-0.003252 , 0.779352 , 0.178362 },{ -0.655768 , 0.754942 , -0.005599}},
6204 {{0.012766 , 0.788372 , 0.179686 },{ -0.493888 , 0.866589 , 0.071405}},
6205 {{0.008534 , 0.789299 , 0.139163 },{ -0.493888 , 0.866589 , 0.071405}},
6206 {{-0.003252 , 0.779352 , 0.178362 },{ -0.493888 , 0.866589 , 0.071405}},
6207 {{0.030615 , 0.788254 , 0.175033 },{ 0.012232 , 0.999692 , 0.021594}},
6208 {{0.008534 , 0.789299 , 0.139163 },{ 0.012232 , 0.999692 , 0.021594}},
6209 {{0.012766 , 0.788372 , 0.179686 },{ 0.012232 , 0.999692 , 0.021594}},
6210 {{0.030615 , 0.788254 , 0.175033 },{ -0.136477 , 0.984213 , 0.112686}},
6211 {{0.027099 , 0.791723 , 0.140476 },{ -0.136477 , 0.984213 , 0.112686}},
6212 {{0.008534 , 0.789299 , 0.139163 },{ -0.136477 , 0.984213 , 0.112686}},
6213 {{0.038336 , 0.640800 , -0.126468 },{ 0.647697 , -0.457723 , -0.609079}},
6214 {{0.046018 , 0.615029 , -0.098932 },{ 0.647697 , -0.457723 , -0.609079}},
6215 {{0.022657 , 0.617899 , -0.125931 },{ 0.647697 , -0.457723 , -0.609079}},
6216 {{0.038336 , 0.640800 , -0.126468 },{ 0.821339 , -0.283858 , -0.494800}},
6217 {{0.057686 , 0.638884 , -0.093249 },{ 0.821339 , -0.283858 , -0.494800}},
6218 {{0.046018 , 0.615029 , -0.098932 },{ 0.821339 , -0.283858 , -0.494800}},
6219 {{0.046018 , 0.615029 , -0.098932 },{ 0.878151 , -0.352468 , -0.323444}},
6220 {{0.057686 , 0.638884 , -0.093249 },{ 0.878151 , -0.352468 , -0.323444}},
6221 {{0.073461 , 0.638362 , -0.049851 },{ 0.878151 , -0.352468 , -0.323444}},
6222 {{0.046018 , 0.615029 , -0.098932 },{ 0.867555 , 0.024517 , -0.496737}},
6223 {{0.073461 , 0.638362 , -0.049851 },{ 0.867555 , 0.024517 , -0.496737}},
6224 {{0.067167 , 0.612864 , -0.062102 },{ 0.867555 , 0.024517 , -0.496737}},
6225 {{0.009990 , 0.792258 , 0.193800 },{ -0.238185 , 0.573160 , -0.784064}},
6226 {{0.006790 , 0.784377 , 0.189011 },{ -0.238185 , 0.573160 , -0.784064}},
6227 {{-0.004993 , 0.783137 , 0.191684 },{ -0.238185 , 0.573160 , -0.784064}},
6228 {{0.006790 , 0.784377 , 0.189011 },{ -0.241827 , 0.334427 , -0.910867}},
6229 {{-0.006420 , 0.773433 , 0.188500 },{ -0.241827 , 0.334427 , -0.910867}},
6230 {{-0.004993 , 0.783137 , 0.191684 },{ -0.241827 , 0.334427 , -0.910867}},
6231 {{-0.006420 , 0.773433 , 0.188500 },{ -0.860506 , 0.268577 , -0.432893}},
6232 {{-0.013390 , 0.758411 , 0.193035 },{ -0.860506 , 0.268577 , -0.432893}},
6233 {{-0.004993 , 0.783137 , 0.191684 },{ -0.860506 , 0.268577 , -0.432893}},
6234 {{-0.004993 , 0.783137 , 0.191684 },{ -0.482532 , 0.116437 , -0.868105}},
6235 {{-0.013390 , 0.758411 , 0.193035 },{ -0.482532 , 0.116437 , -0.868105}},
6236 {{-0.015532 , 0.769806 , 0.195754 },{ -0.482532 , 0.116437 , -0.868105}},
6237 {{-0.022828 , 0.705857 , 0.069474 },{ -0.724081 , -0.602529 , 0.335657}},
6238 {{-0.003461 , 0.712516 , 0.123206 },{ -0.724081 , -0.602529 , 0.335657}},
6239 {{-0.015563 , 0.728578 , 0.125932 },{ -0.724081 , -0.602529 , 0.335657}},
6240 {{0.000044 , 0.697154 , 0.077881 },{ -0.425578 , -0.866531 , 0.260784}},
6241 {{-0.003461 , 0.712516 , 0.123206 },{ -0.425578 , -0.866531 , 0.260784}},
6242 {{-0.022828 , 0.705857 , 0.069474 },{ -0.425578 , -0.866531 , 0.260784}},
6243 {{0.024267 , 0.690137 , 0.074588 },{ -0.228296 , -0.927301 , 0.296637}},
6244 {{-0.003461 , 0.712516 , 0.123206 },{ -0.228296 , -0.927301 , 0.296637}},
6245 {{0.000044 , 0.697154 , 0.077881 },{ -0.228296 , -0.927301 , 0.296637}},
6246 {{0.024267 , 0.690137 , 0.074588 },{ -0.326584 , -0.915455 , 0.235128}},
6247 {{0.017602 , 0.704893 , 0.122782 },{ -0.326584 , -0.915455 , 0.235128}},
6248 {{-0.003461 , 0.712516 , 0.123206 },{ -0.326584 , -0.915455 , 0.235128}},
6249 {{0.017602 , 0.704893 , 0.122782 },{ -0.330595 , -0.924118 , 0.191603}},
6250 {{0.011947 , 0.717990 , 0.176193 },{ -0.330595 , -0.924118 , 0.191603}},
6251 {{-0.003461 , 0.712516 , 0.123206 },{ -0.330595 , -0.924118 , 0.191603}},
6252 {{0.011947 , 0.717990 , 0.176193 },{ -0.464854 , -0.856668 , 0.223675}},
6253 {{-0.003992 , 0.729237 , 0.186143 },{ -0.464854 , -0.856668 , 0.223675}},
6254 {{-0.003461 , 0.712516 , 0.123206 },{ -0.464854 , -0.856668 , 0.223675}},
6255 {{-0.003461 , 0.712516 , 0.123206 },{ -0.872019 , -0.474838 , 0.118797}},
6256 {{-0.003992 , 0.729237 , 0.186143 },{ -0.872019 , -0.474838 , 0.118797}},
6257 {{-0.013089 , 0.744929 , 0.182089 },{ -0.872019 , -0.474838 , 0.118797}},
6258 {{-0.003461 , 0.712516 , 0.123206 },{ -0.763030 , -0.610796 , 0.211457}},
6259 {{-0.013089 , 0.744929 , 0.182089 },{ -0.763030 , -0.610796 , 0.211457}},
6260 {{-0.015563 , 0.728578 , 0.125932 },{ -0.763030 , -0.610796 , 0.211457}},
6261 {{0.089192 , 0.703433 , 0.061656 },{ 0.879117 , -0.301495 , 0.369127}},
6262 {{0.070694 , 0.740154 , 0.135704 },{ 0.879117 , -0.301495 , 0.369127}},
6263 {{0.065888 , 0.717089 , 0.128311 },{ 0.879117 , -0.301495 , 0.369127}},
6264 {{0.089192 , 0.703433 , 0.061656 },{ 0.967126 , -0.023427 , 0.253216}},
6265 {{0.082109 , 0.741301 , 0.092212 },{ 0.967126 , -0.023427 , 0.253216}},
6266 {{0.070694 , 0.740154 , 0.135704 },{ 0.967126 , -0.023427 , 0.253216}},
6267 {{0.082109 , 0.741301 , 0.092212 },{ 0.913976 , 0.320892 , 0.248346}},
6268 {{0.069125 , 0.769801 , 0.103171 },{ 0.913976 , 0.320892 , 0.248346}},
6269 {{0.070694 , 0.740154 , 0.135704 },{ 0.913976 , 0.320892 , 0.248346}},
6270 {{0.069125 , 0.769801 , 0.103171 },{ 0.952340 , 0.246929 , 0.179094}},
6271 {{0.062978 , 0.765405 , 0.141919 },{ 0.952340 , 0.246929 , 0.179094}},
6272 {{0.070694 , 0.740154 , 0.135704 },{ 0.952340 , 0.246929 , 0.179094}},
6273 {{0.070694 , 0.740154 , 0.135704 },{ 0.956244 , 0.258457 , 0.137102}},
6274 {{0.062978 , 0.765405 , 0.141919 },{ 0.956244 , 0.258457 , 0.137102}},
6275 {{0.057763 , 0.762803 , 0.183197 },{ 0.956244 , 0.258457 , 0.137102}},
6276 {{0.070694 , 0.740154 , 0.135704 },{ 0.969539 , 0.051339 , 0.239495}},
6277 {{0.057763 , 0.762803 , 0.183197 },{ 0.969539 , 0.051339 , 0.239495}},
6278 {{0.058603 , 0.743007 , 0.184040 },{ 0.969539 , 0.051339 , 0.239495}},
6279 {{0.070694 , 0.740154 , 0.135704 },{ 0.859654 , -0.450136 , 0.241606}},
6280 {{0.058603 , 0.743007 , 0.184040 },{ 0.859654 , -0.450136 , 0.241606}},
6281 {{0.049960 , 0.725794 , 0.182723 },{ 0.859654 , -0.450136 , 0.241606}},
6282 {{0.065888 , 0.717089 , 0.128311 },{ 0.905512 , -0.288432 , 0.311214}},
6283 {{0.070694 , 0.740154 , 0.135704 },{ 0.905512 , -0.288432 , 0.311214}},
6284 {{0.049960 , 0.725794 , 0.182723 },{ 0.905512 , -0.288432 , 0.311214}},
6285 {{0.046018 , 0.615029 , -0.098932 },{ 0.867545 , 0.022612 , -0.496844}},
6286 {{0.067167 , 0.612864 , -0.062102 },{ 0.867545 , 0.022612 , -0.496844}},
6287 {{0.059308 , 0.589193 , -0.076902 },{ 0.867545 , 0.022612 , -0.496844}},
6288 {{0.032669 , 0.592442 , -0.106196 },{ 0.712612 , -0.205423 , -0.670809}},
6289 {{0.046018 , 0.615029 , -0.098932 },{ 0.712612 , -0.205423 , -0.670809}},
6290 {{0.059308 , 0.589193 , -0.076902 },{ 0.712612 , -0.205423 , -0.670809}},
6291 {{0.023064 , 0.563908 , -0.100217 },{ 0.457084 , 0.580933 , -0.673492}},
6292 {{0.024737 , 0.559480 , -0.102901 },{ 0.457084 , 0.580933 , -0.673492}},
6293 {{-0.004033 , 0.562190 , -0.120089 },{ 0.457084 , 0.580933 , -0.673492}},
6294 {{-0.003493 , 0.566930 , -0.117751 },{ 0.547176 , 0.319301 , -0.773722}},
6295 {{0.023064 , 0.563908 , -0.100217 },{ 0.547176 , 0.319301 , -0.773722}},
6296 {{-0.004033 , 0.562190 , -0.120089 },{ 0.547176 , 0.319301 , -0.773722}},
6297 {{0.034386 , 0.746794 , 0.244454 },{ 0.201080 , -0.589066 , 0.782667}},
6298 {{0.018944 , 0.738067 , 0.241853 },{ 0.201080 , -0.589066 , 0.782667}},
6299 {{0.033987 , 0.728786 , 0.231003 },{ 0.201080 , -0.589066 , 0.782667}},
6300 {{0.034386 , 0.746794 , 0.244454 },{ 0.358075 , -0.563832 , 0.744228}},
6301 {{0.033987 , 0.728786 , 0.231003 },{ 0.358075 , -0.563832 , 0.744228}},
6302 {{0.047905 , 0.739391 , 0.232341 },{ 0.358075 , -0.563832 , 0.744228}},
6303 {{0.054202 , 0.754915 , 0.227555 },{ 0.656538 , -0.034003 , 0.753526}},
6304 {{0.034386 , 0.746794 , 0.244454 },{ 0.656538 , -0.034003 , 0.753526}},
6305 {{0.047905 , 0.739391 , 0.232341 },{ 0.656538 , -0.034003 , 0.753526}},
6306 {{0.054202 , 0.754915 , 0.227555 },{ 0.687060 , -0.291669 , 0.665491}},
6307 {{0.044427 , 0.760396 , 0.240049 },{ 0.687060 , -0.291669 , 0.665491}},
6308 {{0.034386 , 0.746794 , 0.244454 },{ 0.687060 , -0.291669 , 0.665491}},
6309 {{-0.002952 , 0.571670 , -0.115414 },{ 0.547202 , 0.319059 , -0.773803}},
6310 {{0.023064 , 0.563908 , -0.100217 },{ 0.547202 , 0.319059 , -0.773803}},
6311 {{-0.003493 , 0.566930 , -0.117751 },{ 0.547202 , 0.319059 , -0.773803}},
6312 {{-0.002952 , 0.571670 , -0.115414 },{ 0.533492 , 0.576634 , -0.618772}},
6313 {{0.021391 , 0.568336 , -0.097533 },{ 0.533492 , 0.576634 , -0.618772}},
6314 {{0.023064 , 0.563908 , -0.100217 },{ 0.533492 , 0.576634 , -0.618772}},
6315 {{0.023064 , 0.563908 , -0.100217 },{ 0.640044 , 0.560424 , -0.525612}},
6316 {{0.021391 , 0.568336 , -0.097533 },{ 0.640044 , 0.560424 , -0.525612}},
6317 {{0.046692 , 0.565100 , -0.070174 },{ 0.640044 , 0.560424 , -0.525612}},
6318 {{0.049273 , 0.560619 , -0.072910 },{ 0.591357 , 0.640098 , -0.490482}},
6319 {{0.023064 , 0.563908 , -0.100217 },{ 0.591357 , 0.640098 , -0.490482}},
6320 {{0.046692 , 0.565100 , -0.070174 },{ 0.591357 , 0.640098 , -0.490482}},
6321 {{0.054202 , 0.754915 , 0.227555 },{ 0.803805 , 0.367913 , 0.467480}},
6322 {{0.044399 , 0.774420 , 0.229060 },{ 0.803805 , 0.367913 , 0.467480}},
6323 {{0.044427 , 0.760396 , 0.240049 },{ 0.803805 , 0.367913 , 0.467480}},
6324 {{0.048436 , 0.769693 , 0.217431 },{ 0.889799 , 0.437078 , 0.131226}},
6325 {{0.044399 , 0.774420 , 0.229060 },{ 0.889799 , 0.437078 , 0.131226}},
6326 {{0.054202 , 0.754915 , 0.227555 },{ 0.889799 , 0.437078 , 0.131226}},
6327 {{0.048436 , 0.769693 , 0.217431 },{ 0.697171 , 0.715247 , -0.048718}},
6328 {{0.035699 , 0.781296 , 0.205509 },{ 0.697171 , 0.715247 , -0.048718}},
6329 {{0.044399 , 0.774420 , 0.229060 },{ 0.697171 , 0.715247 , -0.048718}},
6330 {{0.035699 , 0.781296 , 0.205509 },{ 0.923065 , 0.285656 , -0.257589}},
6331 {{0.036949 , 0.786093 , 0.215308 },{ 0.923065 , 0.285656 , -0.257589}},
6332 {{0.044399 , 0.774420 , 0.229060 },{ 0.923065 , 0.285656 , -0.257589}},
6333 {{0.033535 , 0.783397 , 0.194397 },{ 0.097564 , 0.968698 , 0.228266}},
6334 {{0.030615 , 0.788254 , 0.175033 },{ 0.097564 , 0.968698 , 0.228266}},
6335 {{0.017029 , 0.786658 , 0.187613 },{ 0.097564 , 0.968698 , 0.228266}},
6336 {{0.030615 , 0.788254 , 0.175033 },{ 0.054211 , 0.981602 , 0.183083}},
6337 {{0.012766 , 0.788372 , 0.179686 },{ 0.054211 , 0.981602 , 0.183083}},
6338 {{0.017029 , 0.786658 , 0.187613 },{ 0.054211 , 0.981602 , 0.183083}},
6339 {{0.017029 , 0.786658 , 0.187613 },{ -0.471236 , 0.775046 , 0.420999}},
6340 {{0.012766 , 0.788372 , 0.179686 },{ -0.471236 , 0.775046 , 0.420999}},
6341 {{-0.003252 , 0.779352 , 0.178362 },{ -0.471236 , 0.775046 , 0.420999}},
6342 {{0.017029 , 0.786658 , 0.187613 },{ -0.240678 , 0.945550 , -0.219109}},
6343 {{-0.003252 , 0.779352 , 0.178362 },{ -0.240678 , 0.945550 , -0.219109}},
6344 {{0.001769 , 0.781864 , 0.183687 },{ -0.240678 , 0.945550 , -0.219109}},
6345 {{0.017029 , 0.786658 , 0.187613 },{ -0.240592 , 0.945507 , -0.219391}},
6346 {{0.001769 , 0.781864 , 0.183687 },{ -0.240592 , 0.945507 , -0.219391}},
6347 {{0.006790 , 0.784377 , 0.189011 },{ -0.240592 , 0.945507 , -0.219391}},
6348 {{0.021292 , 0.784944 , 0.195540 },{ -0.169332 , 0.940552 , 0.294430}},
6349 {{0.017029 , 0.786658 , 0.187613 },{ -0.169332 , 0.940552 , 0.294430}},
6350 {{0.006790 , 0.784377 , 0.189011 },{ -0.169332 , 0.940552 , 0.294430}},
6351 {{0.035699 , 0.781296 , 0.205509 },{ 0.161516 , 0.978946 , 0.124809}},
6352 {{0.017029 , 0.786658 , 0.187613 },{ 0.161516 , 0.978946 , 0.124809}},
6353 {{0.021292 , 0.784944 , 0.195540 },{ 0.161516 , 0.978946 , 0.124809}},
6354 {{0.035699 , 0.781296 , 0.205509 },{ 0.127525 , 0.978808 , 0.160228}},
6355 {{0.033535 , 0.783397 , 0.194397 },{ 0.127525 , 0.978808 , 0.160228}},
6356 {{0.017029 , 0.786658 , 0.187613 },{ 0.127525 , 0.978808 , 0.160228}},
6357 {{-0.013089 , 0.744929 , 0.182089 },{ -0.904785 , -0.280460 , 0.320478}},
6358 {{-0.006582 , 0.737424 , 0.193892 },{ -0.904785 , -0.280460 , 0.320478}},
6359 {{-0.013240 , 0.751670 , 0.187562 },{ -0.904785 , -0.280460 , 0.320478}},
6360 {{-0.013089 , 0.744929 , 0.182089 },{ -0.869870 , -0.455159 , 0.190147}},
6361 {{-0.003992 , 0.729237 , 0.186143 },{ -0.869870 , -0.455159 , 0.190147}},
6362 {{-0.006582 , 0.737424 , 0.193892 },{ -0.869870 , -0.455159 , 0.190147}},
6363 {{-0.006582 , 0.737424 , 0.193892 },{ -0.040385 , -0.693559 , 0.719267}},
6364 {{-0.003992 , 0.729237 , 0.186143 },{ -0.040385 , -0.693559 , 0.719267}},
6365 {{0.011947 , 0.717990 , 0.176193 },{ -0.040385 , -0.693559 , 0.719267}},
6366 {{0.011947 , 0.717990 , 0.176193 },{ -0.636118 , -0.754325 , 0.162320}},
6367 {{0.007243 , 0.727408 , 0.201525 },{ -0.636118 , -0.754325 , 0.162320}},
6368 {{-0.006582 , 0.737424 , 0.193892 },{ -0.636118 , -0.754325 , 0.162320}},
6369 {{0.007243 , 0.727408 , 0.201525 },{ -0.644982 , -0.737406 , 0.200576}},
6370 {{0.000711 , 0.735803 , 0.211384 },{ -0.644982 , -0.737406 , 0.200576}},
6371 {{-0.006582 , 0.737424 , 0.193892 },{ -0.644982 , -0.737406 , 0.200576}},
6372 {{-0.006582 , 0.737424 , 0.193892 },{ -0.802071 , -0.524397 , 0.285812}},
6373 {{0.000711 , 0.735803 , 0.211384 },{ -0.802071 , -0.524397 , 0.285812}},
6374 {{-0.009173 , 0.745611 , 0.201642 },{ -0.802071 , -0.524397 , 0.285812}},
6375 {{-0.013390 , 0.758411 , 0.193035 },{ -0.951268 , -0.308272 , 0.007622}},
6376 {{-0.006582 , 0.737424 , 0.193892 },{ -0.951268 , -0.308272 , 0.007622}},
6377 {{-0.009173 , 0.745611 , 0.201642 },{ -0.951268 , -0.308272 , 0.007622}},
6378 {{-0.013240 , 0.751670 , 0.187562 },{ -0.904766 , -0.280408 , 0.320576}},
6379 {{-0.006582 , 0.737424 , 0.193892 },{ -0.904766 , -0.280408 , 0.320576}},
6380 {{-0.013390 , 0.758411 , 0.193035 },{ -0.904766 , -0.280408 , 0.320576}},
6381 {{0.024895 , 0.723424 , 0.209079 },{ -0.322674 , -0.905189 , 0.276613}},
6382 {{0.007243 , 0.727408 , 0.201525 },{ -0.322674 , -0.905189 , 0.276613}},
6383 {{0.011947 , 0.717990 , 0.176193 },{ -0.322674 , -0.905189 , 0.276613}},
6384 {{0.032255 , 0.717504 , 0.179879 },{ -0.056983 , -0.981168 , 0.184559}},
6385 {{0.024895 , 0.723424 , 0.209079 },{ -0.056983 , -0.981168 , 0.184559}},
6386 {{0.011947 , 0.717990 , 0.176193 },{ -0.056983 , -0.981168 , 0.184559}},
6387 {{0.049960 , 0.725794 , 0.182723 },{ 0.371493 , -0.887233 , 0.273514}},
6388 {{0.024895 , 0.723424 , 0.209079 },{ 0.371493 , -0.887233 , 0.273514}},
6389 {{0.032255 , 0.717504 , 0.179879 },{ 0.371493 , -0.887233 , 0.273514}},
6390 {{0.049960 , 0.725794 , 0.182723 },{ 0.189989 , -0.977391 , 0.092793}},
6391 {{0.041826 , 0.727194 , 0.214123 },{ 0.189989 , -0.977391 , 0.092793}},
6392 {{0.024895 , 0.723424 , 0.209079 },{ 0.189989 , -0.977391 , 0.092793}},
6393 {{0.041826 , 0.727194 , 0.214123 },{ 0.166063 , -0.971569 , 0.168753}},
6394 {{0.033987 , 0.728786 , 0.231003 },{ 0.166063 , -0.971569 , 0.168753}},
6395 {{0.024895 , 0.723424 , 0.209079 },{ 0.166063 , -0.971569 , 0.168753}},
6396 {{0.033987 , 0.728786 , 0.231003 },{ -0.138476 , -0.947232 , 0.289095}},
6397 {{0.016893 , 0.728768 , 0.222756 },{ -0.138476 , -0.947232 , 0.289095}},
6398 {{0.024895 , 0.723424 , 0.209079 },{ -0.138476 , -0.947232 , 0.289095}},
6399 {{0.024895 , 0.723424 , 0.209079 },{ -0.447446 , -0.890164 , 0.086028}},
6400 {{0.016893 , 0.728768 , 0.222756 },{ -0.447446 , -0.890164 , 0.086028}},
6401 {{0.000711 , 0.735803 , 0.211384 },{ -0.447446 , -0.890164 , 0.086028}},
6402 {{0.024895 , 0.723424 , 0.209079 },{ -0.374074 , -0.813663 , 0.444996}},
6403 {{0.000711 , 0.735803 , 0.211384 },{ -0.374074 , -0.813663 , 0.444996}},
6404 {{0.007243 , 0.727408 , 0.201525 },{ -0.374074 , -0.813663 , 0.444996}},
6405 {{-0.003252 , 0.779352 , 0.178362 },{ -0.707465 , 0.590325 , 0.388600}},
6406 {{-0.009388 , 0.768343 , 0.183915 },{ -0.707465 , 0.590325 , 0.388600}},
6407 {{0.001769 , 0.781864 , 0.183687 },{ -0.707465 , 0.590325 , 0.388600}},
6408 {{-0.003252 , 0.779352 , 0.178362 },{ -0.869952 , 0.492882 , 0.015870}},
6409 {{-0.012356 , 0.763252 , 0.179329 },{ -0.869952 , 0.492882 , 0.015870}},
6410 {{-0.009388 , 0.768343 , 0.183915 },{ -0.869952 , 0.492882 , 0.015870}},
6411 {{-0.012356 , 0.763252 , 0.179329 },{ -0.883688 , 0.104092 , 0.456356}},
6412 {{-0.013089 , 0.744929 , 0.182089 },{ -0.883688 , 0.104092 , 0.456356}},
6413 {{-0.009388 , 0.768343 , 0.183915 },{ -0.883688 , 0.104092 , 0.456356}},
6414 {{-0.013089 , 0.744929 , 0.182089 },{ -0.957000 , 0.169623 , -0.235327}},
6415 {{-0.013240 , 0.751670 , 0.187562 },{ -0.957000 , 0.169623 , -0.235327}},
6416 {{-0.009388 , 0.768343 , 0.183915 },{ -0.957000 , 0.169623 , -0.235327}},
6417 {{-0.009388 , 0.768343 , 0.183915 },{ -0.957026 , 0.169658 , -0.235195}},
6418 {{-0.013240 , 0.751670 , 0.187562 },{ -0.957026 , 0.169658 , -0.235195}},
6419 {{-0.013390 , 0.758411 , 0.193035 },{ -0.957026 , 0.169658 , -0.235195}},
6420 {{-0.009388 , 0.768343 , 0.183915 },{ -0.893094 , 0.441088 , 0.088455}},
6421 {{-0.013390 , 0.758411 , 0.193035 },{ -0.893094 , 0.441088 , 0.088455}},
6422 {{-0.006420 , 0.773433 , 0.188500 },{ -0.893094 , 0.441088 , 0.088455}},
6423 {{0.006790 , 0.784377 , 0.189011 },{ -0.570343 , 0.707888 , -0.416657}},
6424 {{-0.009388 , 0.768343 , 0.183915 },{ -0.570343 , 0.707888 , -0.416657}},
6425 {{-0.006420 , 0.773433 , 0.188500 },{ -0.570343 , 0.707888 , -0.416657}},
6426 {{0.001769 , 0.781864 , 0.183687 },{ -0.707476 , 0.590333 , 0.388568}},
6427 {{-0.009388 , 0.768343 , 0.183915 },{ -0.707476 , 0.590333 , 0.388568}},
6428 {{0.006790 , 0.784377 , 0.189011 },{ -0.707476 , 0.590333 , 0.388568}},
6429 {{0.066968 , 0.283595 , 0.061145 },{ 0.703494 , -0.207358 , -0.679779}},
6430 {{0.090425 , 0.289851 , 0.083512 },{ 0.703494 , -0.207358 , -0.679779}},
6431 {{0.068518 , 0.280553 , 0.063677 },{ 0.703494 , -0.207358 , -0.679779}},
6432 {{0.089137 , 0.294148 , 0.083166 },{ 0.663553 , 0.139714 , -0.734967}},
6433 {{0.090425 , 0.289851 , 0.083512 },{ 0.663553 , 0.139714 , -0.734967}},
6434 {{0.066968 , 0.283595 , 0.061145 },{ 0.663553 , 0.139714 , -0.734967}},
6435 {{0.089137 , 0.294148 , 0.083166 },{ 0.796125 , 0.192435 , -0.573719}},
6436 {{0.099933 , 0.314063 , 0.104827 },{ 0.796125 , 0.192435 , -0.573719}},
6437 {{0.090425 , 0.289851 , 0.083512 },{ 0.796125 , 0.192435 , -0.573719}},
6438 {{0.090425 , 0.289851 , 0.083512 },{ 0.942237 , -0.084738 , -0.324050}},
6439 {{0.099933 , 0.314063 , 0.104827 },{ 0.942237 , -0.084738 , -0.324050}},
6440 {{0.100355 , 0.300040 , 0.109721 },{ 0.942237 , -0.084738 , -0.324050}},
6441 {{0.090425 , 0.289851 , 0.083512 },{ 0.926557 , 0.054399 , -0.372200}},
6442 {{0.100355 , 0.300040 , 0.109721 },{ 0.926557 , 0.054399 , -0.372200}},
6443 {{0.100956 , 0.292588 , 0.110128 },{ 0.926557 , 0.054399 , -0.372200}},
6444 {{0.090425 , 0.289851 , 0.083512 },{ 0.894604 , 0.237684 , -0.378405}},
6445 {{0.100956 , 0.292588 , 0.110128 },{ 0.894604 , 0.237684 , -0.378405}},
6446 {{0.091713 , 0.285554 , 0.083858 },{ 0.894604 , 0.237684 , -0.378405}},
6447 {{0.090425 , 0.289851 , 0.083512 },{ 0.601269 , 0.116576 , -0.790497}},
6448 {{0.091713 , 0.285554 , 0.083858 },{ 0.601269 , 0.116576 , -0.790497}},
6449 {{0.070069 , 0.277511 , 0.066209 },{ 0.601269 , 0.116576 , -0.790497}},
6450 {{0.068518 , 0.280553 , 0.063677 },{ 0.703481 , -0.207190 , -0.679843}},
6451 {{0.090425 , 0.289851 , 0.083512 },{ 0.703481 , -0.207190 , -0.679843}},
6452 {{0.070069 , 0.277511 , 0.066209 },{ 0.703481 , -0.207190 , -0.679843}},
6453 {{-0.006015 , 0.274238 , 0.109889 },{ -0.932273 , -0.071197 , 0.354679}},
6454 {{-0.004029 , 0.262849 , 0.112823 },{ -0.932273 , -0.071197 , 0.354679}},
6455 {{0.004152 , 0.275175 , 0.136801 },{ -0.932273 , -0.071197 , 0.354679}},
6456 {{-0.004029 , 0.262849 , 0.112823 },{ -0.845563 , -0.299079 , 0.442239}},
6457 {{0.009073 , 0.262528 , 0.137657 },{ -0.845563 , -0.299079 , 0.442239}},
6458 {{0.004152 , 0.275175 , 0.136801 },{ -0.845563 , -0.299079 , 0.442239}},
6459 {{0.004152 , 0.275175 , 0.136801 },{ -0.634045 , -0.196080 , 0.748024}},
6460 {{0.009073 , 0.262528 , 0.137657 },{ -0.634045 , -0.196080 , 0.748024}},
6461 {{0.030898 , 0.261275 , 0.155828 },{ -0.634045 , -0.196080 , 0.748024}},
6462 {{0.004152 , 0.275175 , 0.136801 },{ -0.660600 , -0.412390 , 0.627329}},
6463 {{0.030898 , 0.261275 , 0.155828 },{ -0.660600 , -0.412390 , 0.627329}},
6464 {{0.023953 , 0.275158 , 0.157641 },{ -0.660600 , -0.412390 , 0.627329}},
6465 {{0.004152 , 0.275175 , 0.136801 },{ -0.676139 , -0.361248 , 0.642134}},
6466 {{0.023953 , 0.275158 , 0.157641 },{ -0.676139 , -0.361248 , 0.642134}},
6467 {{0.017378 , 0.288657 , 0.158312 },{ -0.676139 , -0.361248 , 0.642134}},
6468 {{-0.000190 , 0.285639 , 0.135856 },{ -0.745071 , -0.253448 , 0.616954}},
6469 {{0.004152 , 0.275175 , 0.136801 },{ -0.745071 , -0.253448 , 0.616954}},
6470 {{0.017378 , 0.288657 , 0.158312 },{ -0.745071 , -0.253448 , 0.616954}},
6471 {{-0.007146 , 0.281705 , 0.107603 },{ -0.897831 , -0.348211 , 0.269535}},
6472 {{0.004152 , 0.275175 , 0.136801 },{ -0.897831 , -0.348211 , 0.269535}},
6473 {{-0.000190 , 0.285639 , 0.135856 },{ -0.897831 , -0.348211 , 0.269535}},
6474 {{-0.007146 , 0.281705 , 0.107603 },{ -0.934575 , -0.033112 , 0.354223}},
6475 {{-0.006015 , 0.274238 , 0.109889 },{ -0.934575 , -0.033112 , 0.354223}},
6476 {{0.004152 , 0.275175 , 0.136801 },{ -0.934575 , -0.033112 , 0.354223}},
6477 {{0.099933 , 0.314063 , 0.104827 },{ 0.925977 , 0.148952 , 0.346957}},
6478 {{0.089396 , 0.307312 , 0.135847 },{ 0.925977 , 0.148952 , 0.346957}},
6479 {{0.100355 , 0.300040 , 0.109721 },{ 0.925977 , 0.148952 , 0.346957}},
6480 {{0.099933 , 0.314063 , 0.104827 },{ 0.930437 , 0.127078 , 0.343711}},
6481 {{0.089277 , 0.325783 , 0.129340 },{ 0.930437 , 0.127078 , 0.343711}},
6482 {{0.089396 , 0.307312 , 0.135847 },{ 0.930437 , 0.127078 , 0.343711}},
6483 {{0.065714 , 0.333411 , 0.146728 },{ 0.626527 , 0.262556 , 0.733844}},
6484 {{0.089396 , 0.307312 , 0.135847 },{ 0.626527 , 0.262556 , 0.733844}},
6485 {{0.089277 , 0.325783 , 0.129340 },{ 0.626527 , 0.262556 , 0.733844}},
6486 {{0.065714 , 0.333411 , 0.146728 },{ 0.641501 , 0.285192 , 0.712139}},
6487 {{0.066222 , 0.310921 , 0.155277 },{ 0.641501 , 0.285192 , 0.712139}},
6488 {{0.089396 , 0.307312 , 0.135847 },{ 0.641501 , 0.285192 , 0.712139}},
6489 {{0.066222 , 0.310921 , 0.155277 },{ 0.647693 , 0.198046 , 0.735712}},
6490 {{0.066759 , 0.293711 , 0.159437 },{ 0.647693 , 0.198046 , 0.735712}},
6491 {{0.089396 , 0.307312 , 0.135847 },{ 0.647693 , 0.198046 , 0.735712}},
6492 {{0.089396 , 0.307312 , 0.135847 },{ 0.674290 , 0.136488 , 0.725743}},
6493 {{0.066759 , 0.293711 , 0.159437 },{ 0.674290 , 0.136488 , 0.725743}},
6494 {{0.089682 , 0.294786 , 0.137937 },{ 0.674290 , 0.136488 , 0.725743}},
6495 {{0.100956 , 0.292588 , 0.110128 },{ 0.925824 , 0.082675 , 0.368802}},
6496 {{0.089396 , 0.307312 , 0.135847 },{ 0.925824 , 0.082675 , 0.368802}},
6497 {{0.089682 , 0.294786 , 0.137937 },{ 0.925824 , 0.082675 , 0.368802}},
6498 {{0.100355 , 0.300040 , 0.109721 },{ 0.927141 , 0.094578 , 0.362580}},
6499 {{0.089396 , 0.307312 , 0.135847 },{ 0.927141 , 0.094578 , 0.362580}},
6500 {{0.100956 , 0.292588 , 0.110128 },{ 0.927141 , 0.094578 , 0.362580}},
6501 {{0.070930 , 0.270836 , 0.067107 },{ 0.271252 , -0.093855 , -0.957921}},
6502 {{0.071792 , 0.264162 , 0.068005 },{ 0.271252 , -0.093855 , -0.957921}},
6503 {{0.044972 , 0.266361 , 0.060195 },{ 0.271252 , -0.093855 , -0.957921}},
6504 {{0.044972 , 0.266361 , 0.060195 },{ 0.279121 , -0.006108 , -0.960237}},
6505 {{0.071792 , 0.264162 , 0.068005 },{ 0.279121 , -0.006108 , -0.960237}},
6506 {{0.045869 , 0.259560 , 0.060499 },{ 0.279121 , -0.006108 , -0.960237}},
6507 {{0.044972 , 0.266361 , 0.060195 },{ -0.241293 , -0.075074 , -0.967544}},
6508 {{0.045869 , 0.259560 , 0.060499 },{ -0.241293 , -0.075074 , -0.967544}},
6509 {{0.020843 , 0.259008 , 0.066783 },{ -0.241293 , -0.075074 , -0.967544}},
6510 {{0.044972 , 0.266361 , 0.060195 },{ -0.217049 , -0.151721 , -0.964298}},
6511 {{0.020843 , 0.259008 , 0.066783 },{ -0.217049 , -0.151721 , -0.964298}},
6512 {{0.019931 , 0.265893 , 0.065905 },{ -0.217049 , -0.151721 , -0.964298}},
6513 {{0.019019 , 0.272778 , 0.065027 },{ -0.217049 , -0.151721 , -0.964298}},
6514 {{0.044972 , 0.266361 , 0.060195 },{ -0.217049 , -0.151721 , -0.964298}},
6515 {{0.019931 , 0.265893 , 0.065905 },{ -0.217049 , -0.151721 , -0.964298}},
6516 {{0.044076 , 0.273162 , 0.059891 },{ -0.199277 , -0.069945 , -0.977444}},
6517 {{0.044972 , 0.266361 , 0.060195 },{ -0.199277 , -0.069945 , -0.977444}},
6518 {{0.019019 , 0.272778 , 0.065027 },{ -0.199277 , -0.069945 , -0.977444}},
6519 {{0.070069 , 0.277511 , 0.066209 },{ 0.238074 , -0.012045 , -0.971172}},
6520 {{0.044972 , 0.266361 , 0.060195 },{ 0.238074 , -0.012045 , -0.971172}},
6521 {{0.044076 , 0.273162 , 0.059891 },{ 0.238074 , -0.012045 , -0.971172}},
6522 {{0.070069 , 0.277511 , 0.066209 },{ 0.271256 , -0.093881 , -0.957918}},
6523 {{0.070930 , 0.270836 , 0.067107 },{ 0.271256 , -0.093881 , -0.957918}},
6524 {{0.044972 , 0.266361 , 0.060195 },{ 0.271256 , -0.093881 , -0.957918}},
6525 {{0.028274 , 0.813013 , -0.003179 },{ -0.459177 , -0.576791 , -0.675625}},
6526 {{0.049364 , 0.811478 , -0.016202 },{ -0.459177 , -0.576791 , -0.675625}},
6527 {{0.052845 , 0.805099 , -0.013122 },{ -0.459177 , -0.576791 , -0.675625}},
6528 {{0.052845 , 0.805099 , -0.013122 },{ -0.442255 , -0.744222 , -0.500544}},
6529 {{0.029885 , 0.808070 , 0.002747 },{ -0.442255 , -0.744222 , -0.500544}},
6530 {{0.028274 , 0.813013 , -0.003179 },{ -0.442255 , -0.744222 , -0.500544}},
6531 {{0.029885 , 0.808070 , 0.002747 },{ -0.074667 , -0.775670 , -0.626706}},
6532 {{0.002693 , 0.804640 , 0.010232 },{ -0.074667 , -0.775670 , -0.626706}},
6533 {{0.028274 , 0.813013 , -0.003179 },{ -0.074667 , -0.775670 , -0.626706}},
6534 {{0.028274 , 0.813013 , -0.003179 },{ 0.050745 , -0.887772 , -0.457477}},
6535 {{0.002693 , 0.804640 , 0.010232 },{ 0.050745 , -0.887772 , -0.457477}},
6536 {{0.003645 , 0.809258 , 0.001376 },{ 0.050745 , -0.887772 , -0.457477}},
6537 {{0.028274 , 0.813013 , -0.003179 },{ 0.050754 , -0.887789 , -0.457445}},
6538 {{0.003645 , 0.809258 , 0.001376 },{ 0.050754 , -0.887789 , -0.457445}},
6539 {{0.004597 , 0.813876 , -0.007481 },{ 0.050754 , -0.887789 , -0.457445}},
6540 {{0.028274 , 0.813013 , -0.003179 },{ 0.091106 , -0.752406 , -0.652369}},
6541 {{0.004597 , 0.813876 , -0.007481 },{ 0.091106 , -0.752406 , -0.652369}},
6542 {{0.026664 , 0.817957 , -0.009106 },{ 0.091106 , -0.752406 , -0.652369}},
6543 {{0.045884 , 0.817858 , -0.019282 },{ -0.301130 , -0.770913 , -0.561261}},
6544 {{0.028274 , 0.813013 , -0.003179 },{ -0.301130 , -0.770913 , -0.561261}},
6545 {{0.026664 , 0.817957 , -0.009106 },{ -0.301130 , -0.770913 , -0.561261}},
6546 {{0.045884 , 0.817858 , -0.019282 },{ -0.459213 , -0.576677 , -0.675698}},
6547 {{0.049364 , 0.811478 , -0.016202 },{ -0.459213 , -0.576677 , -0.675698}},
6548 {{0.028274 , 0.813013 , -0.003179 },{ -0.459213 , -0.576677 , -0.675698}},
6549 {{0.059049 , 0.807533 , -0.048638 },{ -0.930744 , -0.365410 , -0.013847}},
6550 {{0.062228 , 0.799400 , -0.047696 },{ -0.930744 , -0.365410 , -0.013847}},
6551 {{0.057990 , 0.809592 , -0.031789 },{ -0.930744 , -0.365410 , -0.013847}},
6552 {{0.062228 , 0.799400 , -0.047696 },{ -0.905884 , -0.422508 , 0.029360}},
6553 {{0.061570 , 0.802033 , -0.030108 },{ -0.905884 , -0.422508 , 0.029360}},
6554 {{0.057990 , 0.809592 , -0.031789 },{ -0.905884 , -0.422508 , 0.029360}},
6555 {{0.057990 , 0.809592 , -0.031789 },{ -0.819547 , -0.463172 , -0.337364}},
6556 {{0.061570 , 0.802033 , -0.030108 },{ -0.819547 , -0.463172 , -0.337364}},
6557 {{0.052845 , 0.805099 , -0.013122 },{ -0.819547 , -0.463172 , -0.337364}},
6558 {{0.057990 , 0.809592 , -0.031789 },{ -0.744958 , -0.572156 , -0.343037}},
6559 {{0.052845 , 0.805099 , -0.013122 },{ -0.744958 , -0.572156 , -0.343037}},
6560 {{0.049364 , 0.811478 , -0.016202 },{ -0.744958 , -0.572156 , -0.343037}},
6561 {{0.057990 , 0.809592 , -0.031789 },{ -0.745038 , -0.572016 , -0.343098}},
6562 {{0.049364 , 0.811478 , -0.016202 },{ -0.745038 , -0.572016 , -0.343098}},
6563 {{0.045884 , 0.817858 , -0.019282 },{ -0.745038 , -0.572016 , -0.343098}},
6564 {{0.054411 , 0.817151 , -0.033470 },{ -0.769984 , -0.462351 , -0.439723}},
6565 {{0.057990 , 0.809592 , -0.031789 },{ -0.769984 , -0.462351 , -0.439723}},
6566 {{0.045884 , 0.817858 , -0.019282 },{ -0.769984 , -0.462351 , -0.439723}},
6567 {{0.055870 , 0.815666 , -0.049579 },{ -0.899451 , -0.435061 , -0.041356}},
6568 {{0.057990 , 0.809592 , -0.031789 },{ -0.899451 , -0.435061 , -0.041356}},
6569 {{0.054411 , 0.817151 , -0.033470 },{ -0.899451 , -0.435061 , -0.041356}},
6570 {{0.055870 , 0.815666 , -0.049579 },{ -0.930743 , -0.365411 , -0.013847}},
6571 {{0.059049 , 0.807533 , -0.048638 },{ -0.930743 , -0.365411 , -0.013847}},
6572 {{0.057990 , 0.809592 , -0.031789 },{ -0.930743 , -0.365411 , -0.013847}},
6573 {{0.003645 , 0.809258 , 0.001376 },{ 0.655280 , -0.696378 , -0.292688}},
6574 {{0.002693 , 0.804640 , 0.010232 },{ 0.655280 , -0.696378 , -0.292688}},
6575 {{-0.015600 , 0.795274 , -0.008439 },{ 0.655280 , -0.696378 , -0.292688}},
6576 {{0.002693 , 0.804640 , 0.010232 },{ 0.642913 , -0.716614 , -0.270420}},
6577 {{-0.018729 , 0.788503 , 0.002065 },{ 0.642913 , -0.716614 , -0.270420}},
6578 {{-0.015600 , 0.795274 , -0.008439 },{ 0.642913 , -0.716614 , -0.270420}},
6579 {{-0.037265 , 0.766013 , -0.013927 },{ 0.808381 , -0.574267 , -0.129371}},
6580 {{-0.015600 , 0.795274 , -0.008439 },{ 0.808381 , -0.574267 , -0.129371}},
6581 {{-0.018729 , 0.788503 , 0.002065 },{ 0.808381 , -0.574267 , -0.129371}},
6582 {{-0.032153 , 0.776175 , -0.025439 },{ 0.807996 , -0.571005 , -0.145243}},
6583 {{-0.015600 , 0.795274 , -0.008439 },{ 0.807996 , -0.571005 , -0.145243}},
6584 {{-0.037265 , 0.766013 , -0.013927 },{ 0.807996 , -0.571005 , -0.145243}},
6585 {{-0.027040 , 0.786338 , -0.036950 },{ 0.807995 , -0.571007 , -0.145241}},
6586 {{-0.015600 , 0.795274 , -0.008439 },{ 0.807995 , -0.571007 , -0.145241}},
6587 {{-0.032153 , 0.776175 , -0.025439 },{ 0.807995 , -0.571007 , -0.145241}},
6588 {{-0.027040 , 0.786338 , -0.036950 },{ 0.800083 , -0.583787 , -0.138060}},
6589 {{-0.012472 , 0.802045 , -0.018943 },{ 0.800083 , -0.583787 , -0.138060}},
6590 {{-0.015600 , 0.795274 , -0.008439 },{ 0.800083 , -0.583787 , -0.138060}},
6591 {{0.004597 , 0.813876 , -0.007481 },{ 0.661228 , -0.704669 , -0.257332}},
6592 {{-0.015600 , 0.795274 , -0.008439 },{ 0.661228 , -0.704669 , -0.257332}},
6593 {{-0.012472 , 0.802045 , -0.018943 },{ 0.661228 , -0.704669 , -0.257332}},
6594 {{0.004597 , 0.813876 , -0.007481 },{ 0.655277 , -0.696388 , -0.292669}},
6595 {{0.003645 , 0.809258 , 0.001376 },{ 0.655277 , -0.696388 , -0.292669}},
6596 {{-0.015600 , 0.795274 , -0.008439 },{ 0.655277 , -0.696388 , -0.292669}},
6597 {{-0.021588 , 0.757965 , 0.222849 },{ -0.873560 , -0.428507 , 0.230815}},
6598 {{-0.021075 , 0.766693 , 0.240994 },{ -0.873560 , -0.428507 , 0.230815}},
6599 {{-0.028190 , 0.772673 , 0.225168 },{ -0.873560 , -0.428507 , 0.230815}},
6600 {{-0.021588 , 0.757965 , 0.222849 },{ -0.781194 , -0.553675 , 0.288410}},
6601 {{-0.011784 , 0.751764 , 0.237500 },{ -0.781194 , -0.553675 , 0.288410}},
6602 {{-0.021075 , 0.766693 , 0.240994 },{ -0.781194 , -0.553675 , 0.288410}},
6603 {{-0.021075 , 0.766693 , 0.240994 },{ -0.531583 , -0.492165 , 0.689342}},
6604 {{-0.011784 , 0.751764 , 0.237500 },{ -0.531583 , -0.492165 , 0.689342}},
6605 {{0.002838 , 0.751623 , 0.248675 },{ -0.531583 , -0.492165 , 0.689342}},
6606 {{0.002838 , 0.751623 , 0.248675 },{ -0.564386 , -0.614753 , 0.550950}},
6607 {{-0.008186 , 0.766042 , 0.253471 },{ -0.564386 , -0.614753 , 0.550950}},
6608 {{-0.021075 , 0.766693 , 0.240994 },{ -0.564386 , -0.614753 , 0.550950}},
6609 {{0.051853 , 0.556138 , -0.075645 },{ 0.591437 , 0.639951 , -0.490576}},
6610 {{0.023064 , 0.563908 , -0.100217 },{ 0.591437 , 0.639951 , -0.490576}},
6611 {{0.049273 , 0.560619 , -0.072910 },{ 0.591437 , 0.639951 , -0.490576}},
6612 {{0.024737 , 0.559480 , -0.102901 },{ 0.618616 , 0.564797 , -0.546185}},
6613 {{0.023064 , 0.563908 , -0.100217 },{ 0.618616 , 0.564797 , -0.546185}},
6614 {{0.051853 , 0.556138 , -0.075645 },{ 0.618616 , 0.564797 , -0.546185}},
6615 {{-0.034018 , 0.203602 , -0.153948 },{ 0.828500 , -0.359551 , -0.429315}},
6616 {{-0.025199 , 0.195300 , -0.129976 },{ 0.828500 , -0.359551 , -0.429315}},
6617 {{-0.042342 , 0.183324 , -0.153029 },{ 0.828500 , -0.359551 , -0.429315}},
6618 {{-0.042342 , 0.183324 , -0.153029 },{ 0.827661 , -0.366365 , -0.425151}},
6619 {{-0.025199 , 0.195300 , -0.129976 },{ 0.827661 , -0.366365 , -0.425151}},
6620 {{-0.035851 , 0.177138 , -0.135062 },{ 0.827661 , -0.366365 , -0.425151}},
6621 {{0.012421 , 0.810116 , 0.201471 },{ 0.185429 , 0.285984 , -0.940122}},
6622 {{0.013190 , 0.800140 , 0.198588 },{ 0.185429 , 0.285984 , -0.940122}},
6623 {{-0.003834 , 0.804324 , 0.196503 },{ 0.185429 , 0.285984 , -0.940122}},
6624 {{-0.003834 , 0.804324 , 0.196503 },{ 0.154846 , 0.142898 , -0.977549}},
6625 {{0.013190 , 0.800140 , 0.198588 },{ 0.154846 , 0.142898 , -0.977549}},
6626 {{-0.003566 , 0.792842 , 0.194867 },{ 0.154846 , 0.142898 , -0.977549}},
6627 {{-0.003834 , 0.804324 , 0.196503 },{ -0.341169 , 0.124785 , -0.931683}},
6628 {{-0.003566 , 0.792842 , 0.194867 },{ -0.341169 , 0.124785 , -0.931683}},
6629 {{-0.017674 , 0.781201 , 0.198474 },{ -0.341169 , 0.124785 , -0.931683}},
6630 {{-0.003834 , 0.804324 , 0.196503 },{ -0.212269 , 0.043837 , -0.976227}},
6631 {{-0.017674 , 0.781201 , 0.198474 },{ -0.212269 , 0.043837 , -0.976227}},
6632 {{-0.018551 , 0.794458 , 0.199260 },{ -0.212269 , 0.043837 , -0.976227}},
6633 {{-0.042342 , 0.183324 , -0.153029 },{ 0.681756 , -0.579932 , -0.445969}},
6634 {{-0.035851 , 0.177138 , -0.135062 },{ 0.681756 , -0.579932 , -0.445969}},
6635 {{-0.052748 , 0.159156 , -0.137509 },{ 0.681756 , -0.579932 , -0.445969}},
6636 {{-0.042342 , 0.183324 , -0.153029 },{ 0.698143 , -0.574752 , -0.426916}},
6637 {{-0.052748 , 0.159156 , -0.137509 },{ 0.698143 , -0.574752 , -0.426916}},
6638 {{-0.056179 , 0.162183 , -0.147195 },{ 0.698143 , -0.574752 , -0.426916}},
6639 {{-0.042342 , 0.183324 , -0.153029 },{ 0.423393 , -0.487785 , -0.763416}},
6640 {{-0.056179 , 0.162183 , -0.147195 },{ 0.423393 , -0.487785 , -0.763416}},
6641 {{-0.065414 , 0.162631 , -0.152603 },{ 0.423393 , -0.487785 , -0.763416}},
6642 {{-0.058108 , 0.184442 , -0.163159 },{ 0.440442 , -0.506340 , -0.741371}},
6643 {{-0.042342 , 0.183324 , -0.153029 },{ 0.440442 , -0.506340 , -0.741371}},
6644 {{-0.065414 , 0.162631 , -0.152603 },{ 0.440442 , -0.506340 , -0.741371}},
6645 {{0.006983 , 0.830011 , 0.244715 },{ 0.925174 , 0.234750 , 0.298238}},
6646 {{0.003329 , 0.838992 , 0.248981 },{ 0.925174 , 0.234750 , 0.298238}},
6647 {{0.004746 , 0.823066 , 0.257121 },{ 0.925174 , 0.234750 , 0.298238}},
6648 {{0.003329 , 0.838992 , 0.248981 },{ 0.918331 , 0.241854 , 0.313328}},
6649 {{0.001021 , 0.832208 , 0.260982 },{ 0.918331 , 0.241854 , 0.313328}},
6650 {{0.004746 , 0.823066 , 0.257121 },{ 0.918331 , 0.241854 , 0.313328}},
6651 {{0.004746 , 0.823066 , 0.257121 },{ 0.751573 , 0.027890 , 0.659060}},
6652 {{0.001021 , 0.832208 , 0.260982 },{ 0.751573 , 0.027890 , 0.659060}},
6653 {{-0.005930 , 0.825089 , 0.269210 },{ 0.751573 , 0.027890 , 0.659060}},
6654 {{0.004746 , 0.823066 , 0.257121 },{ 0.753360 , 0.065599 , 0.654328}},
6655 {{-0.005930 , 0.825089 , 0.269210 },{ 0.753360 , 0.065599 , 0.654328}},
6656 {{-0.002052 , 0.815863 , 0.265670 },{ 0.753360 , 0.065599 , 0.654328}},
6657 {{0.004746 , 0.823066 , 0.257121 },{ 0.753386 , 0.065547 , 0.654304}},
6658 {{-0.002052 , 0.815863 , 0.265670 },{ 0.753386 , 0.065547 , 0.654304}},
6659 {{0.001826 , 0.806637 , 0.262129 },{ 0.753386 , 0.065547 , 0.654304}},
6660 {{0.008470 , 0.813923 , 0.253260 },{ 0.778041 , 0.052541 , 0.626013}},
6661 {{0.004746 , 0.823066 , 0.257121 },{ 0.778041 , 0.052541 , 0.626013}},
6662 {{0.001826 , 0.806637 , 0.262129 },{ 0.778041 , 0.052541 , 0.626013}},
6663 {{0.010636 , 0.821030 , 0.240450 },{ 0.921940 , 0.250899 , 0.295086}},
6664 {{0.004746 , 0.823066 , 0.257121 },{ 0.921940 , 0.250899 , 0.295086}},
6665 {{0.008470 , 0.813923 , 0.253260 },{ 0.921940 , 0.250899 , 0.295086}},
6666 {{0.010636 , 0.821030 , 0.240450 },{ 0.925194 , 0.234701 , 0.298214}},
6667 {{0.006983 , 0.830011 , 0.244715 },{ 0.925194 , 0.234701 , 0.298214}},
6668 {{0.004746 , 0.823066 , 0.257121 },{ 0.925194 , 0.234701 , 0.298214}},
6669 {{0.025491 , 0.809438 , 0.213871 },{ 0.850379 , 0.486010 , -0.201618}},
6670 {{0.032694 , 0.803403 , 0.229704 },{ 0.850379 , 0.486010 , -0.201618}},
6671 {{0.036281 , 0.794544 , 0.223478 },{ 0.850379 , 0.486010 , -0.201618}},
6672 {{0.028158 , 0.800339 , 0.209688 },{ 0.852554 , 0.402921 , -0.332876}},
6673 {{0.025491 , 0.809438 , 0.213871 },{ 0.852554 , 0.402921 , -0.332876}},
6674 {{0.036281 , 0.794544 , 0.223478 },{ 0.852554 , 0.402921 , -0.332876}},
6675 {{0.025491 , 0.809438 , 0.213871 },{ 0.519125 , 0.477916 , -0.708594}},
6676 {{0.028158 , 0.800339 , 0.209688 },{ 0.519125 , 0.477916 , -0.708594}},
6677 {{0.013190 , 0.800140 , 0.198588 },{ 0.519125 , 0.477916 , -0.708594}},
6678 {{0.012421 , 0.810116 , 0.201471 },{ 0.672781 , 0.252803 , -0.695311}},
6679 {{0.025491 , 0.809438 , 0.213871 },{ 0.672781 , 0.252803 , -0.695311}},
6680 {{0.013190 , 0.800140 , 0.198588 },{ 0.672781 , 0.252803 , -0.695311}},
6681 {{-0.054663 , 0.205356 , -0.167675 },{ 0.508663 , -0.260953 , -0.820467}},
6682 {{-0.042342 , 0.183324 , -0.153029 },{ 0.508663 , -0.260953 , -0.820467}},
6683 {{-0.058108 , 0.184442 , -0.163159 },{ 0.508663 , -0.260953 , -0.820467}},
6684 {{-0.054663 , 0.205356 , -0.167675 },{ 0.521106 , -0.250882 , -0.815786}},
6685 {{-0.034018 , 0.203602 , -0.153948 },{ 0.521106 , -0.250882 , -0.815786}},
6686 {{-0.042342 , 0.183324 , -0.153029 },{ 0.521106 , -0.250882 , -0.815786}},
6687 {{-0.131864 , 0.199000 , -0.123899 },{ -0.984728 , -0.155264 , -0.078761}},
6688 {{-0.132006 , 0.187933 , -0.100307 },{ -0.984728 , -0.155264 , -0.078761}},
6689 {{-0.135572 , 0.206978 , -0.093266 },{ -0.984728 , -0.155264 , -0.078761}},
6690 {{-0.131864 , 0.199000 , -0.123899 },{ -0.977951 , -0.197848 , -0.066850}},
6691 {{-0.135572 , 0.206978 , -0.093266 },{ -0.977951 , -0.197848 , -0.066850}},
6692 {{-0.136529 , 0.219448 , -0.116172 },{ -0.977951 , -0.197848 , -0.066850}},
6693 {{-0.031740 , 0.821016 , 0.226254 },{ -0.894373 , -0.301843 , -0.330132}},
6694 {{-0.033975 , 0.814073 , 0.238657 },{ -0.894373 , -0.301843 , -0.330132}},
6695 {{-0.038431 , 0.822744 , 0.242801 },{ -0.894373 , -0.301843 , -0.330132}},
6696 {{-0.031740 , 0.821016 , 0.226254 },{ -0.898702 , -0.284585 , -0.333684}},
6697 {{-0.038431 , 0.822744 , 0.242801 },{ -0.898702 , -0.284585 , -0.333684}},
6698 {{-0.036123 , 0.829527 , 0.230800 },{ -0.898702 , -0.284585 , -0.333684}},
6699 {{-0.029173 , 0.836645 , 0.222573 },{ -0.749380 , -0.032678 , -0.661333}},
6700 {{-0.031740 , 0.821016 , 0.226254 },{ -0.749380 , -0.032678 , -0.661333}},
6701 {{-0.036123 , 0.829527 , 0.230800 },{ -0.749380 , -0.032678 , -0.661333}},
6702 {{-0.024945 , 0.828215 , 0.217711 },{ -0.773205 , -0.022272 , -0.633765}},
6703 {{-0.031740 , 0.821016 , 0.226254 },{ -0.773205 , -0.022272 , -0.633765}},
6704 {{-0.029173 , 0.836645 , 0.222573 },{ -0.773205 , -0.022272 , -0.633765}},
6705 {{-0.020718 , 0.819785 , 0.212850 },{ -0.773210 , -0.022260 , -0.633759}},
6706 {{-0.031740 , 0.821016 , 0.226254 },{ -0.773210 , -0.022260 , -0.633759}},
6707 {{-0.024945 , 0.828215 , 0.217711 },{ -0.773210 , -0.022260 , -0.633759}},
6708 {{-0.020718 , 0.819785 , 0.212850 },{ -0.773700 , -0.061652 , -0.630545}},
6709 {{-0.027357 , 0.812506 , 0.221708 },{ -0.773700 , -0.061652 , -0.630545}},
6710 {{-0.031740 , 0.821016 , 0.226254 },{ -0.773700 , -0.061652 , -0.630545}},
6711 {{-0.027357 , 0.812506 , 0.221708 },{ -0.901537 , -0.295453 , -0.316130}},
6712 {{-0.029519 , 0.805403 , 0.234512 },{ -0.901537 , -0.295453 , -0.316130}},
6713 {{-0.031740 , 0.821016 , 0.226254 },{ -0.901537 , -0.295453 , -0.316130}},
6714 {{-0.031740 , 0.821016 , 0.226254 },{ -0.894376 , -0.301839 , -0.330130}},
6715 {{-0.029519 , 0.805403 , 0.234512 },{ -0.894376 , -0.301839 , -0.330130}},
6716 {{-0.033975 , 0.814073 , 0.238657 },{ -0.894376 , -0.301839 , -0.330130}},
6717 {{-0.005930 , 0.825089 , 0.269210 },{ 0.270931 , -0.243455 , 0.931303}},
6718 {{-0.012679 , 0.810207 , 0.267283 },{ 0.270931 , -0.243455 , 0.931303}},
6719 {{-0.002052 , 0.815863 , 0.265670 },{ 0.270931 , -0.243455 , 0.931303}},
6720 {{-0.005930 , 0.825089 , 0.269210 },{ 0.252365 , -0.235958 , 0.938422}},
6721 {{-0.016761 , 0.819403 , 0.270693 },{ 0.252365 , -0.235958 , 0.938422}},
6722 {{-0.012679 , 0.810207 , 0.267283 },{ 0.252365 , -0.235958 , 0.938422}},
6723 {{-0.016761 , 0.819403 , 0.270693 },{ -0.258004 , -0.434508 , 0.862924}},
6724 {{-0.027790 , 0.816584 , 0.265976 },{ -0.258004 , -0.434508 , 0.862924}},
6725 {{-0.012679 , 0.810207 , 0.267283 },{ -0.258004 , -0.434508 , 0.862924}},
6726 {{-0.027790 , 0.816584 , 0.265976 },{ -0.264183 , -0.451314 , 0.852363}},
6727 {{-0.023510 , 0.807510 , 0.262498 },{ -0.264183 , -0.451314 , 0.852363}},
6728 {{-0.012679 , 0.810207 , 0.267283 },{ -0.264183 , -0.451314 , 0.852363}},
6729 {{-0.012679 , 0.810207 , 0.267283 },{ -0.264153 , -0.451385 , 0.852335}},
6730 {{-0.023510 , 0.807510 , 0.262498 },{ -0.264153 , -0.451385 , 0.852335}},
6731 {{-0.019230 , 0.798436 , 0.259019 },{ -0.264153 , -0.451385 , 0.852335}},
6732 {{-0.012679 , 0.810207 , 0.267283 },{ -0.282063 , -0.441150 , 0.851955}},
6733 {{-0.019230 , 0.798436 , 0.259019 },{ -0.282063 , -0.441150 , 0.851955}},
6734 {{-0.008596 , 0.801011 , 0.263873 },{ -0.282063 , -0.441150 , 0.851955}},
6735 {{-0.012679 , 0.810207 , 0.267283 },{ 0.277037 , -0.223520 , 0.934500}},
6736 {{-0.008596 , 0.801011 , 0.263873 },{ 0.277037 , -0.223520 , 0.934500}},
6737 {{0.001826 , 0.806637 , 0.262129 },{ 0.277037 , -0.223520 , 0.934500}},
6738 {{-0.002052 , 0.815863 , 0.265670 },{ 0.270966 , -0.243530 , 0.931274}},
6739 {{-0.012679 , 0.810207 , 0.267283 },{ 0.270966 , -0.243530 , 0.931274}},
6740 {{0.001826 , 0.806637 , 0.262129 },{ 0.270966 , -0.243530 , 0.931274}},
6741 {{0.019141 , 0.816748 , 0.237704 },{ 0.512858 , 0.699471 , 0.497712}},
6742 {{0.010636 , 0.821030 , 0.240450 },{ 0.512858 , 0.699471 , 0.497712}},
6743 {{0.016410 , 0.808563 , 0.252021 },{ 0.512858 , 0.699471 , 0.497712}},
6744 {{0.016410 , 0.808563 , 0.252021 },{ 0.541887 , 0.692706 , 0.475938}},
6745 {{0.010636 , 0.821030 , 0.240450 },{ 0.541887 , 0.692706 , 0.475938}},
6746 {{0.008470 , 0.813923 , 0.253260 },{ 0.541887 , 0.692706 , 0.475938}},
6747 {{0.008470 , 0.813923 , 0.253260 },{ 0.449975 , 0.494706 , 0.743498}},
6748 {{0.001826 , 0.806637 , 0.262129 },{ 0.449975 , 0.494706 , 0.743498}},
6749 {{0.016410 , 0.808563 , 0.252021 },{ 0.449975 , 0.494706 , 0.743498}},
6750 {{0.016410 , 0.808563 , 0.252021 },{ 0.479340 , 0.418604 , 0.771365}},
6751 {{0.001826 , 0.806637 , 0.262129 },{ 0.479340 , 0.418604 , 0.771365}},
6752 {{0.008081 , 0.799948 , 0.261872 },{ 0.479340 , 0.418604 , 0.771365}},
6753 {{0.016410 , 0.808563 , 0.252021 },{ 0.479283 , 0.418663 , 0.771369}},
6754 {{0.008081 , 0.799948 , 0.261872 },{ 0.479283 , 0.418663 , 0.771369}},
6755 {{0.014336 , 0.793259 , 0.261616 },{ 0.479283 , 0.418663 , 0.771369}},
6756 {{0.016410 , 0.808563 , 0.252021 },{ 0.420935 , 0.440205 , 0.793116}},
6757 {{0.014336 , 0.793259 , 0.261616 },{ 0.420935 , 0.440205 , 0.793116}},
6758 {{0.024350 , 0.803203 , 0.250782 },{ 0.420935 , 0.440205 , 0.793116}},
6759 {{0.027647 , 0.812466 , 0.234957 },{ 0.535224 , 0.675644 , 0.506993}},
6760 {{0.016410 , 0.808563 , 0.252021 },{ 0.535224 , 0.675644 , 0.506993}},
6761 {{0.024350 , 0.803203 , 0.250782 },{ 0.535224 , 0.675644 , 0.506993}},
6762 {{0.027647 , 0.812466 , 0.234957 },{ 0.512855 , 0.699473 , 0.497713}},
6763 {{0.019141 , 0.816748 , 0.237704 },{ 0.512855 , 0.699473 , 0.497713}},
6764 {{0.016410 , 0.808563 , 0.252021 },{ 0.512855 , 0.699473 , 0.497713}},
6765 {{-0.028339 , 0.805186 , 0.216210 },{ -0.976321 , 0.206207 , -0.065392}},
6766 {{-0.031015 , 0.797035 , 0.230460 },{ -0.976321 , 0.206207 , -0.065392}},
6767 {{-0.029519 , 0.805403 , 0.234512 },{ -0.976321 , 0.206207 , -0.065392}},
6768 {{-0.028339 , 0.805186 , 0.216210 },{ -0.981345 , 0.180782 , -0.065415}},
6769 {{-0.029519 , 0.805403 , 0.234512 },{ -0.981345 , 0.180782 , -0.065415}},
6770 {{-0.027357 , 0.812506 , 0.221708 },{ -0.981345 , 0.180782 , -0.065415}},
6771 {{-0.020718 , 0.819785 , 0.212850 },{ -0.863208 , 0.372082 , -0.341213}},
6772 {{-0.028339 , 0.805186 , 0.216210 },{ -0.863208 , 0.372082 , -0.341213}},
6773 {{-0.027357 , 0.812506 , 0.221708 },{ -0.863208 , 0.372082 , -0.341213}},
6774 {{-0.020073 , 0.813751 , 0.206448 },{ -0.843560 , 0.345786 , -0.410900}},
6775 {{-0.028339 , 0.805186 , 0.216210 },{ -0.843560 , 0.345786 , -0.410900}},
6776 {{-0.020718 , 0.819785 , 0.212850 },{ -0.843560 , 0.345786 , -0.410900}},
6777 {{-0.019428 , 0.807716 , 0.200046 },{ -0.843559 , 0.345757 , -0.410926}},
6778 {{-0.028339 , 0.805186 , 0.216210 },{ -0.843559 , 0.345757 , -0.410926}},
6779 {{-0.020073 , 0.813751 , 0.206448 },{ -0.843559 , 0.345757 , -0.410926}},
6780 {{-0.019428 , 0.807716 , 0.200046 },{ -0.826024 , 0.405008 , -0.391985}},
6781 {{-0.029320 , 0.797865 , 0.210713 },{ -0.826024 , 0.405008 , -0.391985}},
6782 {{-0.028339 , 0.805186 , 0.216210 },{ -0.826024 , 0.405008 , -0.391985}},
6783 {{-0.029320 , 0.797865 , 0.210713 },{ -0.977232 , 0.194539 , -0.084693}},
6784 {{-0.032511 , 0.788668 , 0.226407 },{ -0.977232 , 0.194539 , -0.084693}},
6785 {{-0.028339 , 0.805186 , 0.216210 },{ -0.977232 , 0.194539 , -0.084693}},
6786 {{-0.028339 , 0.805186 , 0.216210 },{ -0.976317 , 0.206232 , -0.065377}},
6787 {{-0.032511 , 0.788668 , 0.226407 },{ -0.976317 , 0.206232 , -0.065377}},
6788 {{-0.031015 , 0.797035 , 0.230460 },{ -0.976317 , 0.206232 , -0.065377}},
6789 {{0.001826 , 0.806637 , 0.262129 },{ 0.108157 , 0.063019 , 0.992134}},
6790 {{-0.004794 , 0.793077 , 0.263712 },{ 0.108157 , 0.063019 , 0.992134}},
6791 {{0.008081 , 0.799948 , 0.261872 },{ 0.108157 , 0.063019 , 0.992134}},
6792 {{0.001826 , 0.806637 , 0.262129 },{ 0.140096 , 0.047062 , 0.989019}},
6793 {{-0.008596 , 0.801011 , 0.263873 },{ 0.140096 , 0.047062 , 0.989019}},
6794 {{-0.004794 , 0.793077 , 0.263712 },{ 0.140096 , 0.047062 , 0.989019}},
6795 {{-0.008596 , 0.801011 , 0.263873 },{ -0.367882 , -0.194745 , 0.909251}},
6796 {{-0.019230 , 0.798436 , 0.259019 },{ -0.367882 , -0.194745 , 0.909251}},
6797 {{-0.004794 , 0.793077 , 0.263712 },{ -0.367882 , -0.194745 , 0.909251}},
6798 {{-0.019230 , 0.798436 , 0.259019 },{ -0.354046 , -0.144566 , 0.923987}},
6799 {{-0.017950 , 0.789664 , 0.258137 },{ -0.354046 , -0.144566 , 0.923987}},
6800 {{-0.004794 , 0.793077 , 0.263712 },{ -0.354046 , -0.144566 , 0.923987}},
6801 {{-0.004794 , 0.793077 , 0.263712 },{ -0.354018 , -0.144666 , 0.923982}},
6802 {{-0.017950 , 0.789664 , 0.258137 },{ -0.354018 , -0.144666 , 0.923982}},
6803 {{-0.016670 , 0.780892 , 0.257254 },{ -0.354018 , -0.144666 , 0.923982}},
6804 {{-0.004794 , 0.793077 , 0.263712 },{ -0.325730 , -0.174966 , 0.929132}},
6805 {{-0.016670 , 0.780892 , 0.257254 },{ -0.325730 , -0.174966 , 0.929132}},
6806 {{-0.000992 , 0.785144 , 0.263551 },{ -0.325730 , -0.174966 , 0.929132}},
6807 {{0.014336 , 0.793259 , 0.261616 },{ 0.108559 , 0.031865 , 0.993579}},
6808 {{-0.004794 , 0.793077 , 0.263712 },{ 0.108559 , 0.031865 , 0.993579}},
6809 {{-0.000992 , 0.785144 , 0.263551 },{ 0.108559 , 0.031865 , 0.993579}},
6810 {{0.008081 , 0.799948 , 0.261872 },{ 0.108104 , 0.063119 , 0.992134}},
6811 {{-0.004794 , 0.793077 , 0.263712 },{ 0.108104 , 0.063119 , 0.992134}},
6812 {{0.014336 , 0.793259 , 0.261616 },{ 0.108104 , 0.063119 , 0.992134}},
6813 {{-0.027121 , 0.791423 , 0.245744 },{ -0.803187 , -0.174472 , 0.569606}},
6814 {{-0.017950 , 0.789664 , 0.258137 },{ -0.803187 , -0.174472 , 0.569606}},
6815 {{-0.019230 , 0.798436 , 0.259019 },{ -0.803187 , -0.174472 , 0.569606}},
6816 {{-0.027121 , 0.791423 , 0.245744 },{ -0.835983 , -0.085436 , 0.542064}},
6817 {{-0.019230 , 0.798436 , 0.259019 },{ -0.835983 , -0.085436 , 0.542064}},
6818 {{-0.026507 , 0.800306 , 0.248091 },{ -0.835983 , -0.085436 , 0.542064}},
6819 {{-0.029519 , 0.805403 , 0.234512 },{ -0.975483 , 0.009332 , 0.219878}},
6820 {{-0.027121 , 0.791423 , 0.245744 },{ -0.975483 , 0.009332 , 0.219878}},
6821 {{-0.026507 , 0.800306 , 0.248091 },{ -0.975483 , 0.009332 , 0.219878}},
6822 {{-0.031015 , 0.797035 , 0.230460 },{ -0.963937 , 0.045346 , 0.262238}},
6823 {{-0.027121 , 0.791423 , 0.245744 },{ -0.963937 , 0.045346 , 0.262238}},
6824 {{-0.029519 , 0.805403 , 0.234512 },{ -0.963937 , 0.045346 , 0.262238}},
6825 {{-0.032511 , 0.788668 , 0.226407 },{ -0.963940 , 0.045325 , 0.262231}},
6826 {{-0.027121 , 0.791423 , 0.245744 },{ -0.963940 , 0.045325 , 0.262231}},
6827 {{-0.031015 , 0.797035 , 0.230460 },{ -0.963940 , 0.045325 , 0.262231}},
6828 {{-0.032511 , 0.788668 , 0.226407 },{ -0.963106 , -0.004416 , 0.269086}},
6829 {{-0.027736 , 0.782539 , 0.243397 },{ -0.963106 , -0.004416 , 0.269086}},
6830 {{-0.027121 , 0.791423 , 0.245744 },{ -0.963106 , -0.004416 , 0.269086}},
6831 {{-0.027736 , 0.782539 , 0.243397 },{ -0.783067 , -0.107617 , 0.612555}},
6832 {{-0.016670 , 0.780892 , 0.257254 },{ -0.783067 , -0.107617 , 0.612555}},
6833 {{-0.027121 , 0.791423 , 0.245744 },{ -0.783067 , -0.107617 , 0.612555}},
6834 {{-0.027121 , 0.791423 , 0.245744 },{ -0.803182 , -0.174535 , 0.569593}},
6835 {{-0.016670 , 0.780892 , 0.257254 },{ -0.803182 , -0.174535 , 0.569593}},
6836 {{-0.017950 , 0.789664 , 0.258137 },{ -0.803182 , -0.174535 , 0.569593}},
6837 {{-0.007198 , 0.820607 , 0.204623 },{ -0.429281 , 0.635261 , -0.641998}},
6838 {{-0.020073 , 0.813751 , 0.206448 },{ -0.429281 , 0.635261 , -0.641998}},
6839 {{-0.020718 , 0.819785 , 0.212850 },{ -0.429281 , 0.635261 , -0.641998}},
6840 {{-0.010294 , 0.825408 , 0.211108 },{ -0.438960 , 0.609126 , -0.660515}},
6841 {{-0.007198 , 0.820607 , 0.204623 },{ -0.438960 , 0.609126 , -0.660515}},
6842 {{-0.020718 , 0.819785 , 0.212850 },{ -0.438960 , 0.609126 , -0.660515}},
6843 {{0.000344 , 0.827984 , 0.215959 },{ 0.063993 , 0.816436 , -0.573879}},
6844 {{-0.007198 , 0.820607 , 0.204623 },{ 0.063993 , 0.816436 , -0.573879}},
6845 {{-0.010294 , 0.825408 , 0.211108 },{ 0.063993 , 0.816436 , -0.573879}},
6846 {{0.005998 , 0.824038 , 0.210156 },{ 0.014861 , 0.833511 , -0.552303}},
6847 {{-0.007198 , 0.820607 , 0.204623 },{ 0.014861 , 0.833511 , -0.552303}},
6848 {{0.000344 , 0.827984 , 0.215959 },{ 0.014861 , 0.833511 , -0.552303}},
6849 {{0.011652 , 0.820093 , 0.204354 },{ 0.014846 , 0.833528 , -0.552278}},
6850 {{-0.007198 , 0.820607 , 0.204623 },{ 0.014846 , 0.833528 , -0.552278}},
6851 {{0.005998 , 0.824038 , 0.210156 },{ 0.014846 , 0.833528 , -0.552278}},
6852 {{0.011652 , 0.820093 , 0.204354 },{ 0.013561 , 0.806626 , -0.590906}},
6853 {{-0.004102 , 0.815805 , 0.198139 },{ 0.013561 , 0.806626 , -0.590906}},
6854 {{-0.007198 , 0.820607 , 0.204623 },{ 0.013561 , 0.806626 , -0.590906}},
6855 {{-0.007198 , 0.820607 , 0.204623 },{ -0.412904 , 0.626459 , -0.661105}},
6856 {{-0.004102 , 0.815805 , 0.198139 },{ -0.412904 , 0.626459 , -0.661105}},
6857 {{-0.019428 , 0.807716 , 0.200046 },{ -0.412904 , 0.626459 , -0.661105}},
6858 {{-0.007198 , 0.820607 , 0.204623 },{ -0.429265 , 0.635216 , -0.642053}},
6859 {{-0.019428 , 0.807716 , 0.200046 },{ -0.429265 , 0.635216 , -0.642053}},
6860 {{-0.020073 , 0.813751 , 0.206448 },{ -0.429265 , 0.635216 , -0.642053}},
6861 {{0.015224 , 0.822329 , 0.222466 },{ 0.421040 , 0.886379 , -0.192503}},
6862 {{0.005998 , 0.824038 , 0.210156 },{ 0.421040 , 0.886379 , -0.192503}},
6863 {{0.000344 , 0.827984 , 0.215959 },{ 0.421040 , 0.886379 , -0.192503}},
6864 {{0.015224 , 0.822329 , 0.222466 },{ 0.393642 , 0.913054 , -0.106667}},
6865 {{0.000344 , 0.827984 , 0.215959 },{ 0.393642 , 0.913054 , -0.106667}},
6866 {{0.007624 , 0.826121 , 0.226878 },{ 0.393642 , 0.913054 , -0.106667}},
6867 {{0.015224 , 0.822329 , 0.222466 },{ 0.525822 , 0.828184 , 0.193967}},
6868 {{0.007624 , 0.826121 , 0.226878 },{ 0.525822 , 0.828184 , 0.193967}},
6869 {{0.010636 , 0.821030 , 0.240450 },{ 0.525822 , 0.828184 , 0.193967}},
6870 {{0.019141 , 0.816748 , 0.237704 },{ 0.489149 , 0.852063 , 0.186336}},
6871 {{0.015224 , 0.822329 , 0.222466 },{ 0.489149 , 0.852063 , 0.186336}},
6872 {{0.010636 , 0.821030 , 0.240450 },{ 0.489149 , 0.852063 , 0.186336}},
6873 {{0.027647 , 0.812466 , 0.234957 },{ 0.489123 , 0.852076 , 0.186347}},
6874 {{0.015224 , 0.822329 , 0.222466 },{ 0.489123 , 0.852076 , 0.186347}},
6875 {{0.019141 , 0.816748 , 0.237704 },{ 0.489123 , 0.852076 , 0.186347}},
6876 {{0.027647 , 0.812466 , 0.234957 },{ 0.512347 , 0.844287 , 0.157099}},
6877 {{0.022824 , 0.818538 , 0.218054 },{ 0.512347 , 0.844287 , 0.157099}},
6878 {{0.015224 , 0.822329 , 0.222466 },{ 0.512347 , 0.844287 , 0.157099}},
6879 {{0.022824 , 0.818538 , 0.218054 },{ 0.351860 , 0.918044 , -0.182729}},
6880 {{0.011652 , 0.820093 , 0.204354 },{ 0.351860 , 0.918044 , -0.182729}},
6881 {{0.015224 , 0.822329 , 0.222466 },{ 0.351860 , 0.918044 , -0.182729}},
6882 {{0.015224 , 0.822329 , 0.222466 },{ 0.420987 , 0.886414 , -0.192458}},
6883 {{0.011652 , 0.820093 , 0.204354 },{ 0.420987 , 0.886414 , -0.192458}},
6884 {{0.005998 , 0.824038 , 0.210156 },{ 0.420987 , 0.886414 , -0.192458}},
6885 {{0.090733 , 0.583133 , -0.005796 },{ 0.765878 , -0.610903 , 0.200571}},
6886 {{0.076897 , 0.575131 , 0.022664 },{ 0.765878 , -0.610903 , 0.200571}},
6887 {{0.086006 , 0.577218 , -0.005762 },{ 0.765878 , -0.610903 , 0.200571}},
6888 {{0.090733 , 0.583133 , -0.005796 },{ 0.858005 , -0.417016 , 0.299874}},
6889 {{0.078459 , 0.582371 , 0.028263 },{ 0.858005 , -0.417016 , 0.299874}},
6890 {{0.076897 , 0.575131 , 0.022664 },{ 0.858005 , -0.417016 , 0.299874}},
6891 {{0.076897 , 0.575131 , 0.022664 },{ 0.697549 , -0.526423 , 0.486111}},
6892 {{0.078459 , 0.582371 , 0.028263 },{ 0.697549 , -0.526423 , 0.486111}},
6893 {{0.061860 , 0.580238 , 0.049772 },{ 0.697549 , -0.526423 , 0.486111}},
6894 {{0.076897 , 0.575131 , 0.022664 },{ 0.717358 , -0.494247 , 0.491037}},
6895 {{0.061860 , 0.580238 , 0.049772 },{ 0.717358 , -0.494247 , 0.491037}},
6896 {{0.058113 , 0.573508 , 0.048472 },{ 0.717358 , -0.494247 , 0.491037}},
6897 {{0.076897 , 0.575131 , 0.022664 },{ 0.722265 , -0.482675 , 0.495336}},
6898 {{0.058113 , 0.573508 , 0.048472 },{ 0.722265 , -0.482675 , 0.495336}},
6899 {{0.060793 , 0.564481 , 0.035768 },{ 0.722265 , -0.482675 , 0.495336}},
6900 {{0.075335 , 0.567890 , 0.017066 },{ 0.719577 , -0.515186 , 0.465610}},
6901 {{0.076897 , 0.575131 , 0.022664 },{ 0.719577 , -0.515186 , 0.465610}},
6902 {{0.060793 , 0.564481 , 0.035768 },{ 0.719577 , -0.515186 , 0.465610}},
6903 {{0.081279 , 0.571302 , -0.005729 },{ 0.919863 , -0.344052 , 0.188364}},
6904 {{0.076897 , 0.575131 , 0.022664 },{ 0.919863 , -0.344052 , 0.188364}},
6905 {{0.075335 , 0.567890 , 0.017066 },{ 0.919863 , -0.344052 , 0.188364}},
6906 {{0.086006 , 0.577218 , -0.005762 },{ 0.765910 , -0.610858 , 0.200584}},
6907 {{0.076897 , 0.575131 , 0.022664 },{ 0.765910 , -0.610858 , 0.200584}},
6908 {{0.081279 , 0.571302 , -0.005729 },{ 0.765910 , -0.610858 , 0.200584}},
6909 {{0.063948 , 0.550087 , 0.040213 },{ 0.604917 , 0.067368 , 0.793434}},
6910 {{0.054358 , 0.522309 , 0.049883 },{ 0.604917 , 0.067368 , 0.793434}},
6911 {{0.077792 , 0.510176 , 0.033047 },{ 0.604917 , 0.067368 , 0.793434}},
6912 {{0.063948 , 0.550087 , 0.040213 },{ 0.559949 , 0.093276 , 0.823260}},
6913 {{0.036312 , 0.542690 , 0.059848 },{ 0.559949 , 0.093276 , 0.823260}},
6914 {{0.054358 , 0.522309 , 0.049883 },{ 0.559949 , 0.093276 , 0.823260}},
6915 {{0.036312 , 0.542690 , 0.059848 },{ 0.455015 , -0.032219 , 0.889901}},
6916 {{0.012425 , 0.529386 , 0.071580 },{ 0.455015 , -0.032219 , 0.889901}},
6917 {{0.054358 , 0.522309 , 0.049883 },{ 0.455015 , -0.032219 , 0.889901}},
6918 {{0.012425 , 0.529386 , 0.071580 },{ 0.477999 , 0.260456 , 0.838856}},
6919 {{0.057046 , 0.497591 , 0.056026 },{ 0.477999 , 0.260456 , 0.838856}},
6920 {{0.054358 , 0.522309 , 0.049883 },{ 0.477999 , 0.260456 , 0.838856}},
6921 {{0.089691 , 0.471631 , 0.031819 },{ 0.695216 , 0.243664 , 0.676242}},
6922 {{0.054358 , 0.522309 , 0.049883 },{ 0.695216 , 0.243664 , 0.676242}},
6923 {{0.057046 , 0.497591 , 0.056026 },{ 0.695216 , 0.243664 , 0.676242}},
6924 {{0.054358 , 0.522309 , 0.049883 },{ 0.631723 , 0.170927 , 0.756115}},
6925 {{0.089691 , 0.471631 , 0.031819 },{ 0.631723 , 0.170927 , 0.756115}},
6926 {{0.077792 , 0.510176 , 0.033047 },{ 0.631723 , 0.170927 , 0.756115}},
6927 {{0.075766 , 0.580236 , -0.039425 },{ 0.498928 , -0.767488 , -0.402533}},
6928 {{0.053746 , 0.583643 , -0.073214 },{ 0.498928 , -0.767488 , -0.402533}},
6929 {{0.059308 , 0.589193 , -0.076902 },{ 0.498928 , -0.767488 , -0.402533}},
6930 {{0.081506 , 0.585749 , -0.042143 },{ 0.524089 , -0.747176 , -0.408728}},
6931 {{0.075766 , 0.580236 , -0.039425 },{ 0.524089 , -0.747176 , -0.408728}},
6932 {{0.059308 , 0.589193 , -0.076902 },{ 0.524089 , -0.747176 , -0.408728}},
6933 {{0.090733 , 0.583133 , -0.005796 },{ 0.622758 , -0.753063 , -0.212294}},
6934 {{0.075766 , 0.580236 , -0.039425 },{ 0.622758 , -0.753063 , -0.212294}},
6935 {{0.081506 , 0.585749 , -0.042143 },{ 0.622758 , -0.753063 , -0.212294}},
6936 {{0.075766 , 0.580236 , -0.039425 },{ 0.748794 , -0.600022 , -0.281571}},
6937 {{0.090733 , 0.583133 , -0.005796 },{ 0.748794 , -0.600022 , -0.281571}},
6938 {{0.086006 , 0.577218 , -0.005762 },{ 0.748794 , -0.600022 , -0.281571}},
6939 {{0.075766 , 0.580236 , -0.039425 },{ 0.748864 , -0.599928 , -0.281584}},
6940 {{0.086006 , 0.577218 , -0.005762 },{ 0.748864 , -0.599928 , -0.281584}},
6941 {{0.081279 , 0.571302 , -0.005729 },{ 0.748864 , -0.599928 , -0.281584}},
6942 {{0.081279 , 0.571302 , -0.005729 },{ 0.585019 , -0.755105 , -0.295921}},
6943 {{0.070025 , 0.574723 , -0.036707 },{ 0.585019 , -0.755105 , -0.295921}},
6944 {{0.075766 , 0.580236 , -0.039425 },{ 0.585019 , -0.755105 , -0.295921}},
6945 {{0.075766 , 0.580236 , -0.039425 },{ 0.516890 , -0.745615 , -0.420574}},
6946 {{0.070025 , 0.574723 , -0.036707 },{ 0.516890 , -0.745615 , -0.420574}},
6947 {{0.048184 , 0.578094 , -0.069526 },{ 0.516890 , -0.745615 , -0.420574}},
6948 {{0.075766 , 0.580236 , -0.039425 },{ 0.498867 , -0.767545 , -0.402499}},
6949 {{0.048184 , 0.578094 , -0.069526 },{ 0.498867 , -0.767545 , -0.402499}},
6950 {{0.053746 , 0.583643 , -0.073214 },{ 0.498867 , -0.767545 , -0.402499}},
6951 {{-0.111443 , 0.463255 , -0.031832 },{ 0.106247 , -0.076744 , 0.991374}},
6952 {{-0.116176 , 0.430647 , -0.033849 },{ 0.106247 , -0.076744 , 0.991374}},
6953 {{-0.102156 , 0.462135 , -0.032914 },{ 0.106247 , -0.076744 , 0.991374}},
6954 {{-0.102156 , 0.462135 , -0.032914 },{ 0.335920 , -0.177038 , 0.925103}},
6955 {{-0.116176 , 0.430647 , -0.033849 },{ 0.335920 , -0.177038 , 0.925103}},
6956 {{-0.104261 , 0.428058 , -0.038671 },{ 0.335920 , -0.177038 , 0.925103}},
6957 {{-0.102156 , 0.462135 , -0.032914 },{ 0.365131 , -0.176964 , 0.913982}},
6958 {{-0.104261 , 0.428058 , -0.038671 },{ 0.365131 , -0.176964 , 0.913982}},
6959 {{-0.092012 , 0.425989 , -0.043965 },{ 0.365131 , -0.176964 , 0.913982}},
6960 {{-0.102156 , 0.462135 , -0.032914 },{ 0.259899 , -0.214886 , 0.941423}},
6961 {{-0.092012 , 0.425989 , -0.043965 },{ 0.259899 , -0.214886 , 0.941423}},
6962 {{-0.092946 , 0.460946 , -0.035728 },{ 0.259899 , -0.214886 , 0.941423}},
6963 {{-0.087116 , 0.497111 , -0.025551 },{ 0.243345 , -0.298892 , 0.922739}},
6964 {{-0.102156 , 0.462135 , -0.032914 },{ 0.243345 , -0.298892 , 0.922739}},
6965 {{-0.092946 , 0.460946 , -0.035728 },{ 0.243345 , -0.298892 , 0.922739}},
6966 {{-0.096250 , 0.497546 , -0.026813 },{ -0.142191 , -0.144986 , 0.979163}},
6967 {{-0.102156 , 0.462135 , -0.032914 },{ -0.142191 , -0.144986 , 0.979163}},
6968 {{-0.087116 , 0.497111 , -0.025551 },{ -0.142191 , -0.144986 , 0.979163}},
6969 {{-0.105608 , 0.497757 , -0.029590 },{ -0.284967 , -0.116397 , 0.951444}},
6970 {{-0.102156 , 0.462135 , -0.032914 },{ -0.284967 , -0.116397 , 0.951444}},
6971 {{-0.096250 , 0.497546 , -0.026813 },{ -0.284967 , -0.116397 , 0.951444}},
6972 {{-0.105608 , 0.497757 , -0.029590 },{ 0.105540 , -0.082246 , 0.991008}},
6973 {{-0.111443 , 0.463255 , -0.031832 },{ 0.105540 , -0.082246 , 0.991008}},
6974 {{-0.102156 , 0.462135 , -0.032914 },{ 0.105540 , -0.082246 , 0.991008}},
6975 {{-0.062432 , 0.666196 , -0.084110 },{ -0.242829 , -0.844281 , -0.477727}},
6976 {{-0.072502 , 0.668123 , -0.082397 },{ -0.242829 , -0.844281 , -0.477727}},
6977 {{-0.065239 , 0.677915 , -0.103394 },{ -0.242829 , -0.844281 , -0.477727}},
6978 {{-0.053207 , 0.677590 , -0.105965 },{ -0.130163 , -0.855600 , -0.501006}},
6979 {{-0.062432 , 0.666196 , -0.084110 },{ -0.130163 , -0.855600 , -0.501006}},
6980 {{-0.065239 , 0.677915 , -0.103394 },{ -0.130163 , -0.855600 , -0.501006}},
6981 {{-0.053207 , 0.677590 , -0.105965 },{ -0.168645 , -0.843052 , -0.510707}},
6982 {{-0.051717 , 0.665395 , -0.086326 },{ -0.168645 , -0.843052 , -0.510707}},
6983 {{-0.062432 , 0.666196 , -0.084110 },{ -0.168645 , -0.843052 , -0.510707}},
6984 {{-0.053207 , 0.677590 , -0.105965 },{ -0.165031 , -0.843451 , -0.511229}},
6985 {{-0.040642 , 0.676565 , -0.108330 },{ -0.165031 , -0.843451 , -0.511229}},
6986 {{-0.051717 , 0.665395 , -0.086326 },{ -0.165031 , -0.843451 , -0.511229}},
6987 {{-0.062432 , 0.666196 , -0.084110 },{ -0.130057 , -0.953000 , -0.273634}},
6988 {{-0.059092 , 0.660592 , -0.066180 },{ -0.130057 , -0.953000 , -0.273634}},
6989 {{-0.068692 , 0.661263 , -0.063954 },{ -0.130057 , -0.953000 , -0.273634}},
6990 {{-0.062432 , 0.666196 , -0.084110 },{ -0.127939 , -0.953159 , -0.274078}},
6991 {{-0.051717 , 0.665395 , -0.086326 },{ -0.127939 , -0.953159 , -0.274078}},
6992 {{-0.059092 , 0.660592 , -0.066180 },{ -0.127939 , -0.953159 , -0.274078}},
6993 {{-0.062432 , 0.666196 , -0.084110 },{ -0.256511 , -0.917423 , -0.304200}},
6994 {{-0.068692 , 0.661263 , -0.063954 },{ -0.256511 , -0.917423 , -0.304200}},
6995 {{-0.077627 , 0.663215 , -0.062307 },{ -0.256511 , -0.917423 , -0.304200}},
6996 {{-0.062432 , 0.666196 , -0.084110 },{ -0.226739 , -0.931221 , -0.285338}},
6997 {{-0.077627 , 0.663215 , -0.062307 },{ -0.226739 , -0.931221 , -0.285338}},
6998 {{-0.072502 , 0.668123 , -0.082397 },{ -0.226739 , -0.931221 , -0.285338}},
6999 {{-0.068561 , 0.668502 , -0.048617 },{ -0.093900 , -0.906255 , 0.412170}},
7000 {{-0.077781 , 0.670371 , -0.046608 },{ -0.093900 , -0.906255 , 0.412170}},
7001 {{-0.077627 , 0.663215 , -0.062307 },{ -0.093900 , -0.906255 , 0.412170}},
7002 {{-0.068561 , 0.668502 , -0.048617 },{ -0.117832 , -0.897638 , 0.424690}},
7003 {{-0.077627 , 0.663215 , -0.062307 },{ -0.117832 , -0.897638 , 0.424690}},
7004 {{-0.068692 , 0.661263 , -0.063954 },{ -0.117832 , -0.897638 , 0.424690}},
7005 {{-0.059092 , 0.660592 , -0.066180 },{ 0.035679 , -0.903869 , 0.426320}},
7006 {{-0.068561 , 0.668502 , -0.048617 },{ 0.035679 , -0.903869 , 0.426320}},
7007 {{-0.068692 , 0.661263 , -0.063954 },{ 0.035679 , -0.903869 , 0.426320}},
7008 {{-0.058645 , 0.667792 , -0.051206 },{ 0.048210 , -0.900743 , 0.431668}},
7009 {{-0.068561 , 0.668502 , -0.048617 },{ 0.048210 , -0.900743 , 0.431668}},
7010 {{-0.059092 , 0.660592 , -0.066180 },{ 0.048210 , -0.900743 , 0.431668}},
7011 {{-0.054216 , 0.681343 , -0.039665 },{ 0.142741 , -0.668374 , 0.730001}},
7012 {{-0.068561 , 0.668502 , -0.048617 },{ 0.142741 , -0.668374 , 0.730001}},
7013 {{-0.058645 , 0.667792 , -0.051206 },{ 0.142741 , -0.668374 , 0.730001}},
7014 {{-0.065122 , 0.682175 , -0.036612 },{ 0.151203 , -0.673400 , 0.723650}},
7015 {{-0.068561 , 0.668502 , -0.048617 },{ 0.151203 , -0.673400 , 0.723650}},
7016 {{-0.054216 , 0.681343 , -0.039665 },{ 0.151203 , -0.673400 , 0.723650}},
7017 {{-0.075860 , 0.683063 , -0.033736 },{ 0.138957 , -0.672889 , 0.726576}},
7018 {{-0.068561 , 0.668502 , -0.048617 },{ 0.138957 , -0.672889 , 0.726576}},
7019 {{-0.065122 , 0.682175 , -0.036612 },{ 0.138957 , -0.672889 , 0.726576}},
7020 {{-0.068561 , 0.668502 , -0.048617 },{ 0.008376 , -0.712668 , 0.701451}},
7021 {{-0.075860 , 0.683063 , -0.033736 },{ 0.008376 , -0.712668 , 0.701451}},
7022 {{-0.077781 , 0.670371 , -0.046608 },{ 0.008376 , -0.712668 , 0.701451}},
7023 {{0.089192 , 0.703433 , 0.061656 },{ 0.502319 , -0.486606 , 0.714766}},
7024 {{0.064757 , 0.670183 , 0.056192 },{ 0.502319 , -0.486606 , 0.714766}},
7025 {{0.089797 , 0.667525 , 0.036785 },{ 0.502319 , -0.486606 , 0.714766}},
7026 {{0.089192 , 0.703433 , 0.061656 },{ 0.457533 , -0.461169 , 0.760254}},
7027 {{0.056839 , 0.689713 , 0.072804 },{ 0.457533 , -0.461169 , 0.760254}},
7028 {{0.064757 , 0.670183 , 0.056192 },{ 0.457533 , -0.461169 , 0.760254}},
7029 {{0.024267 , 0.690137 , 0.074588 },{ 0.033736 , -0.639570 , 0.767992}},
7030 {{0.064757 , 0.670183 , 0.056192 },{ 0.033736 , -0.639570 , 0.767992}},
7031 {{0.056839 , 0.689713 , 0.072804 },{ 0.033736 , -0.639570 , 0.767992}},
7032 {{0.024267 , 0.690137 , 0.074588 },{ 0.142833 , -0.498466 , 0.855062}},
7033 {{0.032002 , 0.675740 , 0.064903 },{ 0.142833 , -0.498466 , 0.855062}},
7034 {{0.064757 , 0.670183 , 0.056192 },{ 0.142833 , -0.498466 , 0.855062}},
7035 {{0.032002 , 0.675740 , 0.064903 },{ 0.292191 , 0.297498 , 0.908911}},
7036 {{0.036634 , 0.656929 , 0.069571 },{ 0.292191 , 0.297498 , 0.908911}},
7037 {{0.064757 , 0.670183 , 0.056192 },{ 0.292191 , 0.297498 , 0.908911}},
7038 {{0.064757 , 0.670183 , 0.056192 },{ 0.435810 , -0.016347 , 0.899890}},
7039 {{0.036634 , 0.656929 , 0.069571 },{ 0.435810 , -0.016347 , 0.899890}},
7040 {{0.070022 , 0.645950 , 0.053202 },{ 0.435810 , -0.016347 , 0.899890}},
7041 {{0.092266 , 0.639316 , 0.026024 },{ 0.781537 , 0.093700 , 0.616782}},
7042 {{0.064757 , 0.670183 , 0.056192 },{ 0.781537 , 0.093700 , 0.616782}},
7043 {{0.070022 , 0.645950 , 0.053202 },{ 0.781537 , 0.093700 , 0.616782}},
7044 {{0.064757 , 0.670183 , 0.056192 },{ 0.577215 , -0.246461 , 0.778511}},
7045 {{0.092266 , 0.639316 , 0.026024 },{ 0.577215 , -0.246461 , 0.778511}},
7046 {{0.089797 , 0.667525 , 0.036785 },{ 0.577215 , -0.246461 , 0.778511}},
7047 {{0.067167 , 0.612864 , -0.062102 },{ 0.892367 , -0.003440 , -0.451297}},
7048 {{0.073461 , 0.638362 , -0.049851 },{ 0.892367 , -0.003440 , -0.451297}},
7049 {{0.086131 , 0.610927 , -0.024589 },{ 0.892367 , -0.003440 , -0.451297}},
7050 {{0.073461 , 0.638362 , -0.049851 },{ 0.928492 , 0.099310 , -0.357827}},
7051 {{0.089200 , 0.637646 , -0.009210 },{ 0.928492 , 0.099310 , -0.357827}},
7052 {{0.086131 , 0.610927 , -0.024589 },{ 0.928492 , 0.099310 , -0.357827}},
7053 {{0.086131 , 0.610927 , -0.024589 },{ 0.994315 , -0.066214 , -0.083385}},
7054 {{0.089200 , 0.637646 , -0.009210 },{ 0.994315 , -0.066214 , -0.083385}},
7055 {{0.092266 , 0.639316 , 0.026024 },{ 0.994315 , -0.066214 , -0.083385}},
7056 {{0.086131 , 0.610927 , -0.024589 },{ 0.982554 , 0.083732 , -0.166064}},
7057 {{0.092266 , 0.639316 , 0.026024 },{ 0.982554 , 0.083732 , -0.166064}},
7058 {{0.092147 , 0.611201 , 0.011144 },{ 0.982554 , 0.083732 , -0.166064}},
7059 {{0.086131 , 0.610927 , -0.024589 },{ 0.984791 , 0.050689 , -0.166188}},
7060 {{0.092147 , 0.611201 , 0.011144 },{ 0.984791 , 0.050689 , -0.166188}},
7061 {{0.090733 , 0.583133 , -0.005796 },{ 0.984791 , 0.050689 , -0.166188}},
7062 {{0.081506 , 0.585749 , -0.042143 },{ 0.969131 , -0.006186 , -0.246468}},
7063 {{0.086131 , 0.610927 , -0.024589 },{ 0.969131 , -0.006186 , -0.246468}},
7064 {{0.090733 , 0.583133 , -0.005796 },{ 0.969131 , -0.006186 , -0.246468}},
7065 {{0.059308 , 0.589193 , -0.076902 },{ 0.834108 , 0.204069 , -0.512464}},
7066 {{0.086131 , 0.610927 , -0.024589 },{ 0.834108 , 0.204069 , -0.512464}},
7067 {{0.081506 , 0.585749 , -0.042143 },{ 0.834108 , 0.204069 , -0.512464}},
7068 {{0.059308 , 0.589193 , -0.076902 },{ 0.892073 , -0.013768 , -0.451682}},
7069 {{0.067167 , 0.612864 , -0.062102 },{ 0.892073 , -0.013768 , -0.451682}},
7070 {{0.086131 , 0.610927 , -0.024589 },{ 0.892073 , -0.013768 , -0.451682}},
7071 {{0.049273 , 0.560619 , -0.072910 },{ 0.668966 , 0.628051 , -0.397539}},
7072 {{0.046692 , 0.565100 , -0.070174 },{ 0.668966 , 0.628051 , -0.397539}},
7073 {{0.071081 , 0.557291 , -0.041470 },{ 0.668966 , 0.628051 , -0.397539}},
7074 {{0.046692 , 0.565100 , -0.070174 },{ 0.691449 , 0.580909 , -0.429468}},
7075 {{0.068570 , 0.561819 , -0.039388 },{ 0.691449 , 0.580909 , -0.429468}},
7076 {{0.071081 , 0.557291 , -0.041470 },{ 0.691449 , 0.580909 , -0.429468}},
7077 {{0.071081 , 0.557291 , -0.041470 },{ 0.782261 , 0.559625 , -0.273655}},
7078 {{0.068570 , 0.561819 , -0.039388 },{ 0.782261 , 0.559625 , -0.273655}},
7079 {{0.080201 , 0.560087 , -0.009682 },{ 0.782261 , 0.559625 , -0.273655}},
7080 {{0.071081 , 0.557291 , -0.041470 },{ 0.896559 , 0.337443 , -0.286905}},
7081 {{0.080201 , 0.560087 , -0.009682 },{ 0.896559 , 0.337443 , -0.286905}},
7082 {{0.081981 , 0.555055 , -0.010038 },{ 0.896559 , 0.337443 , -0.286905}},
7083 {{0.071081 , 0.557291 , -0.041470 },{ 0.896625 , 0.337234 , -0.286942}},
7084 {{0.081981 , 0.555055 , -0.010038 },{ 0.896625 , 0.337234 , -0.286942}},
7085 {{0.083760 , 0.550023 , -0.010393 },{ 0.896625 , 0.337234 , -0.286942}},
7086 {{0.073592 , 0.552762 , -0.043552 },{ 0.813252 , 0.544841 , -0.204375}},
7087 {{0.071081 , 0.557291 , -0.041470 },{ 0.813252 , 0.544841 , -0.204375}},
7088 {{0.083760 , 0.550023 , -0.010393 },{ 0.813252 , 0.544841 , -0.204375}},
7089 {{0.051853 , 0.556138 , -0.075645 },{ 0.701730 , 0.579546 , -0.414369}},
7090 {{0.071081 , 0.557291 , -0.041470 },{ 0.701730 , 0.579546 , -0.414369}},
7091 {{0.073592 , 0.552762 , -0.043552 },{ 0.701730 , 0.579546 , -0.414369}},
7092 {{0.051853 , 0.556138 , -0.075645 },{ 0.669056 , 0.627904 , -0.397618}},
7093 {{0.049273 , 0.560619 , -0.072910 },{ 0.669056 , 0.627904 , -0.397618}},
7094 {{0.071081 , 0.557291 , -0.041470 },{ 0.669056 , 0.627904 , -0.397618}},
7095 {{0.082118 , 0.162362 , 0.075489 },{ 0.288858 , -0.823299 , -0.488610}},
7096 {{0.075907 , 0.148175 , 0.095722 },{ 0.288858 , -0.823299 , -0.488610}},
7097 {{0.064599 , 0.159962 , 0.069176 },{ 0.288858 , -0.823299 , -0.488610}},
7098 {{0.075907 , 0.148175 , 0.095722 },{ 0.318248 , -0.808723 , -0.494657}},
7099 {{0.066086 , 0.146785 , 0.091676 },{ 0.318248 , -0.808723 , -0.494657}},
7100 {{0.064599 , 0.159962 , 0.069176 },{ 0.318248 , -0.808723 , -0.494657}},
7101 {{0.066086 , 0.146785 , 0.091676 },{ -0.121974 , -0.859961 , -0.495570}},
7102 {{0.056006 , 0.146158 , 0.095245 },{ -0.121974 , -0.859961 , -0.495570}},
7103 {{0.064599 , 0.159962 , 0.069176 },{ -0.121974 , -0.859961 , -0.495570}},
7104 {{0.064599 , 0.159962 , 0.069176 },{ -0.097172 , -0.865964 , -0.490574}},
7105 {{0.056006 , 0.146158 , 0.095245 },{ -0.097172 , -0.865964 , -0.490574}},
7106 {{0.045774 , 0.158225 , 0.075971 },{ -0.097172 , -0.865964 , -0.490574}},
7107 {{0.064599 , 0.159962 , 0.069176 },{ -0.179812 , -0.710927 , -0.679890}},
7108 {{0.045774 , 0.158225 , 0.075971 },{ -0.179812 , -0.710927 , -0.679890}},
7109 {{0.037103 , 0.173302 , 0.062499 },{ -0.179812 , -0.710927 , -0.679890}},
7110 {{0.064599 , 0.159962 , 0.069176 },{ -0.175886 , -0.705936 , -0.686090}},
7111 {{0.037103 , 0.173302 , 0.062499 },{ -0.175886 , -0.705936 , -0.686090}},
7112 {{0.062315 , 0.175745 , 0.053522 },{ -0.175886 , -0.705936 , -0.686090}},
7113 {{0.085656 , 0.178967 , 0.061451 },{ 0.324586 , -0.641979 , -0.694627}},
7114 {{0.064599 , 0.159962 , 0.069176 },{ 0.324586 , -0.641979 , -0.694627}},
7115 {{0.062315 , 0.175745 , 0.053522 },{ 0.324586 , -0.641979 , -0.694627}},
7116 {{0.085656 , 0.178967 , 0.061451 },{ 0.335060 , -0.648907 , -0.683121}},
7117 {{0.082118 , 0.162362 , 0.075489 },{ 0.335060 , -0.648907 , -0.683121}},
7118 {{0.064599 , 0.159962 , 0.069176 },{ 0.335060 , -0.648907 , -0.683121}},
7119 {{0.105539 , 0.233642 , 0.118378 },{ 0.905947 , 0.069361 , 0.417671}},
7120 {{0.095385 , 0.209612 , 0.144393 },{ 0.905947 , 0.069361 , 0.417671}},
7121 {{0.107255 , 0.209934 , 0.118593 },{ 0.905947 , 0.069361 , 0.417671}},
7122 {{0.105539 , 0.233642 , 0.118378 },{ 0.896787 , 0.090045 , 0.433202}},
7123 {{0.093868 , 0.231624 , 0.142958 },{ 0.896787 , 0.090045 , 0.433202}},
7124 {{0.095385 , 0.209612 , 0.144393 },{ 0.896787 , 0.090045 , 0.433202}},
7125 {{0.093868 , 0.231624 , 0.142958 },{ 0.613519 , 0.093401 , 0.784137}},
7126 {{0.073753 , 0.227336 , 0.159207 },{ 0.613519 , 0.093401 , 0.784137}},
7127 {{0.095385 , 0.209612 , 0.144393 },{ 0.613519 , 0.093401 , 0.784137}},
7128 {{0.073753 , 0.227336 , 0.159207 },{ 0.630523 , 0.129973 , 0.765211}},
7129 {{0.075485 , 0.207259 , 0.161190 },{ 0.630523 , 0.129973 , 0.765211}},
7130 {{0.095385 , 0.209612 , 0.144393 },{ 0.630523 , 0.129973 , 0.765211}},
7131 {{-0.125591 , 0.232349 , -0.137262 },{ -0.881651 , -0.023027 , -0.471340}},
7132 {{-0.131864 , 0.199000 , -0.123899 },{ -0.881651 , -0.023027 , -0.471340}},
7133 {{-0.136529 , 0.219448 , -0.116172 },{ -0.881651 , -0.023027 , -0.471340}},
7134 {{-0.119639 , 0.211164 , -0.146235 },{ -0.868604 , -0.034678 , -0.494292}},
7135 {{-0.131864 , 0.199000 , -0.123899 },{ -0.868604 , -0.034678 , -0.494292}},
7136 {{-0.125591 , 0.232349 , -0.137262 },{ -0.868604 , -0.034678 , -0.494292}},
7137 {{-0.118094 , 0.236858 , -0.048981 },{ -0.544013 , -0.439326 , 0.714872}},
7138 {{-0.131347 , 0.219874 , -0.069504 },{ -0.544013 , -0.439326 , 0.714872}},
7139 {{-0.115165 , 0.219504 , -0.057417 },{ -0.544013 , -0.439326 , 0.714872}},
7140 {{-0.134912 , 0.237056 , -0.061251 },{ -0.528583 , -0.454154 , 0.717179}},
7141 {{-0.131347 , 0.219874 , -0.069504 },{ -0.528583 , -0.454154 , 0.717179}},
7142 {{-0.118094 , 0.236858 , -0.048981 },{ -0.528583 , -0.454154 , 0.717179}},
7143 {{0.072014 , 0.247298 , 0.157326 },{ 0.257622 , 0.054081 , 0.964731}},
7144 {{0.050704 , 0.262133 , 0.162185 },{ 0.257622 , 0.054081 , 0.964731}},
7145 {{0.053503 , 0.244233 , 0.162441 },{ 0.257622 , 0.054081 , 0.964731}},
7146 {{0.072014 , 0.247298 , 0.157326 },{ 0.259227 , 0.056575 , 0.964158}},
7147 {{0.070207 , 0.265343 , 0.156753 },{ 0.259227 , 0.056575 , 0.964158}},
7148 {{0.050704 , 0.262133 , 0.162185 },{ 0.259227 , 0.056575 , 0.964158}},
7149 {{0.050704 , 0.262133 , 0.162185 },{ -0.304098 , -0.033936 , 0.952036}},
7150 {{0.030898 , 0.261275 , 0.155828 },{ -0.304098 , -0.033936 , 0.952036}},
7151 {{0.053503 , 0.244233 , 0.162441 },{ -0.304098 , -0.033936 , 0.952036}},
7152 {{0.030898 , 0.261275 , 0.155828 },{ -0.294443 , -0.019797 , 0.955464}},
7153 {{0.034221 , 0.243175 , 0.156477 },{ -0.294443 , -0.019797 , 0.955464}},
7154 {{0.053503 , 0.244233 , 0.162441 },{ -0.294443 , -0.019797 , 0.955464}},
7155 {{-0.143120 , 0.243808 , -0.078779 },{ -0.897828 , -0.327614 , 0.294234}},
7156 {{-0.131347 , 0.219874 , -0.069504 },{ -0.897828 , -0.327614 , 0.294234}},
7157 {{-0.134912 , 0.237056 , -0.061251 },{ -0.897828 , -0.327614 , 0.294234}},
7158 {{-0.139250 , 0.226395 , -0.086025 },{ -0.896752 , -0.324507 , 0.300884}},
7159 {{-0.131347 , 0.219874 , -0.069504 },{ -0.896752 , -0.324507 , 0.300884}},
7160 {{-0.143120 , 0.243808 , -0.078779 },{ -0.896752 , -0.324507 , 0.300884}},
7161 {{-0.032636 , 0.200048 , -0.089248 },{ 0.782822 , -0.056375 , 0.619686}},
7162 {{-0.039642 , 0.221061 , -0.078486 },{ 0.782822 , -0.056375 , 0.619686}},
7163 {{-0.057441 , 0.210160 , -0.056993 },{ 0.782822 , -0.056375 , 0.619686}},
7164 {{-0.032636 , 0.200048 , -0.089248 },{ 0.788437 , -0.026236 , 0.614555}},
7165 {{-0.057441 , 0.210160 , -0.056993 },{ 0.788437 , -0.026236 , 0.614555}},
7166 {{-0.050959 , 0.187111 , -0.066293 },{ 0.788437 , -0.026236 , 0.614555}},
7167 {{-0.027037 , 0.213821 , -0.119611 },{ 0.944488 , 0.196505 , 0.263302}},
7168 {{-0.034170 , 0.231990 , -0.107584 },{ 0.944488 , 0.196505 , 0.263302}},
7169 {{-0.032636 , 0.200048 , -0.089248 },{ 0.944488 , 0.196505 , 0.263302}},
7170 {{-0.034170 , 0.231990 , -0.107584 },{ 0.949769 , 0.188860 , 0.249542}},
7171 {{-0.039642 , 0.221061 , -0.078486 },{ 0.949769 , 0.188860 , 0.249542}},
7172 {{-0.032636 , 0.200048 , -0.089248 },{ 0.949769 , 0.188860 , 0.249542}},
7173 {{-0.039403 , 0.249094 , -0.097511 },{ 0.966658 , 0.128058 , 0.221753}},
7174 {{-0.043685 , 0.265666 , -0.088415 },{ 0.966658 , 0.128058 , 0.221753}},
7175 {{-0.044773 , 0.241147 , -0.069513 },{ 0.966658 , 0.128058 , 0.221753}},
7176 {{-0.043685 , 0.265666 , -0.088415 },{ 0.969921 , 0.120159 , 0.211695}},
7177 {{-0.048967 , 0.260769 , -0.061435 },{ 0.969921 , 0.120159 , 0.211695}},
7178 {{-0.044773 , 0.241147 , -0.069513 },{ 0.969921 , 0.120159 , 0.211695}},
7179 {{0.009214 , 0.192973 , 0.086117 },{ -0.960490 , -0.060944 , -0.271559}},
7180 {{0.000391 , 0.193675 , 0.117166 },{ -0.960490 , -0.060944 , -0.271559}},
7181 {{-0.001101 , 0.219319 , 0.116688 },{ -0.960490 , -0.060944 , -0.271559}},
7182 {{0.009214 , 0.192973 , 0.086117 },{ -0.964148 , -0.086300 , -0.250941}},
7183 {{-0.001101 , 0.219319 , 0.116688 },{ -0.964148 , -0.086300 , -0.250941}},
7184 {{0.006625 , 0.217844 , 0.087511 },{ -0.964148 , -0.086300 , -0.250941}},
7185 {{0.027718 , 0.217545 , 0.063864 },{ -0.745902 , -0.040383 , -0.664830}},
7186 {{0.009214 , 0.192973 , 0.086117 },{ -0.745902 , -0.040383 , -0.664830}},
7187 {{0.006625 , 0.217844 , 0.087511 },{ -0.745902 , -0.040383 , -0.664830}},
7188 {{0.031551 , 0.194400 , 0.060634 },{ -0.750714 , -0.032240 , -0.659840}},
7189 {{0.009214 , 0.192973 , 0.086117 },{ -0.750714 , -0.032240 , -0.659840}},
7190 {{0.027718 , 0.217545 , 0.063864 },{ -0.750714 , -0.032240 , -0.659840}},
7191 {{-0.004029 , 0.262849 , 0.112823 },{ -0.968316 , -0.104648 , -0.226742}},
7192 {{0.004255 , 0.240893 , 0.087579 },{ -0.968316 , -0.104648 , -0.226742}},
7193 {{-0.002482 , 0.243460 , 0.115165 },{ -0.968316 , -0.104648 , -0.226742}},
7194 {{-0.004029 , 0.262849 , 0.112823 },{ -0.968346 , -0.104980 , -0.226463}},
7195 {{0.001994 , 0.263030 , 0.086985 },{ -0.968346 , -0.104980 , -0.226463}},
7196 {{0.004255 , 0.240893 , 0.087579 },{ -0.968346 , -0.104980 , -0.226463}},
7197 {{0.020843 , 0.259008 , 0.066783 },{ -0.737174 , -0.093250 , -0.669238}},
7198 {{0.004255 , 0.240893 , 0.087579 },{ -0.737174 , -0.093250 , -0.669238}},
7199 {{0.001994 , 0.263030 , 0.086985 },{ -0.737174 , -0.093250 , -0.669238}},
7200 {{0.024201 , 0.238759 , 0.065678 },{ -0.740745 , -0.086487 , -0.666195}},
7201 {{0.004255 , 0.240893 , 0.087579 },{ -0.740745 , -0.086487 , -0.666195}},
7202 {{0.020843 , 0.259008 , 0.066783 },{ -0.740745 , -0.086487 , -0.666195}},
7203 {{-0.062354 , 0.232561 , -0.049070 },{ 0.774645 , -0.093465 , 0.625451}},
7204 {{-0.048967 , 0.260769 , -0.061435 },{ 0.774645 , -0.093465 , 0.625451}},
7205 {{-0.064903 , 0.251077 , -0.043146 },{ 0.774645 , -0.093465 , 0.625451}},
7206 {{-0.062354 , 0.232561 , -0.049070 },{ 0.773818 , -0.092567 , 0.626607}},
7207 {{-0.044773 , 0.241147 , -0.069513 },{ 0.773818 , -0.092567 , 0.626607}},
7208 {{-0.048967 , 0.260769 , -0.061435 },{ 0.773818 , -0.092567 , 0.626607}},
7209 {{-0.111290 , 0.199762 , -0.064545 },{ -0.557971 , -0.374785 , 0.740408}},
7210 {{-0.124441 , 0.182157 , -0.083367 },{ -0.557971 , -0.374785 , 0.740408}},
7211 {{-0.107483 , 0.180374 , -0.071490 },{ -0.557971 , -0.374785 , 0.740408}},
7212 {{-0.127721 , 0.200755 , -0.076650 },{ -0.566115 , -0.366515 , 0.738363}},
7213 {{-0.124441 , 0.182157 , -0.083367 },{ -0.566115 , -0.366515 , 0.738363}},
7214 {{-0.111290 , 0.199762 , -0.064545 },{ -0.566115 , -0.366515 , 0.738363}},
7215 {{0.073753 , 0.227336 , 0.159207 },{ 0.261215 , 0.117169 , 0.958143}},
7216 {{0.056888 , 0.205264 , 0.166504 },{ 0.261215 , 0.117169 , 0.958143}},
7217 {{0.075485 , 0.207259 , 0.161190 },{ 0.261215 , 0.117169 , 0.958143}},
7218 {{0.073753 , 0.227336 , 0.159207 },{ 0.247711 , 0.128205 , 0.960314}},
7219 {{0.055210 , 0.224708 , 0.164341 },{ 0.247711 , 0.128205 , 0.960314}},
7220 {{0.056888 , 0.205264 , 0.166504 },{ 0.247711 , 0.128205 , 0.960314}},
7221 {{0.055210 , 0.224708 , 0.164341 },{ -0.297598 , 0.080145 , 0.951321}},
7222 {{0.035724 , 0.222895 , 0.158398 },{ -0.297598 , 0.080145 , 0.951321}},
7223 {{0.056888 , 0.205264 , 0.166504 },{ -0.297598 , 0.080145 , 0.951321}},
7224 {{0.035724 , 0.222895 , 0.158398 },{ -0.304669 , 0.070963 , 0.949811}},
7225 {{0.037205 , 0.202471 , 0.160399 },{ -0.304669 , 0.070963 , 0.949811}},
7226 {{0.056888 , 0.205264 , 0.166504 },{ -0.304669 , 0.070963 , 0.949811}},
7227 {{-0.135572 , 0.206978 , -0.093266 },{ -0.904761 , -0.276556 , 0.323921}},
7228 {{-0.124441 , 0.182157 , -0.083367 },{ -0.904761 , -0.276556 , 0.323921}},
7229 {{-0.127721 , 0.200755 , -0.076650 },{ -0.904761 , -0.276556 , 0.323921}},
7230 {{-0.132006 , 0.187933 , -0.100307 },{ -0.907806 , -0.284051 , 0.308552}},
7231 {{-0.124441 , 0.182157 , -0.083367 },{ -0.907806 , -0.284051 , 0.308552}},
7232 {{-0.135572 , 0.206978 , -0.093266 },{ -0.907806 , -0.284051 , 0.308552}},
7233 {{-0.132767 , 0.270141 , -0.123972 },{ -0.365547 , 0.235248 , -0.900574}},
7234 {{-0.102848 , 0.258531 , -0.139149 },{ -0.365547 , 0.235248 , -0.900574}},
7235 {{-0.130175 , 0.252926 , -0.129521 },{ -0.365547 , 0.235248 , -0.900574}},
7236 {{-0.107091 , 0.276714 , -0.130717 },{ -0.318900 , 0.336474 , -0.886052}},
7237 {{-0.102848 , 0.258531 , -0.139149 },{ -0.318900 , 0.336474 , -0.886052}},
7238 {{-0.132767 , 0.270141 , -0.123972 },{ -0.318900 , 0.336474 , -0.886052}},
7239 {{0.075578 , 0.244216 , 0.066176 },{ 0.700288 , 0.195870 , -0.686463}},
7240 {{0.071792 , 0.264162 , 0.068005 },{ 0.700288 , 0.195870 , -0.686463}},
7241 {{0.095979 , 0.251317 , 0.089014 },{ 0.700288 , 0.195870 , -0.686463}},
7242 {{0.093330 , 0.272289 , 0.089172 },{ 0.680246 , 0.091402 , -0.727263}},
7243 {{0.095979 , 0.251317 , 0.089014 },{ 0.680246 , 0.091402 , -0.727263}},
7244 {{0.071792 , 0.264162 , 0.068005 },{ 0.680246 , 0.091402 , -0.727263}},
7245 {{0.095979 , 0.251317 , 0.089014 },{ 0.932717 , 0.120374 , -0.339925}},
7246 {{0.093330 , 0.272289 , 0.089172 },{ 0.932717 , 0.120374 , -0.339925}},
7247 {{0.102601 , 0.274089 , 0.115248 },{ 0.932717 , 0.120374 , -0.339925}},
7248 {{0.095979 , 0.251317 , 0.089014 },{ 0.959915 , 0.040395 , -0.277366}},
7249 {{0.102601 , 0.274089 , 0.115248 },{ 0.959915 , 0.040395 , -0.277366}},
7250 {{0.103941 , 0.255979 , 0.117248 },{ 0.959915 , 0.040395 , -0.277366}},
7251 {{-0.107091 , 0.276714 , -0.130717 },{ 0.135526 , 0.442668 , -0.886384}},
7252 {{-0.076108 , 0.274545 , -0.127063 },{ 0.135526 , 0.442668 , -0.886384}},
7253 {{-0.102848 , 0.258531 , -0.139149 },{ 0.135526 , 0.442668 , -0.886384}},
7254 {{-0.076108 , 0.274545 , -0.127063 },{ 0.062170 , 0.533026 , -0.843812}},
7255 {{-0.071592 , 0.258623 , -0.136788 },{ 0.062170 , 0.533026 , -0.843812}},
7256 {{-0.102848 , 0.258531 , -0.139149 },{ 0.062170 , 0.533026 , -0.843812}},
7257 {{-0.090792 , 0.568361 , -0.064559 },{ -0.970421 , 0.159679 , 0.181067}},
7258 {{-0.087226 , 0.550575 , -0.029762 },{ -0.970421 , 0.159679 , 0.181067}},
7259 {{-0.085673 , 0.563628 , -0.032950 },{ -0.970421 , 0.159679 , 0.181067}},
7260 {{-0.090792 , 0.568361 , -0.064559 },{ -0.807117 , 0.488072 , 0.332185}},
7261 {{-0.094249 , 0.559721 , -0.060264 },{ -0.807117 , 0.488072 , 0.332185}},
7262 {{-0.087226 , 0.550575 , -0.029762 },{ -0.807117 , 0.488072 , 0.332185}},
7263 {{-0.061060 , 0.539142 , 0.012854 },{ -0.754908 , -0.004809 , 0.655813}},
7264 {{-0.060831 , 0.514106 , 0.012934 },{ -0.754908 , -0.004809 , 0.655813}},
7265 {{-0.032825 , 0.544547 , 0.045395 },{ -0.754908 , -0.004809 , 0.655813}},
7266 {{-0.060831 , 0.514106 , 0.012934 },{ -0.749283 , -0.016627 , 0.662042}},
7267 {{-0.025858 , 0.517786 , 0.052608 },{ -0.749283 , -0.016627 , 0.662042}},
7268 {{-0.032825 , 0.544547 , 0.045395 },{ -0.749283 , -0.016627 , 0.662042}},
7269 {{-0.032825 , 0.544547 , 0.045395 },{ -0.468677 , 0.114088 , 0.875971}},
7270 {{-0.025858 , 0.517786 , 0.052608 },{ -0.468677 , 0.114088 , 0.875971}},
7271 {{0.012425 , 0.529386 , 0.071580 },{ -0.468677 , 0.114088 , 0.875971}},
7272 {{-0.003545 , 0.549374 , 0.065366 },{ -0.535780 , -0.171019 , 0.826857}},
7273 {{-0.032825 , 0.544547 , 0.045395 },{ -0.535780 , -0.171019 , 0.826857}},
7274 {{0.012425 , 0.529386 , 0.071580 },{ -0.535780 , -0.171019 , 0.826857}},
7275 {{-0.010619 , 0.557627 , 0.063583 },{ -0.513484 , -0.263715 , 0.816571}},
7276 {{-0.032825 , 0.544547 , 0.045395 },{ -0.513484 , -0.263715 , 0.816571}},
7277 {{-0.003545 , 0.549374 , 0.065366 },{ -0.513484 , -0.263715 , 0.816571}},
7278 {{-0.010619 , 0.557627 , 0.063583 },{ -0.573035 , -0.147995 , 0.806057}},
7279 {{-0.037904 , 0.557274 , 0.044121 },{ -0.573035 , -0.147995 , 0.806057}},
7280 {{-0.032825 , 0.544547 , 0.045395 },{ -0.573035 , -0.147995 , 0.806057}},
7281 {{-0.061984 , 0.558186 , 0.012282 },{ -0.775403 , -0.251460 , 0.579239}},
7282 {{-0.032825 , 0.544547 , 0.045395 },{ -0.775403 , -0.251460 , 0.579239}},
7283 {{-0.037904 , 0.557274 , 0.044121 },{ -0.775403 , -0.251460 , 0.579239}},
7284 {{-0.061984 , 0.558186 , 0.012282 },{ -0.753818 , -0.016845 , 0.656867}},
7285 {{-0.061060 , 0.539142 , 0.012854 },{ -0.753818 , -0.016845 , 0.656867}},
7286 {{-0.032825 , 0.544547 , 0.045395 },{ -0.753818 , -0.016845 , 0.656867}},
7287 {{0.024267 , 0.690137 , 0.074588 },{ -0.133824 , -0.601639 , 0.787478}},
7288 {{0.009499 , 0.684511 , 0.067780 },{ -0.133824 , -0.601639 , 0.787478}},
7289 {{0.032002 , 0.675740 , 0.064903 },{ -0.133824 , -0.601639 , 0.787478}},
7290 {{0.000044 , 0.697154 , 0.077881 },{ -0.090680 , -0.662132 , 0.743881}},
7291 {{0.009499 , 0.684511 , 0.067780 },{ -0.090680 , -0.662132 , 0.743881}},
7292 {{0.024267 , 0.690137 , 0.074588 },{ -0.090680 , -0.662132 , 0.743881}},
7293 {{0.009499 , 0.684511 , 0.067780 },{ -0.461677 , -0.738210 , 0.491834}},
7294 {{0.000044 , 0.697154 , 0.077881 },{ -0.461677 , -0.738210 , 0.491834}},
7295 {{-0.022828 , 0.705857 , 0.069474 },{ -0.461677 , -0.738210 , 0.491834}},
7296 {{-0.022828 , 0.705857 , 0.069474 },{ 0.230639 , 0.275220 , 0.933306}},
7297 {{0.006268 , 0.671633 , 0.072376 },{ 0.230639 , 0.275220 , 0.933306}},
7298 {{0.009499 , 0.684511 , 0.067780 },{ 0.230639 , 0.275220 , 0.933306}},
7299 {{0.009499 , 0.684511 , 0.067780 },{ 0.221034 , 0.278149 , 0.934761}},
7300 {{0.006268 , 0.671633 , 0.072376 },{ 0.221034 , 0.278149 , 0.934761}},
7301 {{0.036634 , 0.656929 , 0.069571 },{ 0.221034 , 0.278149 , 0.934761}},
7302 {{0.009499 , 0.684511 , 0.067780 },{ 0.230908 , 0.287523 , 0.929523}},
7303 {{0.036634 , 0.656929 , 0.069571 },{ 0.230908 , 0.287523 , 0.929523}},
7304 {{0.032002 , 0.675740 , 0.064903 },{ 0.230908 , 0.287523 , 0.929523}},
7305 {{-0.060615 , 0.715582 , -0.115392 },{ -0.209353 , -0.252061 , -0.944794}},
7306 {{-0.048831 , 0.696810 , -0.112995 },{ -0.209353 , -0.252061 , -0.944794}},
7307 {{-0.063298 , 0.698012 , -0.110110 },{ -0.209353 , -0.252061 , -0.944794}},
7308 {{-0.060615 , 0.715582 , -0.115392 },{ -0.176790 , -0.233083 , -0.956252}},
7309 {{-0.045713 , 0.714031 , -0.117769 },{ -0.176790 , -0.233083 , -0.956252}},
7310 {{-0.048831 , 0.696810 , -0.112995 },{ -0.176790 , -0.233083 , -0.956252}},
7311 {{-0.045713 , 0.714031 , -0.117769 },{ -0.130510 , -0.242847 , -0.961245}},
7312 {{-0.030292 , 0.712429 , -0.119458 },{ -0.130510 , -0.242847 , -0.961245}},
7313 {{-0.048831 , 0.696810 , -0.112995 },{ -0.130510 , -0.242847 , -0.961245}},
7314 {{-0.030292 , 0.712429 , -0.119458 },{ -0.158104 , -0.211447 , -0.964517}},
7315 {{-0.033951 , 0.695336 , -0.115111 },{ -0.158104 , -0.211447 , -0.964517}},
7316 {{-0.048831 , 0.696810 , -0.112995 },{ -0.158104 , -0.211447 , -0.964517}},
7317 {{-0.048831 , 0.696810 , -0.112995 },{ -0.162482 , -0.283501 , -0.945107}},
7318 {{-0.033951 , 0.695336 , -0.115111 },{ -0.162482 , -0.283501 , -0.945107}},
7319 {{-0.040642 , 0.676565 , -0.108330 },{ -0.162482 , -0.283501 , -0.945107}},
7320 {{-0.048831 , 0.696810 , -0.112995 },{ -0.199952 , -0.296097 , -0.933994}},
7321 {{-0.040642 , 0.676565 , -0.108330 },{ -0.199952 , -0.296097 , -0.933994}},
7322 {{-0.053207 , 0.677590 , -0.105965 },{ -0.199952 , -0.296097 , -0.933994}},
7323 {{-0.065239 , 0.677915 , -0.103394 },{ -0.207312 , -0.294069 , -0.933030}},
7324 {{-0.048831 , 0.696810 , -0.112995 },{ -0.207312 , -0.294069 , -0.933030}},
7325 {{-0.053207 , 0.677590 , -0.105965 },{ -0.207312 , -0.294069 , -0.933030}},
7326 {{-0.065239 , 0.677915 , -0.103394 },{ -0.210311 , -0.291529 , -0.933156}},
7327 {{-0.063298 , 0.698012 , -0.110110 },{ -0.210311 , -0.291529 , -0.933156}},
7328 {{-0.048831 , 0.696810 , -0.112995 },{ -0.210311 , -0.291529 , -0.933156}},
7329 {{-0.070059 , 0.703608 , -0.042630 },{ 0.120753 , 0.365458 , 0.922962}},
7330 {{-0.075860 , 0.683063 , -0.033736 },{ 0.120753 , 0.365458 , 0.922962}},
7331 {{-0.059361 , 0.703076 , -0.043819 },{ 0.120753 , 0.365458 , 0.922962}},
7332 {{-0.059361 , 0.703076 , -0.043819 },{ 0.269702 , 0.246625 , 0.930826}},
7333 {{-0.075860 , 0.683063 , -0.033736 },{ 0.269702 , 0.246625 , 0.930826}},
7334 {{-0.065122 , 0.682175 , -0.036612 },{ 0.269702 , 0.246625 , 0.930826}},
7335 {{-0.059361 , 0.703076 , -0.043819 },{ 0.278642 , 0.243533 , 0.929005}},
7336 {{-0.065122 , 0.682175 , -0.036612 },{ 0.278642 , 0.243533 , 0.929005}},
7337 {{-0.054216 , 0.681343 , -0.039665 },{ 0.278642 , 0.243533 , 0.929005}},
7338 {{-0.059361 , 0.703076 , -0.043819 },{ 0.184054 , 0.226393 , 0.956488}},
7339 {{-0.054216 , 0.681343 , -0.039665 },{ 0.184054 , 0.226393 , 0.956488}},
7340 {{-0.048266 , 0.702172 , -0.045740 },{ 0.184054 , 0.226393 , 0.956488}},
7341 {{-0.041230 , 0.720207 , -0.051265 },{ 0.183865 , 0.221640 , 0.957637}},
7342 {{-0.059361 , 0.703076 , -0.043819 },{ 0.183865 , 0.221640 , 0.957637}},
7343 {{-0.048266 , 0.702172 , -0.045740 },{ 0.183865 , 0.221640 , 0.957637}},
7344 {{-0.052434 , 0.721157 , -0.050326 },{ 0.104954 , 0.300908 , 0.947860}},
7345 {{-0.059361 , 0.703076 , -0.043819 },{ 0.104954 , 0.300908 , 0.947860}},
7346 {{-0.041230 , 0.720207 , -0.051265 },{ 0.104954 , 0.300908 , 0.947860}},
7347 {{-0.063250 , 0.721943 , -0.050125 },{ 0.041133 , 0.324345 , 0.945044}},
7348 {{-0.059361 , 0.703076 , -0.043819 },{ 0.041133 , 0.324345 , 0.945044}},
7349 {{-0.052434 , 0.721157 , -0.050326 },{ 0.041133 , 0.324345 , 0.945044}},
7350 {{-0.063250 , 0.721943 , -0.050125 },{ 0.120537 , 0.336947 , 0.933776}},
7351 {{-0.070059 , 0.703608 , -0.042630 },{ 0.120537 , 0.336947 , 0.933776}},
7352 {{-0.059361 , 0.703076 , -0.043819 },{ 0.120537 , 0.336947 , 0.933776}},
7353 {{0.061860 , 0.580238 , 0.049772 },{ 0.288908 , -0.334150 , 0.897149}},
7354 {{0.016253 , 0.572200 , 0.061465 },{ 0.288908 , -0.334150 , 0.897149}},
7355 {{0.058113 , 0.573508 , 0.048472 },{ 0.288908 , -0.334150 , 0.897149}},
7356 {{0.009874 , 0.594755 , 0.066763 },{ 0.269909 , -0.147181 , 0.951571}},
7357 {{0.016253 , 0.572200 , 0.061465 },{ 0.269909 , -0.147181 , 0.951571}},
7358 {{0.061860 , 0.580238 , 0.049772 },{ 0.269909 , -0.147181 , 0.951571}},
7359 {{-0.027032 , 0.598820 , 0.062944 },{ -0.127753 , -0.260894 , 0.956877}},
7360 {{0.016253 , 0.572200 , 0.061465 },{ -0.127753 , -0.260894 , 0.956877}},
7361 {{0.009874 , 0.594755 , 0.066763 },{ -0.127753 , -0.260894 , 0.956877}},
7362 {{-0.027032 , 0.598820 , 0.062944 },{ 0.050757 , 0.027065 , 0.998344}},
7363 {{-0.020074 , 0.571865 , 0.063321 },{ 0.050757 , 0.027065 , 0.998344}},
7364 {{0.016253 , 0.572200 , 0.061465 },{ 0.050757 , 0.027065 , 0.998344}},
7365 {{0.016253 , 0.572200 , 0.061465 },{ 0.050479 , 0.051875 , 0.997377}},
7366 {{-0.020074 , 0.571865 , 0.063321 },{ 0.050479 , 0.051875 , 0.997377}},
7367 {{-0.010619 , 0.557627 , 0.063583 },{ 0.050479 , 0.051875 , 0.997377}},
7368 {{0.016253 , 0.572200 , 0.061465 },{ 0.166910 , -0.166535 , 0.971806}},
7369 {{-0.010619 , 0.557627 , 0.063583 },{ 0.166910 , -0.166535 , 0.971806}},
7370 {{0.023080 , 0.560509 , 0.058289 },{ 0.166910 , -0.166535 , 0.971806}},
7371 {{0.016253 , 0.572200 , 0.061465 },{ 0.506854 , 0.062412 , 0.859770}},
7372 {{0.023080 , 0.560509 , 0.058289 },{ 0.506854 , 0.062412 , 0.859770}},
7373 {{0.060793 , 0.564481 , 0.035768 },{ 0.506854 , 0.062412 , 0.859770}},
7374 {{0.060793 , 0.564481 , 0.035768 },{ 0.209032 , -0.775800 , 0.595349}},
7375 {{0.058113 , 0.573508 , 0.048472 },{ 0.209032 , -0.775800 , 0.595349}},
7376 {{0.016253 , 0.572200 , 0.061465 },{ 0.209032 , -0.775800 , 0.595349}},
7377 {{0.100088 , 0.414605 , 0.056298 },{ -0.901632 , -0.226257 , -0.368603}},
7378 {{0.088439 , 0.426583 , 0.077440 },{ -0.901632 , -0.226257 , -0.368603}},
7379 {{0.086110 , 0.447641 , 0.070211 },{ -0.901632 , -0.226257 , -0.368603}},
7380 {{0.100088 , 0.414605 , 0.056298 },{ -0.900895 , -0.224821 , -0.371273}},
7381 {{0.086110 , 0.447641 , 0.070211 },{ -0.900895 , -0.224821 , -0.371273}},
7382 {{0.101226 , 0.427459 , 0.045753 },{ -0.900895 , -0.224821 , -0.371273}},
7383 {{0.101134 , 0.443878 , 0.034442 },{ -0.902185 , -0.248125 , -0.352840}},
7384 {{0.101226 , 0.427459 , 0.045753 },{ -0.902185 , -0.248125 , -0.352840}},
7385 {{0.086110 , 0.447641 , 0.070211 },{ -0.902185 , -0.248125 , -0.352840}},
7386 {{0.101134 , 0.443878 , 0.034442 },{ -0.899631 , -0.260450 , -0.350471}},
7387 {{0.086110 , 0.447641 , 0.070211 },{ -0.899631 , -0.260450 , -0.350471}},
7388 {{0.083295 , 0.468408 , 0.062004 },{ -0.899631 , -0.260450 , -0.350471}},
7389 {{0.083295 , 0.468408 , 0.062004 },{ -0.818808 , -0.303549 , -0.487249}},
7390 {{0.086110 , 0.447641 , 0.070211 },{ -0.818808 , -0.303549 , -0.487249}},
7391 {{0.062829 , 0.489525 , 0.083241 },{ -0.818808 , -0.303549 , -0.487249}},
7392 {{0.086110 , 0.447641 , 0.070211 },{ -0.822187 , -0.308111 , -0.478619}},
7393 {{0.068264 , 0.464583 , 0.089961 },{ -0.822187 , -0.308111 , -0.478619}},
7394 {{0.062829 , 0.489525 , 0.083241 },{ -0.822187 , -0.308111 , -0.478619}},
7395 {{0.086110 , 0.447641 , 0.070211 },{ -0.818047 , -0.269183 , -0.508271}},
7396 {{0.073444 , 0.437306 , 0.096070 },{ -0.818047 , -0.269183 , -0.508271}},
7397 {{0.068264 , 0.464583 , 0.089961 },{ -0.818047 , -0.269183 , -0.508271}},
7398 {{0.086110 , 0.447641 , 0.070211 },{ -0.819933 , -0.264897 , -0.507483}},
7399 {{0.088439 , 0.426583 , 0.077440 },{ -0.819933 , -0.264897 , -0.507483}},
7400 {{0.073444 , 0.437306 , 0.096070 },{ -0.819933 , -0.264897 , -0.507483}},
7401 {{0.091177 , 0.459759 , 0.012829 },{ -0.715378 , 0.256006 , 0.650151}},
7402 {{0.087506 , 0.435820 , 0.018216 },{ -0.715378 , 0.256006 , 0.650151}},
7403 {{0.095313 , 0.439023 , 0.025545 },{ -0.715378 , 0.256006 , 0.650151}},
7404 {{0.091177 , 0.459759 , 0.012829 },{ -0.648518 , 0.260407 , 0.715271}},
7405 {{0.081808 , 0.456810 , 0.005408 },{ -0.648518 , 0.260407 , 0.715271}},
7406 {{0.087506 , 0.435820 , 0.018216 },{ -0.648518 , 0.260407 , 0.715271}},
7407 {{-0.103063 , 0.537254 , -0.061605 },{ -0.892601 , 0.331967 , 0.305059}},
7408 {{-0.087226 , 0.550575 , -0.029762 },{ -0.892601 , 0.331967 , 0.305059}},
7409 {{-0.094249 , 0.559721 , -0.060264 },{ -0.892601 , 0.331967 , 0.305059}},
7410 {{-0.103063 , 0.537254 , -0.061605 },{ -0.908814 , 0.148355 , 0.389934}},
7411 {{-0.090539 , 0.520610 , -0.026083 },{ -0.908814 , 0.148355 , 0.389934}},
7412 {{-0.087226 , 0.550575 , -0.029762 },{ -0.908814 , 0.148355 , 0.389934}},
7413 {{-0.087226 , 0.550575 , -0.029762 },{ -0.760431 , 0.161310 , 0.629065}},
7414 {{-0.090539 , 0.520610 , -0.026083 },{ -0.760431 , 0.161310 , 0.629065}},
7415 {{-0.068102 , 0.515156 , 0.002438 },{ -0.760431 , 0.161310 , 0.629065}},
7416 {{-0.087226 , 0.550575 , -0.029762 },{ -0.855233 , 0.009297 , 0.518161}},
7417 {{-0.068102 , 0.515156 , 0.002438 },{ -0.855233 , 0.009297 , 0.518161}},
7418 {{-0.068013 , 0.540174 , 0.002136 },{ -0.855233 , 0.009297 , 0.518161}},
7419 {{0.091177 , 0.459759 , 0.012829 },{ -0.817259 , 0.215153 , 0.534600}},
7420 {{0.101134 , 0.443878 , 0.034442 },{ -0.817259 , 0.215153 , 0.534600}},
7421 {{0.098434 , 0.464157 , 0.022153 },{ -0.817259 , 0.215153 , 0.534600}},
7422 {{0.091177 , 0.459759 , 0.012829 },{ -0.860733 , 0.130119 , 0.492146}},
7423 {{0.095313 , 0.439023 , 0.025545 },{ -0.860733 , 0.130119 , 0.492146}},
7424 {{0.101134 , 0.443878 , 0.034442 },{ -0.860733 , 0.130119 , 0.492146}},
7425 {{-0.087226 , 0.550575 , -0.029762 },{ -0.857180 , -0.003986 , 0.515002}},
7426 {{-0.068013 , 0.540174 , 0.002136 },{ -0.857180 , -0.003986 , 0.515002}},
7427 {{-0.068576 , 0.559178 , 0.001346 },{ -0.857180 , -0.003986 , 0.515002}},
7428 {{-0.085673 , 0.563628 , -0.032950 },{ -0.862735 , 0.214483 , 0.457914}},
7429 {{-0.087226 , 0.550575 , -0.029762 },{ -0.862735 , 0.214483 , 0.457914}},
7430 {{-0.068576 , 0.559178 , 0.001346 },{ -0.862735 , 0.214483 , 0.457914}},
7431 {{0.005602 , 0.531293 , 0.071251 },{ 0.097371 , -0.456171 , -0.884549}},
7432 {{0.031451 , 0.520563 , 0.079630 },{ 0.097371 , -0.456171 , -0.884549}},
7433 {{0.020570 , 0.505939 , 0.085974 },{ 0.097371 , -0.456171 , -0.884549}},
7434 {{0.031451 , 0.520563 , 0.079630 },{ 0.013631 , -0.406454 , -0.913570}},
7435 {{0.041083 , 0.500511 , 0.088695 },{ 0.013631 , -0.406454 , -0.913570}},
7436 {{0.020570 , 0.505939 , 0.085974 },{ 0.013631 , -0.406454 , -0.913570}},
7437 {{0.031451 , 0.520563 , 0.079630 },{ -0.450589 , -0.538374 , -0.712125}},
7438 {{0.062829 , 0.489525 , 0.083241 },{ -0.450589 , -0.538374 , -0.712125}},
7439 {{0.041083 , 0.500511 , 0.088695 },{ -0.450589 , -0.538374 , -0.712125}},
7440 {{0.031451 , 0.520563 , 0.079630 },{ -0.279578 , -0.384970 , -0.879565}},
7441 {{0.058257 , 0.506065 , 0.077455 },{ -0.279578 , -0.384970 , -0.879565}},
7442 {{0.062829 , 0.489525 , 0.083241 },{ -0.279578 , -0.384970 , -0.879565}},
7443 {{-0.051635 , 0.695882 , -0.122039 },{ -0.047995 , 0.113760 , -0.992348}},
7444 {{-0.022523 , 0.675278 , -0.125809 },{ -0.047995 , 0.113760 , -0.992348}},
7445 {{-0.034119 , 0.664925 , -0.126435 },{ -0.047995 , 0.113760 , -0.992348}},
7446 {{-0.022523 , 0.675278 , -0.125809 },{ -0.566315 , -0.730240 , -0.382148}},
7447 {{-0.051635 , 0.695882 , -0.122039 },{ -0.566315 , -0.730240 , -0.382148}},
7448 {{-0.038257 , 0.690969 , -0.132476 },{ -0.566315 , -0.730240 , -0.382148}},
7449 {{-0.052263 , 0.702480 , 0.042879 },{ -0.789680 , 0.024211 , 0.613041}},
7450 {{-0.046591 , 0.672559 , 0.051367 },{ -0.789680 , 0.024211 , 0.613041}},
7451 {{-0.035874 , 0.685623 , 0.064656 },{ -0.789680 , 0.024211 , 0.613041}},
7452 {{-0.052263 , 0.702480 , 0.042879 },{ -0.829310 , -0.094888 , 0.550674}},
7453 {{-0.035874 , 0.685623 , 0.064656 },{ -0.829310 , -0.094888 , 0.550674}},
7454 {{-0.042959 , 0.709556 , 0.058110 },{ -0.829310 , -0.094888 , 0.550674}},
7455 {{-0.052263 , 0.702480 , 0.042879 },{ -0.843516 , -0.043246 , 0.535361}},
7456 {{-0.042959 , 0.709556 , 0.058110 },{ -0.843516 , -0.043246 , 0.535361}},
7457 {{-0.047720 , 0.730656 , 0.052313 },{ -0.843516 , -0.043246 , 0.535361}},
7458 {{-0.055086 , 0.728574 , 0.035486 },{ -0.916620 , 0.014026 , 0.399514}},
7459 {{-0.052263 , 0.702480 , 0.042879 },{ -0.916620 , 0.014026 , 0.399514}},
7460 {{-0.047720 , 0.730656 , 0.052313 },{ -0.916620 , 0.014026 , 0.399514}},
7461 {{-0.060383 , 0.726810 , 0.017847 },{ -0.956931 , -0.021500 , 0.289517}},
7462 {{-0.052263 , 0.702480 , 0.042879 },{ -0.956931 , -0.021500 , 0.289517}},
7463 {{-0.055086 , 0.728574 , 0.035486 },{ -0.956931 , -0.021500 , 0.289517}},
7464 {{-0.060383 , 0.726810 , 0.017847 },{ -0.914391 , 0.098757 , 0.392602}},
7465 {{-0.059842 , 0.698346 , 0.026267 },{ -0.914391 , 0.098757 , 0.392602}},
7466 {{-0.052263 , 0.702480 , 0.042879 },{ -0.914391 , 0.098757 , 0.392602}},
7467 {{-0.059842 , 0.698346 , 0.026267 },{ -0.912723 , 0.038995 , 0.406714}},
7468 {{-0.056878 , 0.665655 , 0.036053 },{ -0.912723 , 0.038995 , 0.406714}},
7469 {{-0.052263 , 0.702480 , 0.042879 },{ -0.912723 , 0.038995 , 0.406714}},
7470 {{-0.056878 , 0.665655 , 0.036053 },{ -0.830255 , 0.000731 , 0.557384}},
7471 {{-0.046591 , 0.672559 , 0.051367 },{ -0.830255 , 0.000731 , 0.557384}},
7472 {{-0.052263 , 0.702480 , 0.042879 },{ -0.830255 , 0.000731 , 0.557384}},
7473 {{-0.066786 , 0.706292 , -0.009321 },{ -0.954236 , 0.223472 , 0.198733}},
7474 {{-0.070137 , 0.683814 , -0.000135 },{ -0.954236 , 0.223472 , 0.198733}},
7475 {{-0.064375 , 0.700811 , 0.008419 },{ -0.954236 , 0.223472 , 0.198733}},
7476 {{-0.070137 , 0.683814 , -0.000135 },{ -0.919334 , 0.123665 , 0.373541}},
7477 {{-0.064339 , 0.672066 , 0.018024 },{ -0.919334 , 0.123665 , 0.373541}},
7478 {{-0.064375 , 0.700811 , 0.008419 },{ -0.919334 , 0.123665 , 0.373541}},
7479 {{-0.064375 , 0.700811 , 0.008419 },{ -0.896486 , 0.139408 , 0.420569}},
7480 {{-0.064339 , 0.672066 , 0.018024 },{ -0.896486 , 0.139408 , 0.420569}},
7481 {{-0.056878 , 0.665655 , 0.036053 },{ -0.896486 , 0.139408 , 0.420569}},
7482 {{-0.064375 , 0.700811 , 0.008419 },{ -0.969608 , -0.014806 , 0.244214}},
7483 {{-0.056878 , 0.665655 , 0.036053 },{ -0.969608 , -0.014806 , 0.244214}},
7484 {{-0.059842 , 0.698346 , 0.026267 },{ -0.969608 , -0.014806 , 0.244214}},
7485 {{-0.064375 , 0.700811 , 0.008419 },{ -0.965790 , 0.056512 , 0.253094}},
7486 {{-0.059842 , 0.698346 , 0.026267 },{ -0.965790 , 0.056512 , 0.253094}},
7487 {{-0.060383 , 0.726810 , 0.017847 },{ -0.965790 , 0.056512 , 0.253094}},
7488 {{-0.062171 , 0.725949 , 0.000199 },{ -0.988568 , 0.117549 , 0.094422}},
7489 {{-0.064375 , 0.700811 , 0.008419 },{ -0.988568 , 0.117549 , 0.094422}},
7490 {{-0.060383 , 0.726810 , 0.017847 },{ -0.988568 , 0.117549 , 0.094422}},
7491 {{-0.061721 , 0.725522 , -0.016721 },{ -0.996542 , 0.078062 , -0.028474}},
7492 {{-0.064375 , 0.700811 , 0.008419 },{ -0.996542 , 0.078062 , -0.028474}},
7493 {{-0.062171 , 0.725949 , 0.000199 },{ -0.996542 , 0.078062 , -0.028474}},
7494 {{-0.061721 , 0.725522 , -0.016721 },{ -0.917012 , 0.328556 , 0.226142}},
7495 {{-0.066786 , 0.706292 , -0.009321 },{ -0.917012 , 0.328556 , 0.226142}},
7496 {{-0.064375 , 0.700811 , 0.008419 },{ -0.917012 , 0.328556 , 0.226142}},
7497 {{-0.038257 , 0.690969 , -0.132476 },{ -0.188522 , -0.538100 , -0.821528}},
7498 {{-0.016453 , 0.686553 , -0.134587 },{ -0.188522 , -0.538100 , -0.821528}},
7499 {{-0.022523 , 0.675278 , -0.125809 },{ -0.188522 , -0.538100 , -0.821528}},
7500 {{-0.016453 , 0.686553 , -0.134587 },{ -0.307629 , -0.475871 , -0.823960}},
7501 {{-0.005064 , 0.668464 , -0.128392 },{ -0.307629 , -0.475871 , -0.823960}},
7502 {{-0.022523 , 0.675278 , -0.125809 },{ -0.307629 , -0.475871 , -0.823960}},
7503 {{-0.022523 , 0.675278 , -0.125809 },{ -0.013656 , 0.323640 , -0.946082}},
7504 {{-0.005064 , 0.668464 , -0.128392 },{ -0.013656 , 0.323640 , -0.946082}},
7505 {{-0.014641 , 0.653695 , -0.133306 },{ -0.013656 , 0.323640 , -0.946082}},
7506 {{-0.022523 , 0.675278 , -0.125809 },{ -0.183015 , 0.262277 , -0.947479}},
7507 {{-0.014641 , 0.653695 , -0.133306 },{ -0.183015 , 0.262277 , -0.947479}},
7508 {{-0.034119 , 0.664925 , -0.126435 },{ -0.183015 , 0.262277 , -0.947479}},
7509 {{-0.056670 , 0.743880 , 0.013257 },{ -0.943600 , 0.260274 , 0.204636}},
7510 {{-0.060383 , 0.726810 , 0.017847 },{ -0.943600 , 0.260274 , 0.204636}},
7511 {{-0.052642 , 0.744331 , 0.031257 },{ -0.943600 , 0.260274 , 0.204636}},
7512 {{-0.060383 , 0.726810 , 0.017847 },{ -0.940883 , 0.215972 , 0.260949}},
7513 {{-0.055086 , 0.728574 , 0.035486 },{ -0.940883 , 0.215972 , 0.260949}},
7514 {{-0.052642 , 0.744331 , 0.031257 },{ -0.940883 , 0.215972 , 0.260949}},
7515 {{-0.052642 , 0.744331 , 0.031257 },{ -0.900310 , 0.237530 , 0.364721}},
7516 {{-0.055086 , 0.728574 , 0.035486 },{ -0.900310 , 0.237530 , 0.364721}},
7517 {{-0.047720 , 0.730656 , 0.052313 },{ -0.900310 , 0.237530 , 0.364721}},
7518 {{-0.052642 , 0.744331 , 0.031257 },{ -0.916065 , 0.202902 , 0.345914}},
7519 {{-0.047720 , 0.730656 , 0.052313 },{ -0.916065 , 0.202902 , 0.345914}},
7520 {{-0.046181 , 0.743699 , 0.048738 },{ -0.916065 , 0.202902 , 0.345914}},
7521 {{-0.053503 , 0.737762 , -0.020495 },{ -0.837689 , 0.485017 , -0.251068}},
7522 {{-0.061721 , 0.725522 , -0.016721 },{ -0.837689 , 0.485017 , -0.251068}},
7523 {{-0.056361 , 0.741294 , -0.004136 },{ -0.837689 , 0.485017 , -0.251068}},
7524 {{-0.061721 , 0.725522 , -0.016721 },{ -0.937792 , 0.345561 , -0.033662}},
7525 {{-0.062171 , 0.725949 , 0.000199 },{ -0.937792 , 0.345561 , -0.033662}},
7526 {{-0.056361 , 0.741294 , -0.004136 },{ -0.937792 , 0.345561 , -0.033662}},
7527 {{-0.056361 , 0.741294 , -0.004136 },{ -0.925272 , 0.371691 , 0.075610}},
7528 {{-0.062171 , 0.725949 , 0.000199 },{ -0.925272 , 0.371691 , 0.075610}},
7529 {{-0.060383 , 0.726810 , 0.017847 },{ -0.925272 , 0.371691 , 0.075610}},
7530 {{-0.056361 , 0.741294 , -0.004136 },{ -0.978622 , 0.200188 , -0.047149}},
7531 {{-0.060383 , 0.726810 , 0.017847 },{ -0.978622 , 0.200188 , -0.047149}},
7532 {{-0.056670 , 0.743880 , 0.013257 },{ -0.978622 , 0.200188 , -0.047149}},
7533 {{0.038336 , 0.640800 , -0.126468 },{ 0.838217 , -0.216039 , -0.500720}},
7534 {{0.065993 , 0.665274 , -0.090729 },{ 0.838217 , -0.216039 , -0.500720}},
7535 {{0.057686 , 0.638884 , -0.093249 },{ 0.838217 , -0.216039 , -0.500720}},
7536 {{0.038336 , 0.640800 , -0.126468 },{ 0.830137 , -0.442220 , -0.339579}},
7537 {{0.050397 , 0.663378 , -0.126386 },{ 0.830137 , -0.442220 , -0.339579}},
7538 {{0.065993 , 0.665274 , -0.090729 },{ 0.830137 , -0.442220 , -0.339579}},
7539 {{0.051394 , 0.697697 , -0.144468 },{ 0.896773 , -0.226373 , -0.380202}},
7540 {{0.065993 , 0.665274 , -0.090729 },{ 0.896773 , -0.226373 , -0.380202}},
7541 {{0.050397 , 0.663378 , -0.126386 },{ 0.896773 , -0.226373 , -0.380202}},
7542 {{0.051394 , 0.697697 , -0.144468 },{ 0.938648 , -0.115788 , -0.324857}},
7543 {{0.068694 , 0.697635 , -0.094459 },{ 0.938648 , -0.115788 , -0.324857}},
7544 {{0.065993 , 0.665274 , -0.090729 },{ 0.938648 , -0.115788 , -0.324857}},
7545 {{0.068694 , 0.697635 , -0.094459 },{ 0.992074 , -0.092594 , -0.084945}},
7546 {{0.074613 , 0.710426 , -0.039274 },{ 0.992074 , -0.092594 , -0.084945}},
7547 {{0.065993 , 0.665274 , -0.090729 },{ 0.992074 , -0.092594 , -0.084945}},
7548 {{0.065993 , 0.665274 , -0.090729 },{ 0.973802 , 0.063067 , -0.218478}},
7549 {{0.074613 , 0.710426 , -0.039274 },{ 0.973802 , 0.063067 , -0.218478}},
7550 {{0.076625 , 0.667512 , -0.042694 },{ 0.973802 , 0.063067 , -0.218478}},
7551 {{0.018117 , 0.531367 , 0.063080 },{ 0.432096 , 0.434891 , 0.790040}},
7552 {{0.026053 , 0.504549 , 0.073502 },{ 0.432096 , 0.434891 , 0.790040}},
7553 {{0.033852 , 0.530546 , 0.054926 },{ 0.432096 , 0.434891 , 0.790040}},
7554 {{0.018117 , 0.531367 , 0.063080 },{ 0.817611 , 0.402099 , 0.412104}},
7555 {{0.022375 , 0.505491 , 0.079880 },{ 0.817611 , 0.402099 , 0.412104}},
7556 {{0.026053 , 0.504549 , 0.073502 },{ 0.817611 , 0.402099 , 0.412104}},
7557 {{0.018117 , 0.531367 , 0.063080 },{ 0.916878 , 0.312289 , 0.248616}},
7558 {{0.020570 , 0.505939 , 0.085974 },{ 0.916878 , 0.312289 , 0.248616}},
7559 {{0.022375 , 0.505491 , 0.079880 },{ 0.916878 , 0.312289 , 0.248616}},
7560 {{0.018117 , 0.531367 , 0.063080 },{ 0.422564 , 0.628608 , 0.652910}},
7561 {{0.005602 , 0.531293 , 0.071251 },{ 0.422564 , 0.628608 , 0.652910}},
7562 {{0.020570 , 0.505939 , 0.085974 },{ 0.422564 , 0.628608 , 0.652910}},
7563 {{0.065993 , 0.665274 , -0.090729 },{ 0.975495 , -0.053482 , -0.213423}},
7564 {{0.076625 , 0.667512 , -0.042694 },{ 0.975495 , -0.053482 , -0.213423}},
7565 {{0.073461 , 0.638362 , -0.049851 },{ 0.975495 , -0.053482 , -0.213423}},
7566 {{0.057686 , 0.638884 , -0.093249 },{ 0.908024 , -0.254017 , -0.333119}},
7567 {{0.065993 , 0.665274 , -0.090729 },{ 0.908024 , -0.254017 , -0.333119}},
7568 {{0.073461 , 0.638362 , -0.049851 },{ 0.908024 , -0.254017 , -0.333119}},
7569 {{-0.034119 , 0.664925 , -0.126435 },{ -0.384662 , -0.106162 , -0.916932}},
7570 {{-0.014641 , 0.653695 , -0.133306 },{ -0.384662 , -0.106162 , -0.916932}},
7571 {{-0.050794 , 0.635363 , -0.116017 },{ -0.384662 , -0.106162 , -0.916932}},
7572 {{-0.014641 , 0.653695 , -0.133306 },{ -0.466202 , 0.089329 , -0.880157}},
7573 {{-0.028266 , 0.627625 , -0.128735 },{ -0.466202 , 0.089329 , -0.880157}},
7574 {{-0.050794 , 0.635363 , -0.116017 },{ -0.466202 , 0.089329 , -0.880157}},
7575 {{-0.050794 , 0.635363 , -0.116017 },{ -0.491849 , -0.000912 , -0.870680}},
7576 {{-0.028266 , 0.627625 , -0.128735 },{ -0.491849 , -0.000912 , -0.870680}},
7577 {{-0.036578 , 0.593703 , -0.124004 },{ -0.491849 , -0.000912 , -0.870680}},
7578 {{-0.050794 , 0.635363 , -0.116017 },{ -0.604770 , -0.054038 , -0.794565}},
7579 {{-0.036578 , 0.593703 , -0.124004 },{ -0.604770 , -0.054038 , -0.794565}},
7580 {{-0.065249 , 0.602973 , -0.102812 },{ -0.604770 , -0.054038 , -0.794565}},
7581 {{0.080534 , 0.485823 , 0.054138 },{ -0.810961 , -0.379849 , -0.445035}},
7582 {{0.062829 , 0.489525 , 0.083241 },{ -0.810961 , -0.379849 , -0.445035}},
7583 {{0.058257 , 0.506065 , 0.077455 },{ -0.810961 , -0.379849 , -0.445035}},
7584 {{0.080534 , 0.485823 , 0.054138 },{ -0.822742 , -0.337144 , -0.457635}},
7585 {{0.083295 , 0.468408 , 0.062004 },{ -0.822742 , -0.337144 , -0.457635}},
7586 {{0.062829 , 0.489525 , 0.083241 },{ -0.822742 , -0.337144 , -0.457635}},
7587 {{0.101134 , 0.443878 , 0.034442 },{ -0.900297 , -0.289537 , -0.325014}},
7588 {{0.083295 , 0.468408 , 0.062004 },{ -0.900297 , -0.289537 , -0.325014}},
7589 {{0.080534 , 0.485823 , 0.054138 },{ -0.900297 , -0.289537 , -0.325014}},
7590 {{0.098434 , 0.464157 , 0.022153 },{ -0.904288 , -0.302787 , -0.300972}},
7591 {{0.101134 , 0.443878 , 0.034442 },{ -0.904288 , -0.302787 , -0.300972}},
7592 {{0.080534 , 0.485823 , 0.054138 },{ -0.904288 , -0.302787 , -0.300972}},
7593 {{0.028655 , 0.475332 , 0.098689 },{ -0.097075 , -0.337336 , -0.936366}},
7594 {{0.048285 , 0.472445 , 0.097694 },{ -0.097075 , -0.337336 , -0.936366}},
7595 {{0.033440 , 0.443219 , 0.109762 },{ -0.097075 , -0.337336 , -0.936366}},
7596 {{0.048285 , 0.472445 , 0.097694 },{ -0.217590 , -0.276050 , -0.936190}},
7597 {{0.053610 , 0.442385 , 0.105320 },{ -0.217590 , -0.276050 , -0.936190}},
7598 {{0.033440 , 0.443219 , 0.109762 },{ -0.217590 , -0.276050 , -0.936190}},
7599 {{0.048285 , 0.472445 , 0.097694 },{ -0.464806 , -0.294199 , -0.835106}},
7600 {{0.073444 , 0.437306 , 0.096070 },{ -0.464806 , -0.294199 , -0.835106}},
7601 {{0.053610 , 0.442385 , 0.105320 },{ -0.464806 , -0.294199 , -0.835106}},
7602 {{0.048285 , 0.472445 , 0.097694 },{ -0.439233 , -0.274957 , -0.855262}},
7603 {{0.068264 , 0.464583 , 0.089961 },{ -0.439233 , -0.274957 , -0.855262}},
7604 {{0.073444 , 0.437306 , 0.096070 },{ -0.439233 , -0.274957 , -0.855262}},
7605 {{0.062829 , 0.489525 , 0.083241 },{ -0.449344 , -0.322389 , -0.833160}},
7606 {{0.068264 , 0.464583 , 0.089961 },{ -0.449344 , -0.322389 , -0.833160}},
7607 {{0.048285 , 0.472445 , 0.097694 },{ -0.449344 , -0.322389 , -0.833160}},
7608 {{0.041083 , 0.500511 , 0.088695 },{ -0.397917 , -0.371125 , -0.839004}},
7609 {{0.062829 , 0.489525 , 0.083241 },{ -0.397917 , -0.371125 , -0.839004}},
7610 {{0.048285 , 0.472445 , 0.097694 },{ -0.397917 , -0.371125 , -0.839004}},
7611 {{0.020570 , 0.505939 , 0.085974 },{ 0.048963 , -0.293545 , -0.954691}},
7612 {{0.041083 , 0.500511 , 0.088695 },{ 0.048963 , -0.293545 , -0.954691}},
7613 {{0.048285 , 0.472445 , 0.097694 },{ 0.048963 , -0.293545 , -0.954691}},
7614 {{0.020570 , 0.505939 , 0.085974 },{ -0.105618 , -0.405160 , -0.908124}},
7615 {{0.048285 , 0.472445 , 0.097694 },{ -0.105618 , -0.405160 , -0.908124}},
7616 {{0.028655 , 0.475332 , 0.098689 },{ -0.105618 , -0.405160 , -0.908124}},
7617 {{0.084650 , 0.422023 , 0.070978 },{ 0.107568 , 0.901588 , -0.419008}},
7618 {{0.066768 , 0.429047 , 0.081501 },{ 0.107568 , 0.901588 , -0.419008}},
7619 {{0.070449 , 0.432244 , 0.089325 },{ 0.107568 , 0.901588 , -0.419008}},
7620 {{0.084650 , 0.422023 , 0.070978 },{ 0.099165 , 0.897196 , -0.430355}},
7621 {{0.080346 , 0.418848 , 0.063367 },{ 0.099165 , 0.897196 , -0.430355}},
7622 {{0.066768 , 0.429047 , 0.081501 },{ 0.099165 , 0.897196 , -0.430355}},
7623 {{0.090372 , 0.407171 , 0.040071 },{ 0.076338 , 0.904147 , -0.420345}},
7624 {{0.080346 , 0.418848 , 0.063367 },{ 0.076338 , 0.904147 , -0.420345}},
7625 {{0.084650 , 0.422023 , 0.070978 },{ 0.076338 , 0.904147 , -0.420345}},
7626 {{0.095432 , 0.410697 , 0.048221 },{ 0.053718 , 0.903878 , -0.424404}},
7627 {{0.090372 , 0.407171 , 0.040071 },{ 0.053718 , 0.903878 , -0.424404}},
7628 {{0.084650 , 0.422023 , 0.070978 },{ 0.053718 , 0.903878 , -0.424404}},
7629 {{0.100088 , 0.414605 , 0.056298 },{ 0.011834 , 0.897414 , -0.441031}},
7630 {{0.095432 , 0.410697 , 0.048221 },{ 0.011834 , 0.897414 , -0.441031}},
7631 {{0.084650 , 0.422023 , 0.070978 },{ 0.011834 , 0.897414 , -0.441031}},
7632 {{0.100088 , 0.414605 , 0.056298 },{ -0.102755 , 0.840117 , -0.532584}},
7633 {{0.084650 , 0.422023 , 0.070978 },{ -0.102755 , 0.840117 , -0.532584}},
7634 {{0.088439 , 0.426583 , 0.077440 },{ -0.102755 , 0.840117 , -0.532584}},
7635 {{0.088439 , 0.426583 , 0.077440 },{ -0.078124 , 0.835562 , -0.543813}},
7636 {{0.084650 , 0.422023 , 0.070978 },{ -0.078124 , 0.835562 , -0.543813}},
7637 {{0.073444 , 0.437306 , 0.096070 },{ -0.078124 , 0.835562 , -0.543813}},
7638 {{0.084650 , 0.422023 , 0.070978 },{ -0.130175 , 0.819896 , -0.557517}},
7639 {{0.070449 , 0.432244 , 0.089325 },{ -0.130175 , 0.819896 , -0.557517}},
7640 {{0.073444 , 0.437306 , 0.096070 },{ -0.130175 , 0.819896 , -0.557517}},
7641 {{0.051039 , 0.436325 , 0.096950 },{ 0.123582 , 0.904033 , -0.409209}},
7642 {{0.027591 , 0.434802 , 0.086504 },{ 0.123582 , 0.904033 , -0.409209}},
7643 {{0.030381 , 0.439832 , 0.098459 },{ 0.123582 , 0.904033 , -0.409209}},
7644 {{0.051039 , 0.436325 , 0.096950 },{ 0.127398 , 0.899858 , -0.417164}},
7645 {{0.047805 , 0.432280 , 0.087237 },{ 0.127398 , 0.899858 , -0.417164}},
7646 {{0.027591 , 0.434802 , 0.086504 },{ 0.127398 , 0.899858 , -0.417164}},
7647 {{0.066768 , 0.429047 , 0.081501 },{ 0.037134 , 0.918063 , -0.394691}},
7648 {{0.047805 , 0.432280 , 0.087237 },{ 0.037134 , 0.918063 , -0.394691}},
7649 {{0.051039 , 0.436325 , 0.096950 },{ 0.037134 , 0.918063 , -0.394691}},
7650 {{0.066768 , 0.429047 , 0.081501 },{ 0.038556 , 0.918531 , -0.393463}},
7651 {{0.051039 , 0.436325 , 0.096950 },{ 0.038556 , 0.918531 , -0.393463}},
7652 {{0.070449 , 0.432244 , 0.089325 },{ 0.038556 , 0.918531 , -0.393463}},
7653 {{0.073444 , 0.437306 , 0.096070 },{ -0.058377 , 0.810723 , -0.582513}},
7654 {{0.070449 , 0.432244 , 0.089325 },{ -0.058377 , 0.810723 , -0.582513}},
7655 {{0.051039 , 0.436325 , 0.096950 },{ -0.058377 , 0.810723 , -0.582513}},
7656 {{0.073444 , 0.437306 , 0.096070 },{ -0.058304 , 0.817033 , -0.573635}},
7657 {{0.051039 , 0.436325 , 0.096950 },{ -0.058304 , 0.817033 , -0.573635}},
7658 {{0.053610 , 0.442385 , 0.105320 },{ -0.058304 , 0.817033 , -0.573635}},
7659 {{0.053610 , 0.442385 , 0.105320 },{ -0.090671 , 0.819676 , -0.565606}},
7660 {{0.051039 , 0.436325 , 0.096950 },{ -0.090671 , 0.819676 , -0.565606}},
7661 {{0.033440 , 0.443219 , 0.109762 },{ -0.090671 , 0.819676 , -0.565606}},
7662 {{0.051039 , 0.436325 , 0.096950 },{ 0.136061 , 0.938283 , -0.317982}},
7663 {{0.030381 , 0.439832 , 0.098459 },{ 0.136061 , 0.938283 , -0.317982}},
7664 {{0.033440 , 0.443219 , 0.109762 },{ 0.136061 , 0.938283 , -0.317982}},
7665 {{0.096513 , 0.422760 , 0.036779 },{ -0.844616 , 0.406334 , 0.348591}},
7666 {{0.090372 , 0.407171 , 0.040071 },{ -0.844616 , 0.406334 , 0.348591}},
7667 {{0.095432 , 0.410697 , 0.048221 },{ -0.844616 , 0.406334 , 0.348591}},
7668 {{0.090136 , 0.419361 , 0.029105 },{ -0.782886 , 0.407656 , 0.470007}},
7669 {{0.090372 , 0.407171 , 0.040071 },{ -0.782886 , 0.407656 , 0.470007}},
7670 {{0.096513 , 0.422760 , 0.036779 },{ -0.782886 , 0.407656 , 0.470007}},
7671 {{0.087506 , 0.435820 , 0.018216 },{ -0.796230 , 0.240142 , 0.555293}},
7672 {{0.090136 , 0.419361 , 0.029105 },{ -0.796230 , 0.240142 , 0.555293}},
7673 {{0.096513 , 0.422760 , 0.036779 },{ -0.796230 , 0.240142 , 0.555293}},
7674 {{0.087506 , 0.435820 , 0.018216 },{ -0.712615 , 0.362377 , 0.600719}},
7675 {{0.096513 , 0.422760 , 0.036779 },{ -0.712615 , 0.362377 , 0.600719}},
7676 {{0.095313 , 0.439023 , 0.025545 },{ -0.712615 , 0.362377 , 0.600719}},
7677 {{0.095313 , 0.439023 , 0.025545 },{ -0.867160 , 0.238155 , 0.437397}},
7678 {{0.096513 , 0.422760 , 0.036779 },{ -0.867160 , 0.238155 , 0.437397}},
7679 {{0.101134 , 0.443878 , 0.034442 },{ -0.867160 , 0.238155 , 0.437397}},
7680 {{0.101134 , 0.443878 , 0.034442 },{ -0.905671 , 0.237076 , 0.351505}},
7681 {{0.096513 , 0.422760 , 0.036779 },{ -0.905671 , 0.237076 , 0.351505}},
7682 {{0.101226 , 0.427459 , 0.045753 },{ -0.905671 , 0.237076 , 0.351505}},
7683 {{0.096513 , 0.422760 , 0.036779 },{ -0.896515 , 0.325715 , 0.300284}},
7684 {{0.100088 , 0.414605 , 0.056298 },{ -0.896515 , 0.325715 , 0.300284}},
7685 {{0.101226 , 0.427459 , 0.045753 },{ -0.896515 , 0.325715 , 0.300284}},
7686 {{0.096513 , 0.422760 , 0.036779 },{ -0.869142 , 0.379121 , 0.317583}},
7687 {{0.095432 , 0.410697 , 0.048221 },{ -0.869142 , 0.379121 , 0.317583}},
7688 {{0.100088 , 0.414605 , 0.056298 },{ -0.869142 , 0.379121 , 0.317583}},
7689 {{0.026053 , 0.504549 , 0.073502 },{ 0.854542 , 0.248473 , 0.456091}},
7690 {{0.022375 , 0.505491 , 0.079880 },{ 0.854542 , 0.248473 , 0.456091}},
7691 {{0.025886 , 0.473054 , 0.090973 },{ 0.854542 , 0.248473 , 0.456091}},
7692 {{0.026053 , 0.504549 , 0.073502 },{ 0.987958 , -0.079026 , -0.133016}},
7693 {{0.025886 , 0.473054 , 0.090973 },{ 0.987958 , -0.079026 , -0.133016}},
7694 {{0.024532 , 0.470343 , 0.082527 },{ 0.987958 , -0.079026 , -0.133016}},
7695 {{0.024532 , 0.470343 , 0.082527 },{ 0.981885 , 0.064577 , -0.178136}},
7696 {{0.025886 , 0.473054 , 0.090973 },{ 0.981885 , 0.064577 , -0.178136}},
7697 {{0.027591 , 0.434802 , 0.086504 },{ 0.981885 , 0.064577 , -0.178136}},
7698 {{0.027591 , 0.434802 , 0.086504 },{ 0.964028 , 0.072834 , -0.255625}},
7699 {{0.025886 , 0.473054 , 0.090973 },{ 0.964028 , 0.072834 , -0.255625}},
7700 {{0.030381 , 0.439832 , 0.098459 },{ 0.964028 , 0.072834 , -0.255625}},
7701 {{0.025886 , 0.473054 , 0.090973 },{ 0.957907 , 0.066688 , -0.279227}},
7702 {{0.033440 , 0.443219 , 0.109762 },{ 0.957907 , 0.066688 , -0.279227}},
7703 {{0.030381 , 0.439832 , 0.098459 },{ 0.957907 , 0.066688 , -0.279227}},
7704 {{0.025886 , 0.473054 , 0.090973 },{ 0.938972 , 0.021530 , -0.343320}},
7705 {{0.028655 , 0.475332 , 0.098689 },{ 0.938972 , 0.021530 , -0.343320}},
7706 {{0.033440 , 0.443219 , 0.109762 },{ 0.938972 , 0.021530 , -0.343320}},
7707 {{0.020570 , 0.505939 , 0.085974 },{ 0.927707 , 0.095091 , -0.360995}},
7708 {{0.028655 , 0.475332 , 0.098689 },{ 0.927707 , 0.095091 , -0.360995}},
7709 {{0.025886 , 0.473054 , 0.090973 },{ 0.927707 , 0.095091 , -0.360995}},
7710 {{0.022375 , 0.505491 , 0.079880 },{ 0.944560 , 0.193064 , 0.265580}},
7711 {{0.020570 , 0.505939 , 0.085974 },{ 0.944560 , 0.193064 , 0.265580}},
7712 {{0.025886 , 0.473054 , 0.090973 },{ 0.944560 , 0.193064 , 0.265580}},
7713 {{-0.036403 , 0.670572 , 0.049722 },{ 0.033890 , -0.918706 , 0.393486}},
7714 {{-0.047752 , 0.663596 , 0.034412 },{ 0.033890 , -0.918706 , 0.393486}},
7715 {{-0.038331 , 0.663006 , 0.032223 },{ 0.033890 , -0.918706 , 0.393486}},
7716 {{-0.025999 , 0.669924 , 0.047592 },{ 0.023570 , -0.918566 , 0.394563}},
7717 {{-0.036403 , 0.670572 , 0.049722 },{ 0.023570 , -0.918566 , 0.394563}},
7718 {{-0.038331 , 0.663006 , 0.032223 },{ 0.023570 , -0.918566 , 0.394563}},
7719 {{-0.011968 , 0.684110 , 0.060442 },{ 0.096191 , -0.718813 , 0.688517}},
7720 {{-0.036403 , 0.670572 , 0.049722 },{ 0.096191 , -0.718813 , 0.688517}},
7721 {{-0.025999 , 0.669924 , 0.047592 },{ 0.096191 , -0.718813 , 0.688517}},
7722 {{-0.011968 , 0.684110 , 0.060442 },{ 0.085333 , -0.708628 , 0.700404}},
7723 {{-0.023948 , 0.684828 , 0.062628 },{ 0.085333 , -0.708628 , 0.700404}},
7724 {{-0.036403 , 0.670572 , 0.049722 },{ 0.085333 , -0.708628 , 0.700404}},
7725 {{-0.035874 , 0.685623 , 0.064656 },{ 0.073258 , -0.703746 , 0.706665}},
7726 {{-0.036403 , 0.670572 , 0.049722 },{ 0.073258 , -0.703746 , 0.706665}},
7727 {{-0.023948 , 0.684828 , 0.062628 },{ 0.073258 , -0.703746 , 0.706665}},
7728 {{-0.035874 , 0.685623 , 0.064656 },{ -0.022603 , -0.703762 , 0.710076}},
7729 {{-0.046591 , 0.672559 , 0.051367 },{ -0.022603 , -0.703762 , 0.710076}},
7730 {{-0.036403 , 0.670572 , 0.049722 },{ -0.022603 , -0.703762 , 0.710076}},
7731 {{-0.036403 , 0.670572 , 0.049722 },{ -0.097181 , -0.881241 , 0.462570}},
7732 {{-0.046591 , 0.672559 , 0.051367 },{ -0.097181 , -0.881241 , 0.462570}},
7733 {{-0.056878 , 0.665655 , 0.036053 },{ -0.097181 , -0.881241 , 0.462570}},
7734 {{-0.036403 , 0.670572 , 0.049722 },{ -0.110428 , -0.870992 , 0.478726}},
7735 {{-0.056878 , 0.665655 , 0.036053 },{ -0.110428 , -0.870992 , 0.478726}},
7736 {{-0.047752 , 0.663596 , 0.034412 },{ -0.110428 , -0.870992 , 0.478726}},
7737 {{-0.049846 , 0.683460 , -0.006359 },{ -0.198017 , -0.822260 , -0.533552}},
7738 {{-0.055169 , 0.670214 , 0.016030 },{ -0.198017 , -0.822260 , -0.533552}},
7739 {{-0.060207 , 0.684015 , -0.003369 },{ -0.198017 , -0.822260 , -0.533552}},
7740 {{-0.049846 , 0.683460 , -0.006359 },{ -0.189633 , -0.824620 , -0.532955}},
7741 {{-0.045560 , 0.669653 , 0.013479 },{ -0.189633 , -0.824620 , -0.532955}},
7742 {{-0.055169 , 0.670214 , 0.016030 },{ -0.189633 , -0.824620 , -0.532955}},
7743 {{-0.045560 , 0.669653 , 0.013479 },{ -0.131895 , -0.948430 , -0.288242}},
7744 {{-0.047752 , 0.663596 , 0.034412 },{ -0.131895 , -0.948430 , -0.288242}},
7745 {{-0.055169 , 0.670214 , 0.016030 },{ -0.131895 , -0.948430 , -0.288242}},
7746 {{-0.045560 , 0.669653 , 0.013479 },{ -0.126349 , -0.949286 , -0.287909}},
7747 {{-0.038331 , 0.663006 , 0.032223 },{ -0.126349 , -0.949286 , -0.287909}},
7748 {{-0.047752 , 0.663596 , 0.034412 },{ -0.126349 , -0.949286 , -0.287909}},
7749 {{-0.047752 , 0.663596 , 0.034412 },{ -0.253973 , -0.938157 , -0.235286}},
7750 {{-0.056878 , 0.665655 , 0.036053 },{ -0.253973 , -0.938157 , -0.235286}},
7751 {{-0.055169 , 0.670214 , 0.016030 },{ -0.253973 , -0.938157 , -0.235286}},
7752 {{-0.055169 , 0.670214 , 0.016030 },{ -0.241259 , -0.941583 , -0.234981}},
7753 {{-0.056878 , 0.665655 , 0.036053 },{ -0.241259 , -0.941583 , -0.234981}},
7754 {{-0.064339 , 0.672066 , 0.018024 },{ -0.241259 , -0.941583 , -0.234981}},
7755 {{-0.055169 , 0.670214 , 0.016030 },{ -0.270850 , -0.845366 , -0.460432}},
7756 {{-0.064339 , 0.672066 , 0.018024 },{ -0.270850 , -0.845366 , -0.460432}},
7757 {{-0.070137 , 0.683814 , -0.000135 },{ -0.270850 , -0.845366 , -0.460432}},
7758 {{-0.055169 , 0.670214 , 0.016030 },{ -0.160552 , -0.823482 , -0.544152}},
7759 {{-0.070137 , 0.683814 , -0.000135 },{ -0.160552 , -0.823482 , -0.544152}},
7760 {{-0.060207 , 0.684015 , -0.003369 },{ -0.160552 , -0.823482 , -0.544152}},
7761 {{-0.029433 , 0.709164 , 0.057421 },{ 0.188238 , 0.245874 , 0.950848}},
7762 {{-0.023948 , 0.684828 , 0.062628 },{ 0.188238 , 0.245874 , 0.950848}},
7763 {{-0.011968 , 0.684110 , 0.060442 },{ 0.188238 , 0.245874 , 0.950848}},
7764 {{-0.029433 , 0.709164 , 0.057421 },{ 0.113726 , 0.196704 , 0.973845}},
7765 {{-0.011968 , 0.684110 , 0.060442 },{ 0.113726 , 0.196704 , 0.973845}},
7766 {{-0.015704 , 0.708415 , 0.055969 },{ 0.113726 , 0.196704 , 0.973845}},
7767 {{-0.019558 , 0.729144 , 0.051469 },{ 0.114787 , 0.231078 , 0.966140}},
7768 {{-0.029433 , 0.709164 , 0.057421 },{ 0.114787 , 0.231078 , 0.966140}},
7769 {{-0.015704 , 0.708415 , 0.055969 },{ 0.114787 , 0.231078 , 0.966140}},
7770 {{-0.033796 , 0.729967 , 0.052295 },{ 0.070582 , 0.252585 , 0.964997}},
7771 {{-0.029433 , 0.709164 , 0.057421 },{ 0.070582 , 0.252585 , 0.964997}},
7772 {{-0.019558 , 0.729144 , 0.051469 },{ 0.070582 , 0.252585 , 0.964997}},
7773 {{-0.047720 , 0.730656 , 0.052313 },{ 0.013222 , 0.241843 , 0.970225}},
7774 {{-0.029433 , 0.709164 , 0.057421 },{ 0.013222 , 0.241843 , 0.970225}},
7775 {{-0.033796 , 0.729967 , 0.052295 },{ 0.013222 , 0.241843 , 0.970225}},
7776 {{-0.047720 , 0.730656 , 0.052313 },{ 0.056879 , 0.276406 , 0.959356}},
7777 {{-0.042959 , 0.709556 , 0.058110 },{ 0.056879 , 0.276406 , 0.959356}},
7778 {{-0.029433 , 0.709164 , 0.057421 },{ 0.056879 , 0.276406 , 0.959356}},
7779 {{-0.042959 , 0.709556 , 0.058110 },{ 0.056916 , 0.279038 , 0.958592}},
7780 {{-0.035874 , 0.685623 , 0.064656 },{ 0.056916 , 0.279038 , 0.958592}},
7781 {{-0.029433 , 0.709164 , 0.057421 },{ 0.056916 , 0.279038 , 0.958592}},
7782 {{-0.029433 , 0.709164 , 0.057421 },{ 0.178363 , 0.244150 , 0.953193}},
7783 {{-0.035874 , 0.685623 , 0.064656 },{ 0.178363 , 0.244150 , 0.953193}},
7784 {{-0.023948 , 0.684828 , 0.062628 },{ 0.178363 , 0.244150 , 0.953193}},
7785 {{-0.051202 , 0.724695 , -0.018387 },{ -0.103520 , -0.295206 , -0.949809}},
7786 {{-0.040199 , 0.723848 , -0.019323 },{ -0.103520 , -0.295206 , -0.949809}},
7787 {{-0.056661 , 0.705860 , -0.011938 },{ -0.103520 , -0.295206 , -0.949809}},
7788 {{-0.040199 , 0.723848 , -0.019323 },{ -0.183692 , -0.224765 , -0.956942}},
7789 {{-0.045935 , 0.705145 , -0.013829 },{ -0.183692 , -0.224765 , -0.956942}},
7790 {{-0.056661 , 0.705860 , -0.011938 },{ -0.183692 , -0.224765 , -0.956942}},
7791 {{-0.056661 , 0.705860 , -0.011938 },{ -0.184878 , -0.290109 , -0.938966}},
7792 {{-0.045935 , 0.705145 , -0.013829 },{ -0.184878 , -0.290109 , -0.938966}},
7793 {{-0.049846 , 0.683460 , -0.006359 },{ -0.184878 , -0.290109 , -0.938966}},
7794 {{-0.056661 , 0.705860 , -0.011938 },{ -0.278853 , -0.311122 , -0.908539}},
7795 {{-0.049846 , 0.683460 , -0.006359 },{ -0.278853 , -0.311122 , -0.908539}},
7796 {{-0.060207 , 0.684015 , -0.003369 },{ -0.278853 , -0.311122 , -0.908539}},
7797 {{-0.056661 , 0.705860 , -0.011938 },{ -0.288904 , -0.308596 , -0.906258}},
7798 {{-0.060207 , 0.684015 , -0.003369 },{ -0.288904 , -0.308596 , -0.906258}},
7799 {{-0.070137 , 0.683814 , -0.000135 },{ -0.288904 , -0.308596 , -0.906258}},
7800 {{-0.066786 , 0.706292 , -0.009321 },{ -0.249195 , -0.334297 , -0.908926}},
7801 {{-0.056661 , 0.705860 , -0.011938 },{ -0.249195 , -0.334297 , -0.908926}},
7802 {{-0.070137 , 0.683814 , -0.000135 },{ -0.249195 , -0.334297 , -0.908926}},
7803 {{-0.061721 , 0.725522 , -0.016721 },{ -0.251097 , -0.289322 , -0.923711}},
7804 {{-0.056661 , 0.705860 , -0.011938 },{ -0.251097 , -0.289322 , -0.923711}},
7805 {{-0.066786 , 0.706292 , -0.009321 },{ -0.251097 , -0.289322 , -0.923711}},
7806 {{-0.061721 , 0.725522 , -0.016721 },{ -0.171432 , -0.274301 , -0.946240}},
7807 {{-0.051202 , 0.724695 , -0.018387 },{ -0.171432 , -0.274301 , -0.946240}},
7808 {{-0.056661 , 0.705860 , -0.011938 },{ -0.171432 , -0.274301 , -0.946240}},
7809 {{-0.034197 , 0.742735 , 0.049068 },{ 0.070323 , 0.246504 , 0.966587}},
7810 {{-0.033796 , 0.729967 , 0.052295 },{ 0.070323 , 0.246504 , 0.966587}},
7811 {{-0.019558 , 0.729144 , 0.051469 },{ 0.070323 , 0.246504 , 0.966587}},
7812 {{-0.034197 , 0.742735 , 0.049068 },{ 0.057786 , 0.233707 , 0.970588}},
7813 {{-0.019558 , 0.729144 , 0.051469 },{ 0.057786 , 0.233707 , 0.970588}},
7814 {{-0.021949 , 0.741754 , 0.048575 },{ 0.057786 , 0.233707 , 0.970588}},
7815 {{-0.050794 , 0.635363 , -0.116017 },{ -0.821844 , 0.141819 , -0.551779}},
7816 {{-0.065249 , 0.602973 , -0.102812 },{ -0.821844 , 0.141819 , -0.551779}},
7817 {{-0.082480 , 0.604204 , -0.076831 },{ -0.821844 , 0.141819 , -0.551779}},
7818 {{-0.050794 , 0.635363 , -0.116017 },{ -0.804920 , 0.078917 , -0.588112}},
7819 {{-0.082480 , 0.604204 , -0.076831 },{ -0.804920 , 0.078917 , -0.588112}},
7820 {{-0.066273 , 0.643297 , -0.093767 },{ -0.804920 , 0.078917 , -0.588112}},
7821 {{-0.051635 , 0.695882 , -0.122039 },{ -0.830050 , -0.066631 , -0.553694}},
7822 {{-0.050794 , 0.635363 , -0.116017 },{ -0.830050 , -0.066631 , -0.553694}},
7823 {{-0.066273 , 0.643297 , -0.093767 },{ -0.830050 , -0.066631 , -0.553694}},
7824 {{-0.051635 , 0.695882 , -0.122039 },{ -0.399018 , -0.096282 , -0.911874}},
7825 {{-0.034119 , 0.664925 , -0.126435 },{ -0.399018 , -0.096282 , -0.911874}},
7826 {{-0.050794 , 0.635363 , -0.116017 },{ -0.399018 , -0.096282 , -0.911874}},
7827 {{-0.046181 , 0.743699 , 0.048738 },{ -0.005242 , 0.264914 , 0.964258}},
7828 {{-0.047720 , 0.730656 , 0.052313 },{ -0.005242 , 0.264914 , 0.964258}},
7829 {{-0.034197 , 0.742735 , 0.049068 },{ -0.005242 , 0.264914 , 0.964258}},
7830 {{-0.034197 , 0.742735 , 0.049068 },{ 0.013397 , 0.245409 , 0.969327}},
7831 {{-0.047720 , 0.730656 , 0.052313 },{ 0.013397 , 0.245409 , 0.969327}},
7832 {{-0.033796 , 0.729967 , 0.052295 },{ 0.013397 , 0.245409 , 0.969327}},
7833 {{-0.070189 , 0.584138 , -0.095073 },{ -0.797064 , -0.108205 , -0.594122}},
7834 {{-0.071955 , 0.573663 , -0.090796 },{ -0.797064 , -0.108205 , -0.594122}},
7835 {{-0.090792 , 0.568361 , -0.064559 },{ -0.797064 , -0.108205 , -0.594122}},
7836 {{-0.070189 , 0.584138 , -0.095073 },{ -0.814919 , -0.052197 , -0.577220}},
7837 {{-0.090792 , 0.568361 , -0.064559 },{ -0.814919 , -0.052197 , -0.577220}},
7838 {{-0.088761 , 0.581207 , -0.068588 },{ -0.814919 , -0.052197 , -0.577220}},
7839 {{-0.042740 , 0.736737 , -0.021637 },{ -0.051411 , -0.186285 , -0.981150}},
7840 {{-0.031598 , 0.735832 , -0.022049 },{ -0.051411 , -0.186285 , -0.981150}},
7841 {{-0.040199 , 0.723848 , -0.019323 },{ -0.051411 , -0.186285 , -0.981150}},
7842 {{-0.042740 , 0.736737 , -0.021637 },{ -0.097999 , -0.194543 , -0.975986}},
7843 {{-0.040199 , 0.723848 , -0.019323 },{ -0.097999 , -0.194543 , -0.975986}},
7844 {{-0.051202 , 0.724695 , -0.018387 },{ -0.097999 , -0.194543 , -0.975986}},
7845 {{-0.042740 , 0.736737 , -0.021637 },{ -0.165972 , -0.146560 , -0.975179}},
7846 {{-0.051202 , 0.724695 , -0.018387 },{ -0.165972 , -0.146560 , -0.975179}},
7847 {{-0.061721 , 0.725522 , -0.016721 },{ -0.165972 , -0.146560 , -0.975179}},
7848 {{-0.053503 , 0.737762 , -0.020495 },{ -0.123330 , -0.215849 , -0.968607}},
7849 {{-0.042740 , 0.736737 , -0.021637 },{ -0.123330 , -0.215849 , -0.968607}},
7850 {{-0.061721 , 0.725522 , -0.016721 },{ -0.123330 , -0.215849 , -0.968607}},
7851 {{-0.070189 , 0.584138 , -0.095073 },{ -0.819584 , 0.018584 , -0.572658}},
7852 {{-0.088761 , 0.581207 , -0.068588 },{ -0.819584 , 0.018584 , -0.572658}},
7853 {{-0.082480 , 0.604204 , -0.076831 },{ -0.819584 , 0.018584 , -0.572658}},
7854 {{-0.065249 , 0.602973 , -0.102812 },{ -0.833529 , -0.008362 , -0.552413}},
7855 {{-0.070189 , 0.584138 , -0.095073 },{ -0.833529 , -0.008362 , -0.552413}},
7856 {{-0.082480 , 0.604204 , -0.076831 },{ -0.833529 , -0.008362 , -0.552413}},
7857 {{0.030898 , 0.261275 , 0.155828 },{ -0.599737 , -0.081564 , 0.796029}},
7858 {{0.011533 , 0.243569 , 0.139424 },{ -0.599737 , -0.081564 , 0.796029}},
7859 {{0.034221 , 0.243175 , 0.156477 },{ -0.599737 , -0.081564 , 0.796029}},
7860 {{0.009073 , 0.262528 , 0.137657 },{ -0.640188 , -0.011476 , 0.768132}},
7861 {{0.011533 , 0.243569 , 0.139424 },{ -0.640188 , -0.011476 , 0.768132}},
7862 {{0.030898 , 0.261275 , 0.155828 },{ -0.640188 , -0.011476 , 0.768132}},
7863 {{-0.004029 , 0.262849 , 0.112823 },{ -0.882590 , -0.071207 , 0.464719}},
7864 {{0.011533 , 0.243569 , 0.139424 },{ -0.882590 , -0.071207 , 0.464719}},
7865 {{0.009073 , 0.262528 , 0.137657 },{ -0.882590 , -0.071207 , 0.464719}},
7866 {{-0.004029 , 0.262849 , 0.112823 },{ -0.865836 , -0.008657 , 0.500253}},
7867 {{-0.002482 , 0.243460 , 0.115165 },{ -0.865836 , -0.008657 , 0.500253}},
7868 {{0.011533 , 0.243569 , 0.139424 },{ -0.865836 , -0.008657 , 0.500253}},
7869 {{-0.065249 , 0.602973 , -0.102812 },{ -0.619032 , -0.154066 , -0.770106}},
7870 {{-0.036578 , 0.593703 , -0.124004 },{ -0.619032 , -0.154066 , -0.770106}},
7871 {{-0.070189 , 0.584138 , -0.095073 },{ -0.619032 , -0.154066 , -0.770106}},
7872 {{-0.036578 , 0.593703 , -0.124004 },{ -0.568837 , -0.307889 , -0.762646}},
7873 {{-0.040654 , 0.587392 , -0.118416 },{ -0.568837 , -0.307889 , -0.762646}},
7874 {{-0.070189 , 0.584138 , -0.095073 },{ -0.568837 , -0.307889 , -0.762646}},
7875 {{-0.040654 , 0.587392 , -0.118416 },{ -0.454287 , -0.600067 , -0.658440}},
7876 {{-0.038284 , 0.578934 , -0.112343 },{ -0.454287 , -0.600067 , -0.658440}},
7877 {{-0.070189 , 0.584138 , -0.095073 },{ -0.454287 , -0.600067 , -0.658440}},
7878 {{-0.070189 , 0.584138 , -0.095073 },{ -0.492127 , -0.256670 , -0.831824}},
7879 {{-0.038284 , 0.578934 , -0.112343 },{ -0.492127 , -0.256670 , -0.831824}},
7880 {{-0.071955 , 0.573663 , -0.090796 },{ -0.492127 , -0.256670 , -0.831824}},
7881 {{0.042678 , 0.623740 , 0.064456 },{ 0.560388 , -0.032255 , 0.827602}},
7882 {{0.061860 , 0.580238 , 0.049772 },{ 0.560388 , -0.032255 , 0.827602}},
7883 {{0.074450 , 0.615672 , 0.042628 },{ 0.560388 , -0.032255 , 0.827602}},
7884 {{0.078459 , 0.582371 , 0.028263 },{ 0.789016 , -0.160796 , 0.592957}},
7885 {{0.074450 , 0.615672 , 0.042628 },{ 0.789016 , -0.160796 , 0.592957}},
7886 {{0.061860 , 0.580238 , 0.049772 },{ 0.789016 , -0.160796 , 0.592957}},
7887 {{0.090733 , 0.583133 , -0.005796 },{ 0.940506 , -0.032666 , 0.338204}},
7888 {{0.074450 , 0.615672 , 0.042628 },{ 0.940506 , -0.032666 , 0.338204}},
7889 {{0.078459 , 0.582371 , 0.028263 },{ 0.940506 , -0.032666 , 0.338204}},
7890 {{0.090733 , 0.583133 , -0.005796 },{ 0.798279 , -0.340182 , 0.497017}},
7891 {{0.092147 , 0.611201 , 0.011144 },{ 0.798279 , -0.340182 , 0.497017}},
7892 {{0.074450 , 0.615672 , 0.042628 },{ 0.798279 , -0.340182 , 0.497017}},
7893 {{0.092147 , 0.611201 , 0.011144 },{ 0.822936 , -0.268478 , 0.500695}},
7894 {{0.092266 , 0.639316 , 0.026024 },{ 0.822936 , -0.268478 , 0.500695}},
7895 {{0.074450 , 0.615672 , 0.042628 },{ 0.822936 , -0.268478 , 0.500695}},
7896 {{0.092266 , 0.639316 , 0.026024 },{ 0.754741 , -0.115168 , 0.645834}},
7897 {{0.070022 , 0.645950 , 0.053202 },{ 0.754741 , -0.115168 , 0.645834}},
7898 {{0.074450 , 0.615672 , 0.042628 },{ 0.754741 , -0.115168 , 0.645834}},
7899 {{0.036634 , 0.656929 , 0.069571 },{ 0.354098 , -0.261763 , 0.897828}},
7900 {{0.074450 , 0.615672 , 0.042628 },{ 0.354098 , -0.261763 , 0.897828}},
7901 {{0.070022 , 0.645950 , 0.053202 },{ 0.354098 , -0.261763 , 0.897828}},
7902 {{0.036634 , 0.656929 , 0.069571 },{ 0.561735 , -0.025148 , 0.826935}},
7903 {{0.042678 , 0.623740 , 0.064456 },{ 0.561735 , -0.025148 , 0.826935}},
7904 {{0.074450 , 0.615672 , 0.042628 },{ 0.561735 , -0.025148 , 0.826935}},
7905 {{0.076625 , 0.667512 , -0.042694 },{ 0.960466 , 0.066574 , -0.270322}},
7906 {{0.074613 , 0.710426 , -0.039274 },{ 0.960466 , 0.066574 , -0.270322}},
7907 {{0.089157 , 0.667448 , 0.001817 },{ 0.960466 , 0.066574 , -0.270322}},
7908 {{0.074613 , 0.710426 , -0.039274 },{ 0.970676 , 0.145590 , -0.191291}},
7909 {{0.085536 , 0.703348 , 0.010766 },{ 0.970676 , 0.145590 , -0.191291}},
7910 {{0.089157 , 0.667448 , 0.001817 },{ 0.970676 , 0.145590 , -0.191291}},
7911 {{0.089157 , 0.667448 , 0.001817 },{ 0.990484 , 0.117690 , -0.071354}},
7912 {{0.085536 , 0.703348 , 0.010766 },{ 0.990484 , 0.117690 , -0.071354}},
7913 {{0.089192 , 0.703433 , 0.061656 },{ 0.990484 , 0.117690 , -0.071354}},
7914 {{0.089157 , 0.667448 , 0.001817 },{ 0.999395 , 0.029553 , -0.018356}},
7915 {{0.089192 , 0.703433 , 0.061656 },{ 0.999395 , 0.029553 , -0.018356}},
7916 {{0.089797 , 0.667525 , 0.036785 },{ 0.999395 , 0.029553 , -0.018356}},
7917 {{0.089157 , 0.667448 , 0.001817 },{ 0.995387 , 0.094150 , -0.018425}},
7918 {{0.089797 , 0.667525 , 0.036785 },{ 0.995387 , 0.094150 , -0.018425}},
7919 {{0.092266 , 0.639316 , 0.026024 },{ 0.995387 , 0.094150 , -0.018425}},
7920 {{0.089200 , 0.637646 , -0.009210 },{ 0.995515 , 0.034087 , -0.088244}},
7921 {{0.089157 , 0.667448 , 0.001817 },{ 0.995515 , 0.034087 , -0.088244}},
7922 {{0.092266 , 0.639316 , 0.026024 },{ 0.995515 , 0.034087 , -0.088244}},
7923 {{0.073461 , 0.638362 , -0.049851 },{ 0.925015 , 0.133016 , -0.355886}},
7924 {{0.089157 , 0.667448 , 0.001817 },{ 0.925015 , 0.133016 , -0.355886}},
7925 {{0.089200 , 0.637646 , -0.009210 },{ 0.925015 , 0.133016 , -0.355886}},
7926 {{0.073461 , 0.638362 , -0.049851 },{ 0.961870 , -0.037899 , -0.270868}},
7927 {{0.076625 , 0.667512 , -0.042694 },{ 0.961870 , -0.037899 , -0.270868}},
7928 {{0.089157 , 0.667448 , 0.001817 },{ 0.961870 , -0.037899 , -0.270868}},
7929 {{-0.026612 , 0.645222 , 0.060812 },{ -0.286372 , 0.046562 , 0.956987}},
7930 {{-0.027032 , 0.598820 , 0.062944 },{ -0.286372 , 0.046562 , 0.956987}},
7931 {{0.006469 , 0.634807 , 0.071218 },{ -0.286372 , 0.046562 , 0.956987}},
7932 {{0.006469 , 0.634807 , 0.071218 },{ -0.115204 , -0.119482 , 0.986130}},
7933 {{-0.027032 , 0.598820 , 0.062944 },{ -0.115204 , -0.119482 , 0.986130}},
7934 {{0.009874 , 0.594755 , 0.066763 },{ -0.115204 , -0.119482 , 0.986130}},
7935 {{0.006469 , 0.634807 , 0.071218 },{ 0.288989 , -0.081529 , 0.953855}},
7936 {{0.009874 , 0.594755 , 0.066763 },{ 0.288989 , -0.081529 , 0.953855}},
7937 {{0.061860 , 0.580238 , 0.049772 },{ 0.288989 , -0.081529 , 0.953855}},
7938 {{0.006469 , 0.634807 , 0.071218 },{ 0.092258 , -0.281697 , 0.955058}},
7939 {{0.061860 , 0.580238 , 0.049772 },{ 0.092258 , -0.281697 , 0.955058}},
7940 {{0.042678 , 0.623740 , 0.064456 },{ 0.092258 , -0.281697 , 0.955058}},
7941 {{0.036634 , 0.656929 , 0.069571 },{ 0.145140 , -0.124835 , 0.981504}},
7942 {{0.006469 , 0.634807 , 0.071218 },{ 0.145140 , -0.124835 , 0.981504}},
7943 {{0.042678 , 0.623740 , 0.064456 },{ 0.145140 , -0.124835 , 0.981504}},
7944 {{0.006268 , 0.671633 , 0.072376 },{ 0.077084 , -0.030916 , 0.996545}},
7945 {{0.006469 , 0.634807 , 0.071218 },{ 0.077084 , -0.030916 , 0.996545}},
7946 {{0.036634 , 0.656929 , 0.069571 },{ 0.077084 , -0.030916 , 0.996545}},
7947 {{-0.022828 , 0.705857 , 0.069474 },{ -0.136255 , -0.031879 , 0.990161}},
7948 {{0.006469 , 0.634807 , 0.071218 },{ -0.136255 , -0.031879 , 0.990161}},
7949 {{0.006268 , 0.671633 , 0.072376 },{ -0.136255 , -0.031879 , 0.990161}},
7950 {{-0.022828 , 0.705857 , 0.069474 },{ -0.330402 , -0.113239 , 0.937023}},
7951 {{-0.026612 , 0.645222 , 0.060812 },{ -0.330402 , -0.113239 , 0.937023}},
7952 {{0.006469 , 0.634807 , 0.071218 },{ -0.330402 , -0.113239 , 0.937023}},
7953 {{-0.019616 , 0.455449 , -0.159459 },{ 0.449792 , -0.314885 , -0.835784}},
7954 {{0.002150 , 0.400086 , -0.126887 },{ 0.449792 , -0.314885 , -0.835784}},
7955 {{-0.032469 , 0.408312 , -0.148617 },{ 0.449792 , -0.314885 , -0.835784}},
7956 {{-0.019616 , 0.455449 , -0.159459 },{ 0.408436 , -0.338221 , -0.847813}},
7957 {{0.019808 , 0.446998 , -0.137095 },{ 0.408436 , -0.338221 , -0.847813}},
7958 {{0.002150 , 0.400086 , -0.126887 },{ 0.408436 , -0.338221 , -0.847813}},
7959 {{0.019808 , 0.446998 , -0.137095 },{ 0.635432 , -0.384846 , -0.669418}},
7960 {{0.057873 , 0.433619 , -0.093271 },{ 0.635432 , -0.384846 , -0.669418}},
7961 {{0.002150 , 0.400086 , -0.126887 },{ 0.635432 , -0.384846 , -0.669418}},
7962 {{0.057873 , 0.433619 , -0.093271 },{ 0.626028 , -0.703917 , -0.335545}},
7963 {{0.017592 , 0.397165 , -0.091949 },{ 0.626028 , -0.703917 , -0.335545}},
7964 {{0.002150 , 0.400086 , -0.126887 },{ 0.626028 , -0.703917 , -0.335545}},
7965 {{0.002150 , 0.400086 , -0.126887 },{ 0.765441 , -0.518129 , -0.381631}},
7966 {{0.017592 , 0.397165 , -0.091949 },{ 0.765441 , -0.518129 , -0.381631}},
7967 {{-0.007281 , 0.355280 , -0.084971 },{ 0.765441 , -0.518129 , -0.381631}},
7968 {{0.002150 , 0.400086 , -0.126887 },{ 0.734789 , -0.539397 , -0.411261}},
7969 {{-0.007281 , 0.355280 , -0.084971 },{ 0.734789 , -0.539397 , -0.411261}},
7970 {{-0.019261 , 0.359140 , -0.111438 },{ 0.734789 , -0.539397 , -0.411261}},
7971 {{0.002150 , 0.400086 , -0.126887 },{ 0.415190 , -0.503090 , -0.757970}},
7972 {{-0.019261 , 0.359140 , -0.111438 },{ 0.415190 , -0.503090 , -0.757970}},
7973 {{-0.046668 , 0.365940 , -0.130964 },{ 0.415190 , -0.503090 , -0.757970}},
7974 {{-0.032469 , 0.408312 , -0.148617 },{ 0.389951 , -0.462429 , -0.796302}},
7975 {{0.002150 , 0.400086 , -0.126887 },{ 0.389951 , -0.462429 , -0.796302}},
7976 {{-0.046668 , 0.365940 , -0.130964 },{ 0.389951 , -0.462429 , -0.796302}},
7977 {{-0.064423 , 0.153319 , -0.127162 },{ 0.157023 , -0.925416 , -0.344891}},
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7979 {{-0.071373 , 0.150103 , -0.121697 },{ 0.157023 , -0.925416 , -0.344891}},
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8165 {{-0.071955 , 0.573663 , -0.090796 },{ -0.543274 , 0.042945 , -0.838457}},
8166 {{-0.038284 , 0.578934 , -0.112343 },{ -0.508799 , 0.752913 , -0.417427}},
8167 {{-0.047343 , 0.571736 , -0.114284 },{ -0.508799 , 0.752913 , -0.417427}},
8168 {{-0.076891 , 0.566356 , -0.087972 },{ -0.508799 , 0.752913 , -0.417427}},
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8170 {{-0.047721 , 0.566120 , -0.117179 },{ -0.652514 , 0.381446 , -0.654770}},
8171 {{-0.076891 , 0.566356 , -0.087972 },{ -0.652514 , 0.381446 , -0.654770}},
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8173 {{-0.047721 , 0.566120 , -0.117179 },{ -0.629816 , 0.450638 , -0.632659}},
8174 {{-0.082296 , 0.555754 , -0.090143 },{ -0.629816 , 0.450638 , -0.632659}},
8175 {{-0.082296 , 0.555754 , -0.090143 },{ -0.827255 , 0.481144 , -0.290084}},
8176 {{-0.103063 , 0.537254 , -0.061605 },{ -0.827255 , 0.481144 , -0.290084}},
8177 {{-0.076891 , 0.566356 , -0.087972 },{ -0.827255 , 0.481144 , -0.290084}},
8178 {{-0.076891 , 0.566356 , -0.087972 },{ -0.828994 , 0.351199 , -0.435234}},
8179 {{-0.103063 , 0.537254 , -0.061605 },{ -0.828994 , 0.351199 , -0.435234}},
8180 {{-0.094249 , 0.559721 , -0.060264 },{ -0.828994 , 0.351199 , -0.435234}},
8181 {{0.051394 , 0.697697 , -0.144468 },{ 0.944959 , 0.014197 , -0.326879}},
8182 {{0.063546 , 0.739405 , -0.107527 },{ 0.944959 , 0.014197 , -0.326879}},
8183 {{0.068694 , 0.697635 , -0.094459 },{ 0.944959 , 0.014197 , -0.326879}},
8184 {{0.056875 , 0.739640 , -0.147816 },{ 0.976635 , -0.140598 , -0.162530}},
8185 {{0.063546 , 0.739405 , -0.107527 },{ 0.976635 , -0.140598 , -0.162530}},
8186 {{0.051394 , 0.697697 , -0.144468 },{ 0.976635 , -0.140598 , -0.162530}},
8187 {{0.042001 , 0.775121 , -0.157162 },{ 0.925212 , 0.348040 , -0.151166}},
8188 {{0.063546 , 0.739405 , -0.107527 },{ 0.925212 , 0.348040 , -0.151166}},
8189 {{0.056875 , 0.739640 , -0.147816 },{ 0.925212 , 0.348040 , -0.151166}},
8190 {{0.042001 , 0.775121 , -0.157162 },{ 0.939622 , 0.263703 , -0.218107}},
8191 {{0.050161 , 0.775949 , -0.121007 },{ 0.939622 , 0.263703 , -0.218107}},
8192 {{0.063546 , 0.739405 , -0.107527 },{ 0.939622 , 0.263703 , -0.218107}},
8193 {{0.050161 , 0.775949 , -0.121007 },{ 0.945586 , 0.299044 , -0.128219}},
8194 {{0.052491 , 0.785200 , -0.082248 },{ 0.945586 , 0.299044 , -0.128219}},
8195 {{0.063546 , 0.739405 , -0.107527 },{ 0.945586 , 0.299044 , -0.128219}},
8196 {{0.063546 , 0.739405 , -0.107527 },{ 0.953568 , 0.284596 , -0.098556}},
8197 {{0.052491 , 0.785200 , -0.082248 },{ 0.953568 , 0.284596 , -0.098556}},
8198 {{0.064893 , 0.748118 , -0.069334 },{ 0.953568 , 0.284596 , -0.098556}},
8199 {{0.063546 , 0.739405 , -0.107527 },{ 0.978642 , 0.190235 , -0.077914}},
8200 {{0.064893 , 0.748118 , -0.069334 },{ 0.978642 , 0.190235 , -0.077914}},
8201 {{0.074613 , 0.710426 , -0.039274 },{ 0.978642 , 0.190235 , -0.077914}},
8202 {{0.063546 , 0.739405 , -0.107527 },{ 0.988680 , 0.082679 , -0.125207}},
8203 {{0.074613 , 0.710426 , -0.039274 },{ 0.988680 , 0.082679 , -0.125207}},
8204 {{0.068694 , 0.697635 , -0.094459 },{ 0.988680 , 0.082679 , -0.125207}},
8205 {{-0.117420 , 0.449491 , -0.101113 },{ -0.938015 , 0.099018 , -0.332149}},
8206 {{-0.125726 , 0.460172 , -0.074472 },{ -0.938015 , 0.099018 , -0.332149}},
8207 {{-0.122679 , 0.488406 , -0.074660 },{ -0.938015 , 0.099018 , -0.332149}},
8208 {{-0.113245 , 0.473151 , -0.102715 },{ -0.914490 , 0.135557 , -0.381224}},
8209 {{-0.117420 , 0.449491 , -0.101113 },{ -0.914490 , 0.135557 , -0.381224}},
8210 {{-0.122679 , 0.488406 , -0.074660 },{ -0.914490 , 0.135557 , -0.381224}},
8211 {{-0.096993 , 0.454975 , -0.130421 },{ -0.824963 , 0.108009 , -0.554770}},
8212 {{-0.117420 , 0.449491 , -0.101113 },{ -0.824963 , 0.108009 , -0.554770}},
8213 {{-0.113245 , 0.473151 , -0.102715 },{ -0.824963 , 0.108009 , -0.554770}},
8214 {{-0.096993 , 0.454975 , -0.130421 },{ -0.821974 , 0.187268 , -0.537856}},
8215 {{-0.103216 , 0.436070 , -0.127493 },{ -0.821974 , 0.187268 , -0.537856}},
8216 {{-0.117420 , 0.449491 , -0.101113 },{ -0.821974 , 0.187268 , -0.537856}},
8217 {{-0.044645 , 0.726503 , -0.119453 },{ -0.082821 , -0.084110 , -0.993009}},
8218 {{-0.032279 , 0.725436 , -0.120394 },{ -0.082821 , -0.084110 , -0.993009}},
8219 {{-0.030292 , 0.712429 , -0.119458 },{ -0.082821 , -0.084110 , -0.993009}},
8220 {{-0.044645 , 0.726503 , -0.119453 },{ -0.120637 , -0.122678 , -0.985087}},
8221 {{-0.030292 , 0.712429 , -0.119458 },{ -0.120637 , -0.122678 , -0.985087}},
8222 {{-0.045713 , 0.714031 , -0.117769 },{ -0.120637 , -0.122678 , -0.985087}},
8223 {{-0.044645 , 0.726503 , -0.119453 },{ -0.168360 , -0.117725 , -0.978670}},
8224 {{-0.045713 , 0.714031 , -0.117769 },{ -0.168360 , -0.117725 , -0.978670}},
8225 {{-0.060615 , 0.715582 , -0.115392 },{ -0.168360 , -0.117725 , -0.978670}},
8226 {{-0.056575 , 0.727654 , -0.117850 },{ -0.145886 , -0.150273 , -0.977822}},
8227 {{-0.044645 , 0.726503 , -0.119453 },{ -0.145886 , -0.150273 , -0.977822}},
8228 {{-0.060615 , 0.715582 , -0.115392 },{ -0.145886 , -0.150273 , -0.977822}},
8229 {{0.025311 , 0.501373 , -0.125459 },{ 0.709914 , 0.006606 , -0.704257}},
8230 {{0.060279 , 0.496480 , -0.090256 },{ 0.709914 , 0.006606 , -0.704257}},
8231 {{0.057873 , 0.433619 , -0.093271 },{ 0.709914 , 0.006606 , -0.704257}},
8232 {{0.019808 , 0.446998 , -0.137095 },{ 0.762670 , 0.060615 , -0.643941}},
8233 {{0.025311 , 0.501373 , -0.125459 },{ 0.762670 , 0.060615 , -0.643941}},
8234 {{0.057873 , 0.433619 , -0.093271 },{ 0.762670 , 0.060615 , -0.643941}},
8235 {{0.025311 , 0.501373 , -0.125459 },{ 0.510186 , 0.130292 , -0.850138}},
8236 {{0.019808 , 0.446998 , -0.137095 },{ 0.510186 , 0.130292 , -0.850138}},
8237 {{-0.019616 , 0.455449 , -0.159459 },{ 0.510186 , 0.130292 , -0.850138}},
8238 {{-0.010812 , 0.507573 , -0.145879 },{ 0.505162 , 0.136684 , -0.852132}},
8239 {{0.025311 , 0.501373 , -0.125459 },{ 0.505162 , 0.136684 , -0.852132}},
8240 {{-0.019616 , 0.455449 , -0.159459 },{ 0.505162 , 0.136684 , -0.852132}},
8241 {{-0.010812 , 0.507573 , -0.145879 },{ 0.507406 , 0.316203 , -0.801595}},
8242 {{0.024737 , 0.559480 , -0.102901 },{ 0.507406 , 0.316203 , -0.801595}},
8243 {{0.025311 , 0.501373 , -0.125459 },{ 0.507406 , 0.316203 , -0.801595}},
8244 {{-0.010812 , 0.507573 , -0.145879 },{ 0.508425 , 0.315274 , -0.801315}},
8245 {{-0.004033 , 0.562190 , -0.120089 },{ 0.508425 , 0.315274 , -0.801315}},
8246 {{0.024737 , 0.559480 , -0.102901 },{ 0.508425 , 0.315274 , -0.801315}},
8247 {{0.025311 , 0.501373 , -0.125459 },{ 0.699691 , 0.264554 , -0.663659}},
8248 {{0.024737 , 0.559480 , -0.102901 },{ 0.699691 , 0.264554 , -0.663659}},
8249 {{0.051853 , 0.556138 , -0.075645 },{ 0.699691 , 0.264554 , -0.663659}},
8250 {{0.025311 , 0.501373 , -0.125459 },{ 0.702735 , 0.261317 , -0.661722}},
8251 {{0.051853 , 0.556138 , -0.075645 },{ 0.702735 , 0.261317 , -0.661722}},
8252 {{0.060279 , 0.496480 , -0.090256 },{ 0.702735 , 0.261317 , -0.661722}},
8253 {{-0.055195 , 0.467728 , -0.151952 },{ -0.222261 , -0.048679 , -0.973771}},
8254 {{-0.019616 , 0.455449 , -0.159459 },{ -0.222261 , -0.048679 , -0.973771}},
8255 {{-0.067714 , 0.419867 , -0.146702 },{ -0.222261 , -0.048679 , -0.973771}},
8256 {{-0.019616 , 0.455449 , -0.159459 },{ -0.116048 , -0.192482 , -0.974414}},
8257 {{-0.032469 , 0.408312 , -0.148617 },{ -0.116048 , -0.192482 , -0.974414}},
8258 {{-0.067714 , 0.419867 , -0.146702 },{ -0.116048 , -0.192482 , -0.974414}},
8259 {{-0.067714 , 0.419867 , -0.146702 },{ -0.159825 , -0.333522 , -0.929096}},
8260 {{-0.032469 , 0.408312 , -0.148617 },{ -0.159825 , -0.333522 , -0.929096}},
8261 {{-0.046668 , 0.365940 , -0.130964 },{ -0.159825 , -0.333522 , -0.929096}},
8262 {{-0.067714 , 0.419867 , -0.146702 },{ 0.070262 , -0.254094 , -0.964624}},
8263 {{-0.046668 , 0.365940 , -0.130964 },{ 0.070262 , -0.254094 , -0.964624}},
8264 {{-0.080167 , 0.374717 , -0.135716 },{ 0.070262 , -0.254094 , -0.964624}},
8265 {{-0.067714 , 0.419867 , -0.146702 },{ -0.375707 , -0.119973 , -0.918940}},
8266 {{-0.080167 , 0.374717 , -0.135716 },{ -0.375707 , -0.119973 , -0.918940}},
8267 {{-0.110500 , 0.383760 , -0.124495 },{ -0.375707 , -0.119973 , -0.918940}},
8268 {{-0.097299 , 0.434569 , -0.126971 },{ -0.519776 , 0.093666 , -0.849153}},
8269 {{-0.067714 , 0.419867 , -0.146702 },{ -0.519776 , 0.093666 , -0.849153}},
8270 {{-0.110500 , 0.383760 , -0.124495 },{ -0.519776 , 0.093666 , -0.849153}},
8271 {{-0.083250 , 0.484724 , -0.126644 },{ -0.498065 , 0.145088 , -0.854915}},
8272 {{-0.067714 , 0.419867 , -0.146702 },{ -0.498065 , 0.145088 , -0.854915}},
8273 {{-0.097299 , 0.434569 , -0.126971 },{ -0.498065 , 0.145088 , -0.854915}},
8274 {{-0.083250 , 0.484724 , -0.126644 },{ -0.639185 , 0.083329 , -0.764525}},
8275 {{-0.055195 , 0.467728 , -0.151952 },{ -0.639185 , 0.083329 , -0.764525}},
8276 {{-0.067714 , 0.419867 , -0.146702 },{ -0.639185 , 0.083329 , -0.764525}},
8277 {{-0.074671 , 0.152301 , -0.090656 },{ -0.146299 , -0.830711 , 0.537138}},
8278 {{-0.075496 , 0.163165 , -0.074079 },{ -0.146299 , -0.830711 , 0.537138}},
8279 {{-0.102240 , 0.163727 , -0.080494 },{ -0.146299 , -0.830711 , 0.537138}},
8280 {{-0.074671 , 0.152301 , -0.090656 },{ -0.096332 , -0.781108 , 0.616921}},
8281 {{-0.102240 , 0.163727 , -0.080494 },{ -0.096332 , -0.781108 , 0.616921}},
8282 {{-0.094053 , 0.152209 , -0.093799 },{ -0.096332 , -0.781108 , 0.616921}},
8283 {{-0.074671 , 0.152301 , -0.090656 },{ -0.071416 , -0.881784 , 0.466216}},
8284 {{-0.094053 , 0.152209 , -0.093799 },{ -0.071416 , -0.881784 , 0.466216}},
8285 {{-0.084396 , 0.143255 , -0.109255 },{ -0.071416 , -0.881784 , 0.466216}},
8286 {{-0.074671 , 0.152301 , -0.090656 },{ 0.213766 , -0.917790 , 0.334613}},
8287 {{-0.084396 , 0.143255 , -0.109255 },{ 0.213766 , -0.917790 , 0.334613}},
8288 {{-0.075411 , 0.145067 , -0.110025 },{ 0.213766 , -0.917790 , 0.334613}},
8289 {{-0.065549 , 0.148725 , -0.115348 },{ 0.467678 , -0.833740 , 0.293521}},
8290 {{-0.074671 , 0.152301 , -0.090656 },{ 0.467678 , -0.833740 , 0.293521}},
8291 {{-0.075411 , 0.145067 , -0.110025 },{ 0.467678 , -0.833740 , 0.293521}},
8292 {{-0.054621 , 0.156231 , -0.095814 },{ 0.243124 , -0.943200 , 0.226416}},
8293 {{-0.074671 , 0.152301 , -0.090656 },{ 0.243124 , -0.943200 , 0.226416}},
8294 {{-0.065549 , 0.148725 , -0.115348 },{ 0.243124 , -0.943200 , 0.226416}},
8295 {{-0.048242 , 0.167704 , -0.078667 },{ 0.283057 , -0.842470 , 0.458391}},
8296 {{-0.074671 , 0.152301 , -0.090656 },{ 0.283057 , -0.842470 , 0.458391}},
8297 {{-0.054621 , 0.156231 , -0.095814 },{ 0.283057 , -0.842470 , 0.458391}},
8298 {{-0.048242 , 0.167704 , -0.078667 },{ 0.226033 , -0.809546 , 0.541797}},
8299 {{-0.075496 , 0.163165 , -0.074079 },{ 0.226033 , -0.809546 , 0.541797}},
8300 {{-0.074671 , 0.152301 , -0.090656 },{ 0.226033 , -0.809546 , 0.541797}},
8301 {{-0.040813 , 0.166308 , -0.113303 },{ 0.729250 , -0.659325 , 0.182989}},
8302 {{-0.030708 , 0.180874 , -0.101091 },{ 0.729250 , -0.659325 , 0.182989}},
8303 {{-0.048242 , 0.167704 , -0.078667 },{ 0.729250 , -0.659325 , 0.182989}},
8304 {{-0.040813 , 0.166308 , -0.113303 },{ 0.719151 , -0.670789 , 0.181285}},
8305 {{-0.048242 , 0.167704 , -0.078667 },{ 0.719151 , -0.670789 , 0.181285}},
8306 {{-0.054621 , 0.156231 , -0.095814 },{ 0.719151 , -0.670789 , 0.181285}},
8307 {{-0.040813 , 0.166308 , -0.113303 },{ 0.579960 , -0.814564 , -0.011451}},
8308 {{-0.054621 , 0.156231 , -0.095814 },{ 0.579960 , -0.814564 , -0.011451}},
8309 {{-0.065549 , 0.148725 , -0.115348 },{ 0.579960 , -0.814564 , -0.011451}},
8310 {{-0.040813 , 0.166308 , -0.113303 },{ 0.575093 , -0.815940 , 0.059248}},
8311 {{-0.065549 , 0.148725 , -0.115348 },{ 0.575093 , -0.815940 , 0.059248}},
8312 {{-0.056933 , 0.154046 , -0.125701 },{ 0.575093 , -0.815940 , 0.059248}},
8313 {{-0.040813 , 0.166308 , -0.113303 },{ 0.648665 , -0.754895 , -0.096786}},
8314 {{-0.056933 , 0.154046 , -0.125701 },{ 0.648665 , -0.754895 , -0.096786}},
8315 {{-0.052748 , 0.159156 , -0.137509 },{ 0.648665 , -0.754895 , -0.096786}},
8316 {{-0.052748 , 0.159156 , -0.137509 },{ 0.729932 , -0.663595 , -0.163832}},
8317 {{-0.035851 , 0.177138 , -0.135062 },{ 0.729932 , -0.663595 , -0.163832}},
8318 {{-0.040813 , 0.166308 , -0.113303 },{ 0.729932 , -0.663595 , -0.163832}},
8319 {{-0.035851 , 0.177138 , -0.135062 },{ 0.867450 , -0.495142 , -0.048628}},
8320 {{-0.025199 , 0.195300 , -0.129976 },{ 0.867450 , -0.495142 , -0.048628}},
8321 {{-0.040813 , 0.166308 , -0.113303 },{ 0.867450 , -0.495142 , -0.048628}},
8322 {{-0.025199 , 0.195300 , -0.129976 },{ 0.853085 , -0.513299 , -0.093654}},
8323 {{-0.030708 , 0.180874 , -0.101091 },{ 0.853085 , -0.513299 , -0.093654}},
8324 {{-0.040813 , 0.166308 , -0.113303 },{ 0.853085 , -0.513299 , -0.093654}},
8325 {{-0.045579 , 0.356183 , -0.036424 },{ 0.636450 , -0.283232 , 0.717434}},
8326 {{-0.035168 , 0.317412 , -0.060966 },{ 0.636450 , -0.283232 , 0.717434}},
8327 {{-0.020064 , 0.355324 , -0.059398 },{ 0.636450 , -0.283232 , 0.717434}},
8328 {{-0.035168 , 0.317412 , -0.060966 },{ 0.703076 , -0.235860 , 0.670860}},
8329 {{-0.045579 , 0.356183 , -0.036424 },{ 0.703076 , -0.235860 , 0.670860}},
8330 {{-0.055138 , 0.319531 , -0.039292 },{ 0.703076 , -0.235860 , 0.670860}},
8331 {{-0.035168 , 0.317412 , -0.060966 },{ 0.712253 , -0.192331 , 0.675059}},
8332 {{-0.055138 , 0.319531 , -0.039292 },{ 0.712253 , -0.192331 , 0.675059}},
8333 {{-0.064121 , 0.291926 , -0.037679 },{ 0.712253 , -0.192331 , 0.675059}},
8334 {{-0.035168 , 0.317412 , -0.060966 },{ 0.750520 , -0.328872 , 0.573203}},
8335 {{-0.064121 , 0.291926 , -0.037679 },{ 0.750520 , -0.328872 , 0.573203}},
8336 {{-0.050139 , 0.283644 , -0.060738 },{ 0.750520 , -0.328872 , 0.573203}},
8337 {{-0.042597 , 0.285417 , -0.087330 },{ 0.890997 , -0.393493 , 0.226468}},
8338 {{-0.035168 , 0.317412 , -0.060966 },{ 0.890997 , -0.393493 , 0.226468}},
8339 {{-0.050139 , 0.283644 , -0.060738 },{ 0.890997 , -0.393493 , 0.226468}},
8340 {{-0.042597 , 0.285417 , -0.087330 },{ 0.852109 , -0.436182 , 0.289233}},
8341 {{-0.026382 , 0.318958 , -0.084519 },{ 0.852109 , -0.436182 , 0.289233}},
8342 {{-0.035168 , 0.317412 , -0.060966 },{ 0.852109 , -0.436182 , 0.289233}},
8343 {{-0.007281 , 0.355280 , -0.084971 },{ 0.849133 , -0.442962 , 0.287677}},
8344 {{-0.035168 , 0.317412 , -0.060966 },{ 0.849133 , -0.442962 , 0.287677}},
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8375 {{-0.128408 , 0.391358 , -0.096104 },{ -0.812739 , 0.168481 , -0.557735}},
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8377 {{-0.122618 , 0.341381 , -0.120512 },{ -0.818286 , 0.182763 , -0.544982}},
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8379 {{-0.122618 , 0.341381 , -0.120512 },{ -0.820644 , 0.172704 , -0.544717}},
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8383 {{-0.145721 , 0.314011 , -0.092795 },{ -0.841063 , 0.151228 , -0.519368}},
8384 {{-0.138953 , 0.345899 , -0.094470 },{ -0.841063 , 0.151228 , -0.519368}},
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8386 {{-0.145721 , 0.314011 , -0.092795 },{ -0.978168 , 0.206287 , -0.025157}},
8387 {{-0.146470 , 0.314133 , -0.062671 },{ -0.978168 , 0.206287 , -0.025157}},
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8389 {{-0.146470 , 0.314133 , -0.062671 },{ -0.982384 , 0.179114 , -0.053299}},
8390 {{-0.140525 , 0.346960 , -0.061930 },{ -0.982384 , 0.179114 , -0.053299}},
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8392 {{-0.140525 , 0.346960 , -0.061930 },{ -0.977509 , 0.203897 , -0.053871}},
8393 {{-0.130752 , 0.394153 , -0.060643 },{ -0.977509 , 0.203897 , -0.053871}},
8394 {{-0.128408 , 0.391358 , -0.096104 },{ -0.971517 , 0.222422 , -0.081749}},
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8399 {{-0.084634 , 0.200136 , -0.165823 },{ -0.022206 , -0.218619 , -0.975558}},
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8423 {{-0.036024 , 0.322661 , -0.107351 },{ 0.803698 , -0.416889 , -0.424586}},
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8425 {{-0.007281 , 0.355280 , -0.084971 },{ 0.805316 , -0.428596 , -0.409599}},
8426 {{-0.026382 , 0.318958 , -0.084519 },{ 0.805316 , -0.428596 , -0.409599}},
8427 {{-0.036024 , 0.322661 , -0.107351 },{ 0.833499 , -0.368438 , -0.411744}},
8428 {{-0.026382 , 0.318958 , -0.084519 },{ 0.833499 , -0.368438 , -0.411744}},
8429 {{-0.042597 , 0.285417 , -0.087330 },{ 0.833499 , -0.368438 , -0.411744}},
8430 {{-0.050464 , 0.288416 , -0.108946 },{ 0.864554 , -0.347653 , -0.362882}},
8431 {{-0.036024 , 0.322661 , -0.107351 },{ 0.864554 , -0.347653 , -0.362882}},
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8434 {{-0.050464 , 0.288416 , -0.108946 },{ 0.509941 , -0.175806 , -0.842052}},
8435 {{-0.071675 , 0.292558 , -0.122656 },{ 0.509941 , -0.175806 , -0.842052}},
8436 {{-0.059511 , 0.328113 , -0.124110 },{ 0.533425 , -0.215938 , -0.817819}},
8437 {{-0.036024 , 0.322661 , -0.107351 },{ 0.533425 , -0.215938 , -0.817819}},
8438 {{-0.071675 , 0.292558 , -0.122656 },{ 0.533425 , -0.215938 , -0.817819}},
8439 {{-0.046668 , 0.365940 , -0.130964 },{ 0.501325 , -0.316149 , -0.805434}},
8440 {{-0.036024 , 0.322661 , -0.107351 },{ 0.501325 , -0.316149 , -0.805434}},
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8442 {{-0.046668 , 0.365940 , -0.130964 },{ 0.496322 , -0.318552 , -0.807582}},
8443 {{-0.019261 , 0.359140 , -0.111438 },{ 0.496322 , -0.318552 , -0.807582}},
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8445 {{-0.091966 , 0.373718 , -0.011437 },{ 0.153185 , -0.178678 , 0.971910}},
8446 {{-0.079046 , 0.326821 , -0.022095 },{ 0.153185 , -0.178678 , 0.971910}},
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8451 {{-0.103873 , 0.335821 , -0.017468 },{ 0.114272 , -0.186442 , 0.975798}},
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8460 {{-0.079046 , 0.326821 , -0.022095 },{ 0.552107 , -0.131554 , 0.823330}},
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8462 {{-0.055138 , 0.319531 , -0.039292 },{ 0.552107 , -0.131554 , 0.823330}},
8463 {{-0.045579 , 0.356183 , -0.036424 },{ 0.530317 , -0.202724 , 0.823205}},
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8479 {{-0.120241 , 0.425763 , -0.099683 },{ -0.881829 , 0.076800 , -0.465274}},
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8488 {{-0.079449 , 0.181289 , -0.063086 },{ 0.171404 , -0.326806 , 0.929418}},
8489 {{-0.050959 , 0.187111 , -0.066293 },{ 0.171404 , -0.326806 , 0.929418}},
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8491 {{-0.084593 , 0.202979 , -0.055170 },{ 0.144773 , -0.308751 , 0.940060}},
8492 {{-0.079449 , 0.181289 , -0.063086 },{ 0.144773 , -0.308751 , 0.940060}},
8493 {{-0.126599 , 0.343067 , -0.033505 },{ -0.572055 , 0.036504 , 0.819403}},
8494 {{-0.134103 , 0.310433 , -0.037290 },{ -0.572055 , 0.036504 , 0.819403}},
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8497 {{-0.113158 , 0.304338 , -0.022396 },{ -0.567851 , 0.038770 , 0.822218}},
8498 {{-0.103873 , 0.335821 , -0.017468 },{ -0.567851 , 0.038770 , 0.822218}},
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8500 {{-0.126599 , 0.343067 , -0.033505 },{ -0.565926 , 0.046816 , 0.823126}},
8501 {{-0.103873 , 0.335821 , -0.017468 },{ -0.565926 , 0.046816 , 0.823126}},
8502 {{-0.114392 , 0.388789 , -0.028213 },{ -0.572605 , 0.058226 , 0.817761}},
8503 {{-0.126599 , 0.343067 , -0.033505 },{ -0.572605 , 0.058226 , 0.817761}},
8504 {{-0.091966 , 0.373718 , -0.011437 },{ -0.572605 , 0.058226 , 0.817761}},
8505 {{-0.130752 , 0.394153 , -0.060643 },{ -0.866561 , 0.177364 , 0.466491}},
8506 {{-0.126599 , 0.343067 , -0.033505 },{ -0.866561 , 0.177364 , 0.466491}},
8507 {{-0.114392 , 0.388789 , -0.028213 },{ -0.866561 , 0.177364 , 0.466491}},
8508 {{-0.140525 , 0.346960 , -0.061930 },{ -0.875755 , 0.169025 , 0.452199}},
8509 {{-0.126599 , 0.343067 , -0.033505 },{ -0.875755 , 0.169025 , 0.452199}},
8510 {{-0.130752 , 0.394153 , -0.060643 },{ -0.875755 , 0.169025 , 0.452199}},
8511 {{-0.140525 , 0.346960 , -0.061930 },{ -0.879607 , 0.149898 , 0.451467}},
8512 {{-0.134103 , 0.310433 , -0.037290 },{ -0.879607 , 0.149898 , 0.451467}},
8513 {{-0.126599 , 0.343067 , -0.033505 },{ -0.879607 , 0.149898 , 0.451467}},
8514 {{-0.140525 , 0.346960 , -0.061930 },{ -0.880158 , 0.149226 , 0.450614}},
8515 {{-0.146470 , 0.314133 , -0.062671 },{ -0.880158 , 0.149226 , 0.450614}},
8516 {{-0.134103 , 0.310433 , -0.037290 },{ -0.880158 , 0.149226 , 0.450614}},
8517 {{-0.111811 , 0.190775 , -0.152038 },{ -0.653111 , -0.472921 , -0.591432}},
8518 {{-0.110632 , 0.164390 , -0.132242 },{ -0.653111 , -0.472921 , -0.591432}},
8519 {{-0.124070 , 0.180103 , -0.129967 },{ -0.653111 , -0.472921 , -0.591432}},
8520 {{-0.111811 , 0.190775 , -0.152038 },{ -0.701352 , -0.447577 , -0.554780}},
8521 {{-0.101598 , 0.172581 , -0.150271 },{ -0.701352 , -0.447577 , -0.554780}},
8522 {{-0.110632 , 0.164390 , -0.132242 },{ -0.701352 , -0.447577 , -0.554780}},
8523 {{-0.101598 , 0.172581 , -0.150271 },{ -0.593607 , -0.577938 , -0.560017}},
8524 {{-0.090193 , 0.155485 , -0.144717 },{ -0.593607 , -0.577938 , -0.560017}},
8525 {{-0.110632 , 0.164390 , -0.132242 },{ -0.593607 , -0.577938 , -0.560017}},
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8527 {{-0.094371 , 0.150269 , -0.132621 },{ -0.580464 , -0.655465 , -0.483142}},
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8536 {{-0.111058 , 0.157430 , -0.113749 },{ -0.730860 , -0.633064 , -0.255095}},
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8542 {{-0.107091 , 0.276714 , -0.130717 },{ -0.290516 , 0.168218 , -0.941968}},
8543 {{-0.132767 , 0.270141 , -0.123972 },{ -0.290516 , 0.168218 , -0.941968}},
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8551 {{-0.104790 , 0.290171 , -0.129023 },{ -0.305394 , 0.170192 , -0.936893}},
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8553 {{-0.104790 , 0.290171 , -0.129023 },{ 0.203251 , 0.087993 , -0.975165}},
8554 {{-0.076491 , 0.286422 , -0.123463 },{ 0.203251 , 0.087993 , -0.975165}},
8555 {{-0.105941 , 0.283443 , -0.129870 },{ 0.203251 , 0.087993 , -0.975165}},
8556 {{-0.076491 , 0.286422 , -0.123463 },{ 0.175223 , 0.290768 , -0.940612}},
8557 {{-0.076300 , 0.280484 , -0.125263 },{ 0.175223 , 0.290768 , -0.940612}},
8558 {{-0.105941 , 0.283443 , -0.129870 },{ 0.175223 , 0.290768 , -0.940612}},
8559 {{-0.105941 , 0.283443 , -0.129870 },{ 0.175221 , 0.290746 , -0.940619}},
8560 {{-0.076300 , 0.280484 , -0.125263 },{ 0.175221 , 0.290746 , -0.940619}},
8561 {{-0.076108 , 0.274545 , -0.127063 },{ 0.175221 , 0.290746 , -0.940619}},
8562 {{-0.105941 , 0.283443 , -0.129870 },{ 0.123616 , 0.103105 , -0.986959}},
8563 {{-0.076108 , 0.274545 , -0.127063 },{ 0.123616 , 0.103105 , -0.986959}},
8564 {{-0.107091 , 0.276714 , -0.130717 },{ 0.123616 , 0.103105 , -0.986959}},
8565 {{-0.036719 , 0.222151 , -0.145040 },{ 0.844620 , 0.500876 , -0.189050}},
8566 {{-0.043994 , 0.239256 , -0.132224 },{ 0.844620 , 0.500876 , -0.189050}},
8567 {{-0.034170 , 0.231990 , -0.107584 },{ 0.844620 , 0.500876 , -0.189050}},
8568 {{-0.036719 , 0.222151 , -0.145040 },{ 0.869212 , 0.460469 , -0.180110}},
8569 {{-0.034170 , 0.231990 , -0.107584 },{ 0.869212 , 0.460469 , -0.180110}},
8570 {{-0.027037 , 0.213821 , -0.119611 },{ 0.869212 , 0.460469 , -0.180110}},
8571 {{-0.076598 , 0.474852 , -0.130500 },{ 0.219428 , -0.009321 , -0.975584}},
8572 {{-0.064767 , 0.473179 , -0.127823 },{ 0.219428 , -0.009321 , -0.975584}},
8573 {{-0.074773 , 0.450095 , -0.129853 },{ 0.219428 , -0.009321 , -0.975584}},
8574 {{-0.076598 , 0.474852 , -0.130500 },{ 0.125611 , -0.016664 , -0.991940}},
8575 {{-0.074773 , 0.450095 , -0.129853 },{ 0.125611 , -0.016664 , -0.991940}},
8576 {{-0.085676 , 0.451901 , -0.131264 },{ 0.125611 , -0.016664 , -0.991940}},
8577 {{-0.076598 , 0.474852 , -0.130500 },{ -0.058901 , 0.056475 , -0.996665}},
8578 {{-0.085676 , 0.451901 , -0.131264 },{ -0.058901 , 0.056475 , -0.996665}},
8579 {{-0.096993 , 0.454975 , -0.130421 },{ -0.058901 , 0.056475 , -0.996665}},
8580 {{-0.089000 , 0.477605 , -0.130902 },{ 0.025662 , -0.030303 , -0.999211}},
8581 {{-0.076598 , 0.474852 , -0.130500 },{ 0.025662 , -0.030303 , -0.999211}},
8582 {{-0.096993 , 0.454975 , -0.130421 },{ 0.025662 , -0.030303 , -0.999211}},
8583 {{-0.036719 , 0.222151 , -0.145040 },{ 0.479207 , 0.632165 , -0.608874}},
8584 {{-0.058939 , 0.224477 , -0.160113 },{ 0.479207 , 0.632165 , -0.608874}},
8585 {{-0.066170 , 0.242125 , -0.147481 },{ 0.479207 , 0.632165 , -0.608874}},
8586 {{-0.036719 , 0.222151 , -0.145040 },{ 0.487301 , 0.646813 , -0.586660}},
8587 {{-0.066170 , 0.242125 , -0.147481 },{ 0.487301 , 0.646813 , -0.586660}},
8588 {{-0.043994 , 0.239256 , -0.132224 },{ 0.487301 , 0.646813 , -0.586660}},
8589 {{-0.113158 , 0.304338 , -0.022396 },{ 0.034334 , -0.067040 , 0.997159}},
8590 {{-0.090532 , 0.277863 , -0.024955 },{ 0.034334 , -0.067040 , 0.997159}},
8591 {{-0.088173 , 0.297277 , -0.023731 },{ 0.034334 , -0.067040 , 0.997159}},
8592 {{-0.113158 , 0.304338 , -0.022396 },{ -0.002498 , -0.098324 , 0.995151}},
8593 {{-0.117374 , 0.279800 , -0.024831 },{ -0.002498 , -0.098324 , 0.995151}},
8594 {{-0.090532 , 0.277863 , -0.024955 },{ -0.002498 , -0.098324 , 0.995151}},
8595 {{-0.117374 , 0.279800 , -0.024831 },{ -0.010594 , -0.209401 , 0.977772}},
8596 {{-0.118638 , 0.261588 , -0.028745 },{ -0.010594 , -0.209401 , 0.977772}},
8597 {{-0.090532 , 0.277863 , -0.024955 },{ -0.010594 , -0.209401 , 0.977772}},
8598 {{-0.090532 , 0.277863 , -0.024955 },{ -0.017407 , -0.198158 , 0.980016}},
8599 {{-0.118638 , 0.261588 , -0.028745 },{ -0.017407 , -0.198158 , 0.980016}},
8600 {{-0.090202 , 0.264916 , -0.027567 },{ -0.017407 , -0.198158 , 0.980016}},
8601 {{-0.090532 , 0.277863 , -0.024955 },{ 0.393819 , -0.172124 , 0.902929}},
8602 {{-0.090202 , 0.264916 , -0.027567 },{ 0.393819 , -0.172124 , 0.902929}},
8603 {{-0.063403 , 0.270212 , -0.038246 },{ 0.393819 , -0.172124 , 0.902929}},
8604 {{-0.090532 , 0.277863 , -0.024955 },{ 0.440469 , 0.002260 , 0.897765}},
8605 {{-0.063403 , 0.270212 , -0.038246 },{ 0.440469 , 0.002260 , 0.897765}},
8606 {{-0.065111 , 0.277758 , -0.037427 },{ 0.440469 , 0.002260 , 0.897765}},
8607 {{-0.064121 , 0.291926 , -0.037679 },{ 0.440365 , -0.014804 , 0.897697}},
8608 {{-0.090532 , 0.277863 , -0.024955 },{ 0.440365 , -0.014804 , 0.897697}},
8609 {{-0.065111 , 0.277758 , -0.037427 },{ 0.440365 , -0.014804 , 0.897697}},
8610 {{-0.088173 , 0.297277 , -0.023731 },{ 0.479485 , -0.113128 , 0.870227}},
8611 {{-0.090532 , 0.277863 , -0.024955 },{ 0.479485 , -0.113128 , 0.870227}},
8612 {{-0.064121 , 0.291926 , -0.037679 },{ 0.479485 , -0.113128 , 0.870227}},
8613 {{-0.132095 , 0.289007 , -0.120334 },{ -0.854736 , 0.035850 , -0.517823}},
8614 {{-0.146014 , 0.269837 , -0.098686 },{ -0.854736 , 0.035850 , -0.517823}},
8615 {{-0.147317 , 0.280688 , -0.095784 },{ -0.854736 , 0.035850 , -0.517823}},
8616 {{-0.132745 , 0.281237 , -0.121573 },{ -0.885574 , 0.144478 , -0.441458}},
8617 {{-0.146014 , 0.269837 , -0.098686 },{ -0.885574 , 0.144478 , -0.441458}},
8618 {{-0.132095 , 0.289007 , -0.120334 },{ -0.885574 , 0.144478 , -0.441458}},
8619 {{-0.132767 , 0.270141 , -0.123972 },{ -0.881742 , 0.101356 , -0.460715}},
8620 {{-0.146014 , 0.269837 , -0.098686 },{ -0.881742 , 0.101356 , -0.460715}},
8621 {{-0.132745 , 0.281237 , -0.121573 },{ -0.881742 , 0.101356 , -0.460715}},
8622 {{-0.132767 , 0.270141 , -0.123972 },{ -0.885798 , -0.000920 , -0.464070}},
8623 {{-0.143816 , 0.257482 , -0.102857 },{ -0.885798 , -0.000920 , -0.464070}},
8624 {{-0.146014 , 0.269837 , -0.098686 },{ -0.885798 , -0.000920 , -0.464070}},
8625 {{-0.143816 , 0.257482 , -0.102857 },{ -0.986066 , -0.155278 , -0.059680}},
8626 {{-0.143120 , 0.243808 , -0.078779 },{ -0.986066 , -0.155278 , -0.059680}},
8627 {{-0.146014 , 0.269837 , -0.098686 },{ -0.986066 , -0.155278 , -0.059680}},
8628 {{-0.146014 , 0.269837 , -0.098686 },{ -0.962701 , -0.223578 , -0.152381}},
8629 {{-0.143120 , 0.243808 , -0.078779 },{ -0.962701 , -0.223578 , -0.152381}},
8630 {{-0.147263 , 0.256841 , -0.071727 },{ -0.962701 , -0.223578 , -0.152381}},
8631 {{-0.146014 , 0.269837 , -0.098686 },{ -0.981282 , -0.151723 , -0.118603}},
8632 {{-0.147263 , 0.256841 , -0.071727 },{ -0.981282 , -0.151723 , -0.118603}},
8633 {{-0.150008 , 0.270299 , -0.066232 },{ -0.981282 , -0.151723 , -0.118603}},
8634 {{-0.146014 , 0.269837 , -0.098686 },{ -0.988938 , -0.086532 , -0.120473}},
8635 {{-0.150008 , 0.270299 , -0.066232 },{ -0.988938 , -0.086532 , -0.120473}},
8636 {{-0.147317 , 0.280688 , -0.095784 },{ -0.988938 , -0.086532 , -0.120473}},
8637 {{-0.050464 , 0.288416 , -0.108946 },{ 0.699994 , -0.627065 , -0.341757}},
8638 {{-0.042597 , 0.285417 , -0.087330 },{ 0.699994 , -0.627065 , -0.341757}},
8639 {{-0.052828 , 0.285316 , -0.108100 },{ 0.699994 , -0.627065 , -0.341757}},
8640 {{-0.052828 , 0.285316 , -0.108100 },{ 0.843735 , -0.341698 , -0.413950}},
8641 {{-0.042597 , 0.285417 , -0.087330 },{ 0.843735 , -0.341698 , -0.413950}},
8642 {{-0.043387 , 0.281763 , -0.085924 },{ 0.843735 , -0.341698 , -0.413950}},
8643 {{-0.052828 , 0.285316 , -0.108100 },{ 0.843700 , -0.341784 , -0.413949}},
8644 {{-0.043387 , 0.281763 , -0.085924 },{ 0.843700 , -0.341784 , -0.413949}},
8645 {{-0.044177 , 0.278110 , -0.084518 },{ 0.843700 , -0.341784 , -0.413949}},
8646 {{-0.052828 , 0.285316 , -0.108100 },{ 0.657371 , -0.618694 , -0.430210}},
8647 {{-0.044177 , 0.278110 , -0.084518 },{ 0.657371 , -0.618694 , -0.430210}},
8648 {{-0.055191 , 0.282217 , -0.107254 },{ 0.657371 , -0.618694 , -0.430210}},
8649 {{-0.076491 , 0.286422 , -0.123463 },{ 0.442648 , -0.534144 , -0.720246}},
8650 {{-0.052828 , 0.285316 , -0.108100 },{ 0.442648 , -0.534144 , -0.720246}},
8651 {{-0.055191 , 0.282217 , -0.107254 },{ 0.442648 , -0.534144 , -0.720246}},
8652 {{-0.074083 , 0.289490 , -0.123060 },{ 0.510633 , -0.294684 , -0.807722}},
8653 {{-0.052828 , 0.285316 , -0.108100 },{ 0.510633 , -0.294684 , -0.807722}},
8654 {{-0.076491 , 0.286422 , -0.123463 },{ 0.510633 , -0.294684 , -0.807722}},
8655 {{-0.071675 , 0.292558 , -0.122656 },{ 0.510700 , -0.294472 , -0.807758}},
8656 {{-0.052828 , 0.285316 , -0.108100 },{ 0.510700 , -0.294472 , -0.807758}},
8657 {{-0.074083 , 0.289490 , -0.123060 },{ 0.510700 , -0.294472 , -0.807758}},
8658 {{-0.071675 , 0.292558 , -0.122656 },{ 0.394664 , -0.509608 , -0.764552}},
8659 {{-0.050464 , 0.288416 , -0.108946 },{ 0.394664 , -0.509608 , -0.764552}},
8660 {{-0.052828 , 0.285316 , -0.108100 },{ 0.394664 , -0.509608 , -0.764552}},
8661 {{-0.064293 , 0.262473 , -0.039845 },{ 0.788708 , -0.210077 , 0.577761}},
8662 {{-0.046738 , 0.274658 , -0.059379 },{ 0.788708 , -0.210077 , 0.577761}},
8663 {{-0.063403 , 0.270212 , -0.038246 },{ 0.788708 , -0.210077 , 0.577761}},
8664 {{-0.064293 , 0.262473 , -0.039845 },{ 0.788918 , -0.211922 , 0.576799}},
8665 {{-0.047852 , 0.267713 , -0.060407 },{ 0.788918 , -0.211922 , 0.576799}},
8666 {{-0.046738 , 0.274658 , -0.059379 },{ 0.788918 , -0.211922 , 0.576799}},
8667 {{-0.064903 , 0.251077 , -0.043146 },{ 0.789041 , -0.209519 , 0.577509}},
8668 {{-0.047852 , 0.267713 , -0.060407 },{ 0.789041 , -0.209519 , 0.577509}},
8669 {{-0.064293 , 0.262473 , -0.039845 },{ 0.789041 , -0.209519 , 0.577509}},
8670 {{-0.064903 , 0.251077 , -0.043146 },{ 0.789678 , -0.212030 , 0.575719}},
8671 {{-0.048967 , 0.260769 , -0.061435 },{ 0.789678 , -0.212030 , 0.575719}},
8672 {{-0.047852 , 0.267713 , -0.060407 },{ 0.789678 , -0.212030 , 0.575719}},
8673 {{-0.043685 , 0.265666 , -0.088415 },{ 0.971100 , -0.179259 , 0.157580}},
8674 {{-0.047852 , 0.267713 , -0.060407 },{ 0.971100 , -0.179259 , 0.157580}},
8675 {{-0.048967 , 0.260769 , -0.061435 },{ 0.971100 , -0.179259 , 0.157580}},
8676 {{-0.043685 , 0.265666 , -0.088415 },{ 0.989012 , -0.007130 , 0.147665}},
8677 {{-0.043931 , 0.271888 , -0.086467 },{ 0.989012 , -0.007130 , 0.147665}},
8678 {{-0.047852 , 0.267713 , -0.060407 },{ 0.989012 , -0.007130 , 0.147665}},
8679 {{-0.043931 , 0.271888 , -0.086467 },{ 0.989012 , -0.007151 , 0.147662}},
8680 {{-0.044177 , 0.278110 , -0.084518 },{ 0.989012 , -0.007151 , 0.147662}},
8681 {{-0.047852 , 0.267713 , -0.060407 },{ 0.989012 , -0.007151 , 0.147662}},
8682 {{-0.044177 , 0.278110 , -0.084518 },{ 0.982612 , -0.168996 , 0.076896}},
8683 {{-0.046738 , 0.274658 , -0.059379 },{ 0.982612 , -0.168996 , 0.076896}},
8684 {{-0.047852 , 0.267713 , -0.060407 },{ 0.982612 , -0.168996 , 0.076896}},
8685 {{-0.150008 , 0.270299 , -0.066232 },{ -0.900803 , -0.293869 , 0.319680}},
8686 {{-0.138006 , 0.249845 , -0.051215 },{ -0.900803 , -0.293869 , 0.319680}},
8687 {{-0.139511 , 0.263657 , -0.042759 },{ -0.900803 , -0.293869 , 0.319680}},
8688 {{-0.147263 , 0.256841 , -0.071727 },{ -0.902256 , -0.307469 , 0.302318}},
8689 {{-0.138006 , 0.249845 , -0.051215 },{ -0.902256 , -0.307469 , 0.302318}},
8690 {{-0.150008 , 0.270299 , -0.066232 },{ -0.902256 , -0.307469 , 0.302318}},
8691 {{-0.147263 , 0.256841 , -0.071727 },{ -0.875127 , -0.411504 , 0.254591}},
8692 {{-0.134912 , 0.237056 , -0.061251 },{ -0.875127 , -0.411504 , 0.254591}},
8693 {{-0.138006 , 0.249845 , -0.051215 },{ -0.875127 , -0.411504 , 0.254591}},
8694 {{-0.147263 , 0.256841 , -0.071727 },{ -0.875251 , -0.413760 , 0.250477}},
8695 {{-0.143120 , 0.243808 , -0.078779 },{ -0.875251 , -0.413760 , 0.250477}},
8696 {{-0.134912 , 0.237056 , -0.061251 },{ -0.875251 , -0.413760 , 0.250477}},
8697 {{-0.138006 , 0.249845 , -0.051215 },{ -0.470655 , -0.612350 , 0.635226}},
8698 {{-0.134912 , 0.237056 , -0.061251 },{ -0.470655 , -0.612350 , 0.635226}},
8699 {{-0.118094 , 0.236858 , -0.048981 },{ -0.470655 , -0.612350 , 0.635226}},
8700 {{-0.138006 , 0.249845 , -0.051215 },{ -0.468338 , -0.607748 , 0.641328}},
8701 {{-0.118094 , 0.236858 , -0.048981 },{ -0.468338 , -0.607748 , 0.641328}},
8702 {{-0.119065 , 0.249079 , -0.038109 },{ -0.468338 , -0.607748 , 0.641328}},
8703 {{-0.118638 , 0.261588 , -0.028745 },{ -0.504424 , -0.506344 , 0.699408}},
8704 {{-0.138006 , 0.249845 , -0.051215 },{ -0.504424 , -0.506344 , 0.699408}},
8705 {{-0.119065 , 0.249079 , -0.038109 },{ -0.504424 , -0.506344 , 0.699408}},
8706 {{-0.139511 , 0.263657 , -0.042759 },{ -0.519715 , -0.486562 , 0.702249}},
8707 {{-0.138006 , 0.249845 , -0.051215 },{ -0.519715 , -0.486562 , 0.702249}},
8708 {{-0.118638 , 0.261588 , -0.028745 },{ -0.519715 , -0.486562 , 0.702249}},
8709 {{-0.092256 , 0.334903 , -0.129445 },{ -0.288331 , -0.008450 , -0.957493}},
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8725 {{-0.059511 , 0.328113 , -0.124110 },{ 0.113610 , -0.214353 , -0.970127}},
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8728 {{-0.059511 , 0.328113 , -0.124110 },{ 0.142173 , -0.088955 , -0.985837}},
8729 {{-0.071675 , 0.292558 , -0.122656 },{ 0.142173 , -0.088955 , -0.985837}},
8730 {{-0.092256 , 0.334903 , -0.129445 },{ 0.067438 , -0.125905 , -0.989747}},
8731 {{-0.071675 , 0.292558 , -0.122656 },{ 0.067438 , -0.125905 , -0.989747}},
8732 {{-0.104165 , 0.297756 , -0.125531 },{ 0.067438 , -0.125905 , -0.989747}},
8733 {{-0.129911 , 0.868716 , -0.239300 },{ 0.943783 , 0.233407 , -0.234082}},
8734 {{-0.129745 , 0.880982 , -0.226400 },{ 0.943783 , 0.233407 , -0.234082}},
8735 {{-0.126892 , 0.870876 , -0.224974 },{ 0.943783 , 0.233407 , -0.234082}},
8736 {{-0.132543 , 0.878922 , -0.240361 },{ 0.949299 , 0.221633 , -0.222958}},
8737 {{-0.129745 , 0.880982 , -0.226400 },{ 0.949299 , 0.221633 , -0.222958}},
8738 {{-0.129911 , 0.868716 , -0.239300 },{ 0.949299 , 0.221633 , -0.222958}},
8739 {{-0.135174 , 0.889128 , -0.241422 },{ 0.949322 , 0.221545 , -0.222950}},
8740 {{-0.129745 , 0.880982 , -0.226400 },{ 0.949322 , 0.221545 , -0.222950}},
8741 {{-0.132543 , 0.878922 , -0.240361 },{ 0.949322 , 0.221545 , -0.222950}},
8742 {{-0.135174 , 0.889128 , -0.241422 },{ 0.947598 , 0.237477 , -0.213687}},
8743 {{-0.132599 , 0.891088 , -0.227825 },{ 0.947598 , 0.237477 , -0.213687}},
8744 {{-0.129745 , 0.880982 , -0.226400 },{ 0.947598 , 0.237477 , -0.213687}},
8745 {{-0.132599 , 0.891088 , -0.227825 },{ 0.929763 , 0.293846 , 0.221800}},
8746 {{-0.135651 , 0.891278 , -0.215283 },{ 0.929763 , 0.293846 , 0.221800}},
8747 {{-0.129745 , 0.880982 , -0.226400 },{ 0.929763 , 0.293846 , 0.221800}},
8748 {{-0.129745 , 0.880982 , -0.226400 },{ 0.926796 , 0.320835 , 0.195228}},
8749 {{-0.135651 , 0.891278 , -0.215283 },{ 0.926796 , 0.320835 , 0.195228}},
8750 {{-0.132535 , 0.881271 , -0.213630 },{ 0.926796 , 0.320835 , 0.195228}},
8751 {{-0.129745 , 0.880982 , -0.226400 },{ 0.926759 , 0.320949 , 0.195217}},
8752 {{-0.132535 , 0.881271 , -0.213630 },{ 0.926759 , 0.320949 , 0.195217}},
8753 {{-0.129418 , 0.871265 , -0.211977 },{ 0.926759 , 0.320949 , 0.195217}},
8754 {{-0.129745 , 0.880982 , -0.226400 },{ 0.940971 , 0.290223 , 0.174194}},
8755 {{-0.129418 , 0.871265 , -0.211977 },{ 0.940971 , 0.290223 , 0.174194}},
8756 {{-0.126892 , 0.870876 , -0.224974 },{ 0.940971 , 0.290223 , 0.174194}},
8757 {{-0.162732 , 0.868481 , -0.256716 },{ -0.647872 , -0.175612 , -0.741231}},
8758 {{-0.160049 , 0.858203 , -0.256626 },{ -0.647872 , -0.175612 , -0.741231}},
8759 {{-0.168726 , 0.856321 , -0.248596 },{ -0.647872 , -0.175612 , -0.741231}},
8760 {{-0.162732 , 0.868481 , -0.256716 },{ -0.633693 , -0.188616 , -0.750238}},
8761 {{-0.168726 , 0.856321 , -0.248596 },{ -0.633693 , -0.188616 , -0.750238}},
8762 {{-0.171643 , 0.866527 , -0.248698 },{ -0.633693 , -0.188616 , -0.750238}},
8763 {{-0.174560 , 0.876733 , -0.248799 },{ -0.633711 , -0.188547 , -0.750240}},
8764 {{-0.162732 , 0.868481 , -0.256716 },{ -0.633711 , -0.188547 , -0.750240}},
8765 {{-0.171643 , 0.866527 , -0.248698 },{ -0.633711 , -0.188547 , -0.750240}},
8766 {{-0.165415 , 0.878759 , -0.256807 },{ -0.627488 , -0.170530 , -0.759722}},
8767 {{-0.162732 , 0.868481 , -0.256716 },{ -0.627488 , -0.170530 , -0.759722}},
8768 {{-0.174560 , 0.876733 , -0.248799 },{ -0.627488 , -0.170530 , -0.759722}},
8769 {{-0.153692 , 0.882096 , -0.258622 },{ -0.140220 , -0.045362 , -0.989081}},
8770 {{-0.162732 , 0.868481 , -0.256716 },{ -0.140220 , -0.045362 , -0.989081}},
8771 {{-0.165415 , 0.878759 , -0.256807 },{ -0.140220 , -0.045362 , -0.989081}},
8772 {{-0.153692 , 0.882096 , -0.258622 },{ -0.123205 , -0.056894 , -0.990749}},
8773 {{-0.151160 , 0.871789 , -0.258345 },{ -0.123205 , -0.056894 , -0.990749}},
8774 {{-0.162732 , 0.868481 , -0.256716 },{ -0.123205 , -0.056894 , -0.990749}},
8775 {{-0.151160 , 0.871789 , -0.258345 },{ -0.123180 , -0.056977 , -0.990747}},
8776 {{-0.148628 , 0.861481 , -0.258067 },{ -0.123180 , -0.056977 , -0.990747}},
8777 {{-0.162732 , 0.868481 , -0.256716 },{ -0.123180 , -0.056977 , -0.990747}},
8778 {{-0.162732 , 0.868481 , -0.256716 },{ -0.114200 , -0.038504 , -0.992711}},
8779 {{-0.148628 , 0.861481 , -0.258067 },{ -0.114200 , -0.038504 , -0.992711}},
8780 {{-0.160049 , 0.858203 , -0.256626 },{ -0.114200 , -0.038504 , -0.992711}},
8781 {{-0.089777 , 0.810182 , -0.222349 },{ 0.748995 , -0.009902 , 0.662502}},
8782 {{-0.093663 , 0.820731 , -0.217798 },{ 0.748995 , -0.009902 , 0.662502}},
8783 {{-0.104454 , 0.825426 , -0.205528 },{ 0.748995 , -0.009902 , 0.662502}},
8784 {{-0.089777 , 0.810182 , -0.222349 },{ 0.478693 , 0.816646 , -0.322402}},
8785 {{-0.104454 , 0.825426 , -0.205528 },{ 0.478693 , 0.816646 , -0.322402}},
8786 {{-0.096797 , 0.819218 , -0.209884 },{ 0.478693 , 0.816646 , -0.322402}},
8787 {{-0.082189 , 0.809724 , -0.209078 },{ 0.534209 , 0.798372 , -0.277890}},
8788 {{-0.089777 , 0.810182 , -0.222349 },{ 0.534209 , 0.798372 , -0.277890}},
8789 {{-0.096797 , 0.819218 , -0.209884 },{ 0.534209 , 0.798372 , -0.277890}},
8790 {{-0.089777 , 0.810182 , -0.222349 },{ 0.721701 , 0.569836 , -0.392981}},
8791 {{-0.082189 , 0.809724 , -0.209078 },{ 0.721701 , 0.569836 , -0.392981}},
8792 {{-0.074458 , 0.793681 , -0.218143 },{ 0.721701 , 0.569836 , -0.392981}},
8793 {{-0.089777 , 0.810182 , -0.222349 },{ 0.452348 , 0.198313 , -0.869513}},
8794 {{-0.074458 , 0.793681 , -0.218143 },{ 0.452348 , 0.198313 , -0.869513}},
8795 {{-0.074939 , 0.774982 , -0.222658 },{ 0.452348 , 0.198313 , -0.869513}},
8796 {{-0.091385 , 0.796694 , -0.233094 },{ 0.777583 , 0.332462 , -0.533699}},
8797 {{-0.089777 , 0.810182 , -0.222349 },{ 0.777583 , 0.332462 , -0.533699}},
8798 {{-0.074939 , 0.774982 , -0.222658 },{ 0.777583 , 0.332462 , -0.533699}},
8799 {{-0.091385 , 0.796694 , -0.233094 },{ 0.965781 , 0.081112 , -0.246348}},
8800 {{-0.092068 , 0.810603 , -0.231192 },{ 0.965781 , 0.081112 , -0.246348}},
8801 {{-0.089777 , 0.810182 , -0.222349 },{ 0.965781 , 0.081112 , -0.246348}},
8802 {{-0.092068 , 0.810603 , -0.231192 },{ 0.884792 , 0.416282 , -0.209410}},
8803 {{-0.093663 , 0.820731 , -0.217798 },{ 0.884792 , 0.416282 , -0.209410}},
8804 {{-0.089777 , 0.810182 , -0.222349 },{ 0.884792 , 0.416282 , -0.209410}},
8805 {{-0.157533 , 0.836678 , -0.200172 },{ -0.065128 , 0.034784 , 0.997270}},
8806 {{-0.148994 , 0.829185 , -0.199353 },{ -0.065128 , 0.034784 , 0.997270}},
8807 {{-0.131532 , 0.834614 , -0.198402 },{ -0.065128 , 0.034784 , 0.997270}},
8808 {{-0.141031 , 0.842052 , -0.196071 },{ -0.094066 , -0.405136 , 0.909405}},
8809 {{-0.157533 , 0.836678 , -0.200172 },{ -0.094066 , -0.405136 , 0.909405}},
8810 {{-0.131532 , 0.834614 , -0.198402 },{ -0.094066 , -0.405136 , 0.909405}},
8811 {{-0.119186 , 0.508283 , -0.076297 },{ -0.969072 , 0.183852 , 0.164613}},
8812 {{-0.122679 , 0.488406 , -0.074660 },{ -0.969072 , 0.183852 , 0.164613}},
8813 {{-0.112567 , 0.520098 , -0.050527 },{ -0.969072 , 0.183852 , 0.164613}},
8814 {{-0.122679 , 0.488406 , -0.074660 },{ -0.969243 , 0.199112 , 0.144646}},
8815 {{-0.117647 , 0.495288 , -0.050415 },{ -0.969243 , 0.199112 , 0.144646}},
8816 {{-0.112567 , 0.520098 , -0.050527 },{ -0.969243 , 0.199112 , 0.144646}},
8817 {{-0.112567 , 0.520098 , -0.050527 },{ -0.860870 , 0.178420 , 0.476518}},
8818 {{-0.117647 , 0.495288 , -0.050415 },{ -0.860870 , 0.178420 , 0.476518}},
8819 {{-0.105608 , 0.497757 , -0.029590 },{ -0.860870 , 0.178420 , 0.476518}},
8820 {{-0.112567 , 0.520098 , -0.050527 },{ -0.853648 , 0.188959 , 0.485364}},
8821 {{-0.105608 , 0.497757 , -0.029590 },{ -0.853648 , 0.188959 , 0.485364}},
8822 {{-0.097121 , 0.529543 , -0.027038 },{ -0.853648 , 0.188959 , 0.485364}},
8823 {{-0.157533 , 0.836678 , -0.200172 },{ -0.638289 , -0.135779 , 0.757728}},
8824 {{-0.170238 , 0.830837 , -0.211921 },{ -0.638289 , -0.135779 , 0.757728}},
8825 {{-0.163735 , 0.822009 , -0.208025 },{ -0.638289 , -0.135779 , 0.757728}},
8826 {{-0.157533 , 0.836678 , -0.200172 },{ -0.361807 , -0.316470 , 0.876893}},
8827 {{-0.163735 , 0.822009 , -0.208025 },{ -0.361807 , -0.316470 , 0.876893}},
8828 {{-0.148994 , 0.829185 , -0.199353 },{ -0.361807 , -0.316470 , 0.876893}},
8829 {{-0.038284 , 0.578934 , -0.112343 },{ -0.324370 , -0.048473 , -0.944688}},
8830 {{-0.016450 , 0.578350 , -0.119810 },{ -0.324370 , -0.048473 , -0.944688}},
8831 {{-0.021953 , 0.575242 , -0.117761 },{ -0.324370 , -0.048473 , -0.944688}},
8832 {{-0.038284 , 0.578934 , -0.112343 },{ -0.324368 , -0.048231 , -0.944701}},
8833 {{-0.021863 , 0.581750 , -0.118125 },{ -0.324368 , -0.048231 , -0.944701}},
8834 {{-0.016450 , 0.578350 , -0.119810 },{ -0.324368 , -0.048231 , -0.944701}},
8835 {{-0.002596 , 0.583060 , -0.115946 },{ 0.061058 , 0.519574 , -0.852241}},
8836 {{-0.016450 , 0.578350 , -0.119810 },{ 0.061058 , 0.519574 , -0.852241}},
8837 {{-0.021863 , 0.581750 , -0.118125 },{ 0.061058 , 0.519574 , -0.852241}},
8838 {{-0.002596 , 0.583060 , -0.115946 },{ 0.241214 , 0.083687 , -0.966857}},
8839 {{-0.001409 , 0.577328 , -0.116146 },{ 0.241214 , 0.083687 , -0.966857}},
8840 {{-0.016450 , 0.578350 , -0.119810 },{ 0.241214 , 0.083687 , -0.966857}},
8841 {{-0.016450 , 0.578350 , -0.119810 },{ 0.220804 , -0.184130 , -0.957780}},
8842 {{-0.001409 , 0.577328 , -0.116146 },{ 0.220804 , -0.184130 , -0.957780}},
8843 {{-0.002952 , 0.571670 , -0.115414 },{ 0.220804 , -0.184130 , -0.957780}},
8844 {{-0.016450 , 0.578350 , -0.119810 },{ -0.000259 , -0.550092 , -0.835104}},
8845 {{-0.002952 , 0.571670 , -0.115414 },{ -0.000259 , -0.550092 , -0.835104}},
8846 {{-0.021953 , 0.575242 , -0.117761 },{ -0.000259 , -0.550092 , -0.835104}},
8847 {{-0.082480 , 0.604204 , -0.076831 },{ -0.989978 , 0.140336 , 0.015805}},
8848 {{-0.085409 , 0.578923 , -0.035818 },{ -0.989978 , 0.140336 , 0.015805}},
8849 {{-0.081860 , 0.604791 , -0.043207 },{ -0.989978 , 0.140336 , 0.015805}},
8850 {{-0.082480 , 0.604204 , -0.076831 },{ -0.946420 , 0.300700 , 0.117766}},
8851 {{-0.088761 , 0.581207 , -0.068588 },{ -0.946420 , 0.300700 , 0.117766}},
8852 {{-0.085409 , 0.578923 , -0.035818 },{ -0.946420 , 0.300700 , 0.117766}},
8853 {{-0.088761 , 0.581207 , -0.068588 },{ -0.975332 , 0.189639 , 0.112983}},
8854 {{-0.090792 , 0.568361 , -0.064559 },{ -0.975332 , 0.189639 , 0.112983}},
8855 {{-0.085409 , 0.578923 , -0.035818 },{ -0.975332 , 0.189639 , 0.112983}},
8856 {{-0.090792 , 0.568361 , -0.064559 },{ -0.984823 , 0.048260 , 0.166716}},
8857 {{-0.085673 , 0.563628 , -0.032950 },{ -0.984823 , 0.048260 , 0.166716}},
8858 {{-0.085409 , 0.578923 , -0.035818 },{ -0.984823 , 0.048260 , 0.166716}},
8859 {{-0.085409 , 0.578923 , -0.035818 },{ -0.885165 , 0.100466 , 0.454302}},
8860 {{-0.085673 , 0.563628 , -0.032950 },{ -0.885165 , 0.100466 , 0.454302}},
8861 {{-0.068576 , 0.559178 , 0.001346 },{ -0.885165 , 0.100466 , 0.454302}},
8862 {{-0.085409 , 0.578923 , -0.035818 },{ -0.925700 , -0.105436 , 0.363268}},
8863 {{-0.068576 , 0.559178 , 0.001346 },{ -0.925700 , -0.105436 , 0.363268}},
8864 {{-0.071093 , 0.576963 , 0.000094 },{ -0.925700 , -0.105436 , 0.363268}},
8865 {{-0.085409 , 0.578923 , -0.035818 },{ -0.927569 , 0.037192 , 0.371797}},
8866 {{-0.071093 , 0.576963 , 0.000094 },{ -0.927569 , 0.037192 , 0.371797}},
8867 {{-0.072313 , 0.605057 , -0.005760 },{ -0.927569 , 0.037192 , 0.371797}},
8868 {{-0.081860 , 0.604791 , -0.043207 },{ -0.949941 , 0.199103 , 0.240770}},
8869 {{-0.085409 , 0.578923 , -0.035818 },{ -0.949941 , 0.199103 , 0.240770}},
8870 {{-0.072313 , 0.605057 , -0.005760 },{ -0.949941 , 0.199103 , 0.240770}},
8871 {{0.021878 , 0.574847 , -0.097688 },{ 0.585201 , -0.063016 , -0.808436}},
8872 {{0.021391 , 0.568336 , -0.097533 },{ 0.585201 , -0.063016 , -0.808436}},
8873 {{-0.002952 , 0.571670 , -0.115414 },{ 0.585201 , -0.063016 , -0.808436}},
8874 {{-0.001409 , 0.577328 , -0.116146 },{ 0.582961 , -0.258631 , -0.770238}},
8875 {{0.021878 , 0.574847 , -0.097688 },{ 0.582961 , -0.258631 , -0.770238}},
8876 {{-0.002952 , 0.571670 , -0.115414 },{ 0.582961 , -0.258631 , -0.770238}},
8877 {{-0.002596 , 0.583060 , -0.115946 },{ 0.623720 , 0.155888 , -0.765945}},
8878 {{0.021878 , 0.574847 , -0.097688 },{ 0.623720 , 0.155888 , -0.765945}},
8879 {{-0.001409 , 0.577328 , -0.116146 },{ 0.623720 , 0.155888 , -0.765945}},
8880 {{-0.002596 , 0.583060 , -0.115946 },{ 0.583122 , -0.062907 , -0.809945}},
8881 {{0.022365 , 0.581357 , -0.097843 },{ 0.583122 , -0.062907 , -0.809945}},
8882 {{0.021878 , 0.574847 , -0.097688 },{ 0.583122 , -0.062907 , -0.809945}},
8883 {{0.022365 , 0.581357 , -0.097843 },{ 0.733003 , -0.070942 , -0.676516}},
8884 {{0.048184 , 0.578094 , -0.069526 },{ 0.733003 , -0.070942 , -0.676516}},
8885 {{0.021878 , 0.574847 , -0.097688 },{ 0.733003 , -0.070942 , -0.676516}},
8886 {{0.021878 , 0.574847 , -0.097688 },{ 0.732738 , -0.050291 , -0.678649}},
8887 {{0.048184 , 0.578094 , -0.069526 },{ 0.732738 , -0.050291 , -0.678649}},
8888 {{0.047438 , 0.571597 , -0.069850 },{ 0.732738 , -0.050291 , -0.678649}},
8889 {{0.021878 , 0.574847 , -0.097688 },{ 0.732738 , -0.050291 , -0.678649}},
8890 {{0.047438 , 0.571597 , -0.069850 },{ 0.732738 , -0.050291 , -0.678649}},
8891 {{0.046692 , 0.565100 , -0.070174 },{ 0.732738 , -0.050291 , -0.678649}},
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8912 {{-0.070453 , 0.649559 , -0.059953 },{ -0.970134 , 0.186962 , -0.154549}},
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8917 {{-0.081860 , 0.604791 , -0.043207 },{ -0.967734 , 0.251613 , 0.013452}},
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8920 {{-0.135174 , 0.889128 , -0.241422 },{ -0.284822 , 0.954918 , -0.083717}},
8921 {{-0.144474 , 0.886738 , -0.237044 },{ -0.284822 , 0.954918 , -0.083717}},
8922 {{-0.140725 , 0.888567 , -0.228936 },{ -0.284812 , 0.954921 , -0.083712}},
8923 {{-0.132599 , 0.891088 , -0.227825 },{ -0.284812 , 0.954921 , -0.083712}},
8924 {{-0.135174 , 0.889128 , -0.241422 },{ -0.284812 , 0.954921 , -0.083712}},
8925 {{-0.144791 , 0.887955 , -0.222086 },{ -0.284832 , 0.954913 , -0.083733}},
8926 {{-0.144474 , 0.886738 , -0.237044 },{ -0.284832 , 0.954913 , -0.083733}},
8927 {{-0.156458 , 0.883658 , -0.231403 },{ -0.284832 , 0.954913 , -0.083733}},
8928 {{-0.144791 , 0.887955 , -0.222086 },{ -0.284790 , 0.954926 , -0.083733}},
8929 {{-0.140725 , 0.888567 , -0.228936 },{ -0.284790 , 0.954926 , -0.083733}},
8930 {{-0.144474 , 0.886738 , -0.237044 },{ -0.284790 , 0.954926 , -0.083733}},
8931 {{-0.135651 , 0.891278 , -0.215283 },{ -0.284828 , 0.954912 , -0.083758}},
8932 {{-0.140725 , 0.888567 , -0.228936 },{ -0.284828 , 0.954912 , -0.083758}},
8933 {{-0.144791 , 0.887955 , -0.222086 },{ -0.284828 , 0.954912 , -0.083758}},
8934 {{-0.135651 , 0.891278 , -0.215283 },{ -0.284804 , 0.954919 , -0.083768}},
8935 {{-0.132599 , 0.891088 , -0.227825 },{ -0.284804 , 0.954919 , -0.083768}},
8936 {{-0.140725 , 0.888567 , -0.228936 },{ -0.284804 , 0.954919 , -0.083768}},
8937 {{-0.175037 , 0.878883 , -0.222658 },{ -0.284766 , 0.954934 , -0.083723}},
8938 {{-0.170734 , 0.879123 , -0.234556 },{ -0.284766 , 0.954934 , -0.083723}},
8939 {{-0.177612 , 0.876923 , -0.236255 },{ -0.284766 , 0.954934 , -0.083723}},
8940 {{-0.175037 , 0.878883 , -0.222658 },{ -0.284806 , 0.954921 , -0.083738}},
8941 {{-0.167297 , 0.880872 , -0.226301 },{ -0.284806 , 0.954921 , -0.083738}},
8942 {{-0.170734 , 0.879123 , -0.234556 },{ -0.284806 , 0.954921 , -0.083738}},
8943 {{-0.167297 , 0.880872 , -0.226301 },{ -0.284843 , 0.954911 , -0.083720}},
8944 {{-0.166980 , 0.879655 , -0.241260 },{ -0.284843 , 0.954911 , -0.083720}},
8945 {{-0.170734 , 0.879123 , -0.234556 },{ -0.284843 , 0.954911 , -0.083720}},
8946 {{-0.167297 , 0.880872 , -0.226301 },{ -0.284856 , 0.954907 , -0.083720}},
8947 {{-0.156458 , 0.883658 , -0.231403 },{ -0.284856 , 0.954907 , -0.083720}},
8948 {{-0.166980 , 0.879655 , -0.241260 },{ -0.284856 , 0.954907 , -0.083720}},
8949 {{-0.170734 , 0.879123 , -0.234556 },{ -0.284761 , 0.954934 , -0.083744}},
8950 {{-0.174560 , 0.876733 , -0.248799 },{ -0.284761 , 0.954934 , -0.083744}},
8951 {{-0.177612 , 0.876923 , -0.236255 },{ -0.284761 , 0.954934 , -0.083744}},
8952 {{-0.170734 , 0.879123 , -0.234556 },{ -0.284841 , 0.954912 , -0.083719}},
8953 {{-0.166980 , 0.879655 , -0.241260 },{ -0.284841 , 0.954912 , -0.083719}},
8954 {{-0.174560 , 0.876733 , -0.248799 },{ -0.284841 , 0.954912 , -0.083719}},
8955 {{-0.166980 , 0.879655 , -0.241260 },{ -0.284850 , 0.954910 , -0.083709}},
8956 {{-0.165415 , 0.878759 , -0.256807 },{ -0.284850 , 0.954910 , -0.083709}},
8957 {{-0.174560 , 0.876733 , -0.248799 },{ -0.284850 , 0.954910 , -0.083709}},
8958 {{-0.166980 , 0.879655 , -0.241260 },{ -0.284698 , 0.954956 , -0.083696}},
8959 {{-0.162602 , 0.880347 , -0.248257 },{ -0.284698 , 0.954956 , -0.083696}},
8960 {{-0.165415 , 0.878759 , -0.256807 },{ -0.284698 , 0.954956 , -0.083696}},
8961 {{-0.156458 , 0.883658 , -0.231403 },{ -0.284811 , 0.954916 , -0.083771}},
8962 {{-0.162602 , 0.880347 , -0.248257 },{ -0.284811 , 0.954916 , -0.083771}},
8963 {{-0.166980 , 0.879655 , -0.241260 },{ -0.284811 , 0.954916 , -0.083771}},
8964 {{-0.156458 , 0.883658 , -0.231403 },{ -0.284838 , 0.954909 , -0.083760}},
8965 {{-0.155100 , 0.882708 , -0.246852 },{ -0.284838 , 0.954909 , -0.083760}},
8966 {{-0.162602 , 0.880347 , -0.248257 },{ -0.284838 , 0.954909 , -0.083760}},
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8968 {{-0.153692 , 0.882096 , -0.258622 },{ -0.284781 , 0.954934 , -0.083665}},
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8971 {{-0.155100 , 0.882708 , -0.246852 },{ -0.284845 , 0.954910 , -0.083724}},
8972 {{-0.153692 , 0.882096 , -0.258622 },{ -0.284845 , 0.954910 , -0.083724}},
8973 {{-0.147598 , 0.885069 , -0.245447 },{ -0.284845 , 0.954910 , -0.083724}},
8974 {{-0.153692 , 0.882096 , -0.258622 },{ -0.284845 , 0.954910 , -0.083724}},
8975 {{-0.155100 , 0.882708 , -0.246852 },{ -0.284845 , 0.954910 , -0.083724}},
8976 {{-0.147598 , 0.885069 , -0.245447 },{ -0.284808 , 0.954920 , -0.083744}},
8977 {{-0.142909 , 0.885841 , -0.252591 },{ -0.284808 , 0.954920 , -0.083744}},
8978 {{-0.153692 , 0.882096 , -0.258622 },{ -0.284808 , 0.954920 , -0.083744}},
8979 {{-0.144474 , 0.886738 , -0.237044 },{ -0.284843 , 0.954908 , -0.083760}},
8980 {{-0.155100 , 0.882708 , -0.246852 },{ -0.284843 , 0.954908 , -0.083760}},
8981 {{-0.156458 , 0.883658 , -0.231403 },{ -0.284843 , 0.954908 , -0.083760}},
8982 {{-0.144474 , 0.886738 , -0.237044 },{ -0.284837 , 0.954909 , -0.083768}},
8983 {{-0.147598 , 0.885069 , -0.245447 },{ -0.284837 , 0.954909 , -0.083768}},
8984 {{-0.155100 , 0.882708 , -0.246852 },{ -0.284837 , 0.954909 , -0.083768}},
8985 {{-0.144474 , 0.886738 , -0.237044 },{ -0.284840 , 0.954908 , -0.083766}},
8986 {{-0.142909 , 0.885841 , -0.252591 },{ -0.284840 , 0.954908 , -0.083766}},
8987 {{-0.147598 , 0.885069 , -0.245447 },{ -0.284840 , 0.954908 , -0.083766}},
8988 {{-0.144474 , 0.886738 , -0.237044 },{ -0.284843 , 0.954907 , -0.083767}},
8989 {{-0.135174 , 0.889128 , -0.241422 },{ -0.284843 , 0.954907 , -0.083767}},
8990 {{-0.142909 , 0.885841 , -0.252591 },{ -0.284843 , 0.954907 , -0.083767}},
8991 {{-0.144796 , 0.889252 , -0.207275 },{ -0.284779 , 0.954930 , -0.083719}},
8992 {{-0.144791 , 0.887955 , -0.222086 },{ -0.284779 , 0.954930 , -0.083719}},
8993 {{-0.148857 , 0.887343 , -0.215236 },{ -0.284779 , 0.954930 , -0.083719}},
8994 {{-0.144796 , 0.889252 , -0.207275 },{ -0.284857 , 0.954907 , -0.083718}},
8995 {{-0.135651 , 0.891278 , -0.215283 },{ -0.284857 , 0.954907 , -0.083718}},
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8997 {{-0.148857 , 0.887343 , -0.215236 },{ -0.284952 , 0.954882 , -0.083678}},
8998 {{-0.156458 , 0.883658 , -0.231403 },{ -0.284952 , 0.954882 , -0.083678}},
8999 {{-0.156671 , 0.884901 , -0.216494 },{ -0.284952 , 0.954882 , -0.083678}},
9000 {{-0.148857 , 0.887343 , -0.215236 },{ -0.284822 , 0.954915 , -0.083746}},
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9003 {{-0.156518 , 0.885914 , -0.205459 },{ -0.284946 , 0.954881 , -0.083710}},
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9007 {{-0.144796 , 0.889252 , -0.207275 },{ -0.284886 , 0.954904 , -0.083659}},
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9009 {{-0.156518 , 0.885914 , -0.205459 },{ -0.284828 , 0.954921 , -0.083661}},
9010 {{-0.163861 , 0.882621 , -0.218046 },{ -0.284828 , 0.954921 , -0.083661}},
9011 {{-0.167302 , 0.882169 , -0.211490 },{ -0.284828 , 0.954921 , -0.083661}},
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9013 {{-0.156671 , 0.884901 , -0.216494 },{ -0.284740 , 0.954942 , -0.083718}},
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9016 {{-0.156458 , 0.883658 , -0.231403 },{ -0.284868 , 0.954901 , -0.083750}},
9017 {{-0.167297 , 0.880872 , -0.226301 },{ -0.284868 , 0.954901 , -0.083750}},
9018 {{-0.163861 , 0.882621 , -0.218046 },{ -0.284748 , 0.954943 , -0.083680}},
9019 {{-0.156671 , 0.884901 , -0.216494 },{ -0.284748 , 0.954943 , -0.083680}},
9020 {{-0.156458 , 0.883658 , -0.231403 },{ -0.284748 , 0.954943 , -0.083680}},
9021 {{-0.167302 , 0.882169 , -0.211490 },{ -0.284800 , 0.954924 , -0.083723}},
9022 {{-0.167297 , 0.880872 , -0.226301 },{ -0.284800 , 0.954924 , -0.083723}},
9023 {{-0.175037 , 0.878883 , -0.222658 },{ -0.284800 , 0.954924 , -0.083723}},
9024 {{-0.167302 , 0.882169 , -0.211490 },{ -0.284934 , 0.954884 , -0.083719}},
9025 {{-0.163861 , 0.882621 , -0.218046 },{ -0.284934 , 0.954884 , -0.083719}},
9026 {{-0.167297 , 0.880872 , -0.226301 },{ -0.284934 , 0.954884 , -0.083719}},
9027 {{-0.082189 , 0.809724 , -0.209078 },{ 0.251988 , 0.934484 , -0.251479}},
9028 {{-0.111044 , 0.819869 , -0.200293 },{ 0.251988 , 0.934484 , -0.251479}},
9029 {{-0.094805 , 0.816538 , -0.196399 },{ 0.251988 , 0.934484 , -0.251479}},
9030 {{-0.082189 , 0.809724 , -0.209078 },{ 0.421630 , 0.697892 , 0.578943}},
9031 {{-0.096797 , 0.819218 , -0.209884 },{ 0.421630 , 0.697892 , 0.578943}},
9032 {{-0.111044 , 0.819869 , -0.200293 },{ 0.421630 , 0.697892 , 0.578943}},
9033 {{-0.104454 , 0.825426 , -0.205528 },{ 0.558444 , 0.112056 , 0.821939}},
9034 {{-0.111044 , 0.819869 , -0.200293 },{ 0.558444 , 0.112056 , 0.821939}},
9035 {{-0.096797 , 0.819218 , -0.209884 },{ 0.558444 , 0.112056 , 0.821939}},
9036 {{-0.104454 , 0.825426 , -0.205528 },{ 0.110811 , 0.608694 , 0.785629}},
9037 {{-0.121687 , 0.821520 , -0.200071 },{ 0.110811 , 0.608694 , 0.785629}},
9038 {{-0.111044 , 0.819869 , -0.200293 },{ 0.110811 , 0.608694 , 0.785629}},
9039 {{-0.121687 , 0.821520 , -0.200071 },{ 0.016617 , -0.027281 , 0.999490}},
9040 {{-0.140155 , 0.812542 , -0.200009 },{ 0.016617 , -0.027281 , 0.999490}},
9041 {{-0.111044 , 0.819869 , -0.200293 },{ 0.016617 , -0.027281 , 0.999490}},
9042 {{-0.111044 , 0.819869 , -0.200293 },{ -0.232950 , 0.935797 , 0.264610}},
9043 {{-0.140155 , 0.812542 , -0.200009 },{ -0.232950 , 0.935797 , 0.264610}},
9044 {{-0.128005 , 0.813976 , -0.194384 },{ -0.232950 , 0.935797 , 0.264610}},
9045 {{-0.109695 , 0.814747 , -0.184746 },{ -0.208536 , 0.923381 , 0.322305}},
9046 {{-0.111044 , 0.819869 , -0.200293 },{ -0.208536 , 0.923381 , 0.322305}},
9047 {{-0.128005 , 0.813976 , -0.194384 },{ -0.208536 , 0.923381 , 0.322305}},
9048 {{-0.094805 , 0.816538 , -0.196399 },{ 0.121822 , 0.945802 , 0.301027}},
9049 {{-0.111044 , 0.819869 , -0.200293 },{ 0.121822 , 0.945802 , 0.301027}},
9050 {{-0.109695 , 0.814747 , -0.184746 },{ 0.121822 , 0.945802 , 0.301027}},
9051 {{-0.069126 , 0.693554 , -0.091197 },{ -0.971013 , 0.166172 , -0.171816}},
9052 {{-0.072676 , 0.691900 , -0.072734 },{ -0.971013 , 0.166172 , -0.171816}},
9053 {{-0.066790 , 0.717120 , -0.081607 },{ -0.971013 , 0.166172 , -0.171816}},
9054 {{-0.064696 , 0.716084 , -0.098656 },{ -0.980190 , 0.149860 , -0.129496}},
9055 {{-0.069126 , 0.693554 , -0.091197 },{ -0.980190 , 0.149860 , -0.129496}},
9056 {{-0.066790 , 0.717120 , -0.081607 },{ -0.980190 , 0.149860 , -0.129496}},
9057 {{-0.167634 , 0.798493 , -0.226955 },{ -0.967908 , 0.008939 , 0.251146}},
9058 {{-0.163989 , 0.788145 , -0.212539 },{ -0.967908 , 0.008939 , 0.251146}},
9059 {{-0.164201 , 0.806517 , -0.214010 },{ -0.967908 , 0.008939 , 0.251146}},
9060 {{-0.164201 , 0.806517 , -0.214010 },{ -0.728186 , 0.046348 , 0.683811}},
9061 {{-0.163989 , 0.788145 , -0.212539 },{ -0.728186 , 0.046348 , 0.683811}},
9062 {{-0.155613 , 0.799100 , -0.204362 },{ -0.728186 , 0.046348 , 0.683811}},
9063 {{-0.140155 , 0.812542 , -0.200009 },{ -0.534983 , 0.369116 , 0.759965}},
9064 {{-0.164201 , 0.806517 , -0.214010 },{ -0.534983 , 0.369116 , 0.759965}},
9065 {{-0.155613 , 0.799100 , -0.204362 },{ -0.534983 , 0.369116 , 0.759965}},
9066 {{-0.152886 , 0.815565 , -0.204305 },{ -0.377839 , -0.415160 , 0.827575}},
9067 {{-0.164201 , 0.806517 , -0.214010 },{ -0.377839 , -0.415160 , 0.827575}},
9068 {{-0.140155 , 0.812542 , -0.200009 },{ -0.377839 , -0.415160 , 0.827575}},
9069 {{-0.060615 , 0.715582 , -0.115392 },{ -0.964791 , 0.110717 , -0.238581}},
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9071 {{-0.064696 , 0.716084 , -0.098656 },{ -0.964791 , 0.110717 , -0.238581}},
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9098 {{-0.072676 , 0.691900 , -0.072734 },{ -0.978385 , 0.103869 , -0.178815}},
9099 {{-0.138308 , 0.283908 , -0.039246 },{ -0.561517 , -0.108937 , 0.820263}},
9100 {{-0.139511 , 0.263657 , -0.042759 },{ -0.561517 , -0.108937 , 0.820263}},
9101 {{-0.118638 , 0.261588 , -0.028745 },{ -0.561517 , -0.108937 , 0.820263}},
9102 {{-0.138308 , 0.283908 , -0.039246 },{ -0.579649 , -0.132562 , 0.804011}},
9103 {{-0.118638 , 0.261588 , -0.028745 },{ -0.579649 , -0.132562 , 0.804011}},
9104 {{-0.117374 , 0.279800 , -0.024831 },{ -0.579649 , -0.132562 , 0.804011}},
9105 {{-0.113158 , 0.304338 , -0.022396 },{ -0.565046 , 0.015224 , 0.824919}},
9106 {{-0.138308 , 0.283908 , -0.039246 },{ -0.565046 , 0.015224 , 0.824919}},
9107 {{-0.117374 , 0.279800 , -0.024831 },{ -0.565046 , 0.015224 , 0.824919}},
9108 {{-0.134103 , 0.310433 , -0.037290 },{ -0.573335 , 0.030515 , 0.818752}},
9109 {{-0.138308 , 0.283908 , -0.039246 },{ -0.573335 , 0.030515 , 0.818752}},
9110 {{-0.113158 , 0.304338 , -0.022396 },{ -0.573335 , 0.030515 , 0.818752}},
9111 {{-0.146470 , 0.314133 , -0.062671 },{ -0.887471 , 0.107646 , 0.448116}},
9112 {{-0.138308 , 0.283908 , -0.039246 },{ -0.887471 , 0.107646 , 0.448116}},
9113 {{-0.134103 , 0.310433 , -0.037290 },{ -0.887471 , 0.107646 , 0.448116}},
9114 {{-0.149687 , 0.288988 , -0.063659 },{ -0.894184 , 0.097229 , 0.437015}},
9115 {{-0.138308 , 0.283908 , -0.039246 },{ -0.894184 , 0.097229 , 0.437015}},
9116 {{-0.146470 , 0.314133 , -0.062671 },{ -0.894184 , 0.097229 , 0.437015}},
9117 {{-0.150008 , 0.270299 , -0.066232 },{ -0.908877 , -0.041524 , 0.414991}},
9118 {{-0.138308 , 0.283908 , -0.039246 },{ -0.908877 , -0.041524 , 0.414991}},
9119 {{-0.149687 , 0.288988 , -0.063659 },{ -0.908877 , -0.041524 , 0.414991}},
9120 {{-0.150008 , 0.270299 , -0.066232 },{ -0.914426 , -0.015839 , 0.404444}},
9121 {{-0.139511 , 0.263657 , -0.042759 },{ -0.914426 , -0.015839 , 0.404444}},
9122 {{-0.138308 , 0.283908 , -0.039246 },{ -0.914426 , -0.015839 , 0.404444}},
9123 {{-0.061859 , 0.795734 , -0.142669 },{ -0.134521 , 0.384599 , 0.913230}},
9124 {{-0.070339 , 0.776911 , -0.135991 },{ -0.134521 , 0.384599 , 0.913230}},
9125 {{-0.047015 , 0.792271 , -0.139024 },{ -0.134521 , 0.384599 , 0.913230}},
9126 {{-0.047015 , 0.792271 , -0.139024 },{ -0.323656 , 0.630737 , 0.705279}},
9127 {{-0.070339 , 0.776911 , -0.135991 },{ -0.323656 , 0.630737 , 0.705279}},
9128 {{-0.058211 , 0.776006 , -0.129616 },{ -0.323656 , 0.630737 , 0.705279}},
9129 {{-0.047015 , 0.792271 , -0.139024 },{ -0.385100 , 0.646196 , 0.658885}},
9130 {{-0.058211 , 0.776006 , -0.129616 },{ -0.385100 , 0.646196 , 0.658885}},
9131 {{-0.052432 , 0.769483 , -0.119841 },{ -0.385100 , 0.646196 , 0.658885}},
9132 {{-0.047015 , 0.792271 , -0.139024 },{ -0.245611 , 0.657782 , 0.712038}},
9133 {{-0.052432 , 0.769483 , -0.119841 },{ -0.245611 , 0.657782 , 0.712038}},
9134 {{-0.037621 , 0.788408 , -0.132215 },{ -0.245611 , 0.657782 , 0.712038}},
9135 {{-0.013728 , 0.796003 , -0.146023 },{ 0.004850 , 0.872620 , 0.488376}},
9136 {{-0.047015 , 0.792271 , -0.139024 },{ 0.004850 , 0.872620 , 0.488376}},
9137 {{-0.037621 , 0.788408 , -0.132215 },{ 0.004850 , 0.872620 , 0.488376}},
9138 {{-0.013728 , 0.796003 , -0.146023 },{ -0.006756 , 0.895355 , 0.445302}},
9139 {{-0.027728 , 0.798881 , -0.152022 },{ -0.006756 , 0.895355 , 0.445302}},
9140 {{-0.047015 , 0.792271 , -0.139024 },{ -0.006756 , 0.895355 , 0.445302}},
9141 {{-0.027728 , 0.798881 , -0.152022 },{ 0.104885 , 0.814894 , 0.570041}},
9142 {{-0.046965 , 0.803073 , -0.154475 },{ 0.104885 , 0.814894 , 0.570041}},
9143 {{-0.047015 , 0.792271 , -0.139024 },{ 0.104885 , 0.814894 , 0.570041}},
9144 {{-0.046965 , 0.803073 , -0.154475 },{ 0.050398 , 0.818456 , 0.572355}},
9145 {{-0.061859 , 0.795734 , -0.142669 },{ 0.050398 , 0.818456 , 0.572355}},
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9147 {{-0.066790 , 0.717120 , -0.081607 },{ -0.960257 , 0.278862 , 0.011951}},
9148 {{-0.072497 , 0.696401 , -0.056707 },{ -0.960257 , 0.278862 , 0.011951}},
9149 {{-0.065948 , 0.719321 , -0.065309 },{ -0.960257 , 0.278862 , 0.011951}},
9150 {{-0.066790 , 0.717120 , -0.081607 },{ -0.976321 , 0.210862 , -0.048313}},
9151 {{-0.072676 , 0.691900 , -0.072734 },{ -0.976321 , 0.210862 , -0.048313}},
9152 {{-0.072497 , 0.696401 , -0.056707 },{ -0.976321 , 0.210862 , -0.048313}},
9153 {{-0.140584 , 0.239813 , -0.108922 },{ -0.979348 , -0.194075 , -0.056674}},
9154 {{-0.139250 , 0.226395 , -0.086025 },{ -0.979348 , -0.194075 , -0.056674}},
9155 {{-0.143120 , 0.243808 , -0.078779 },{ -0.979348 , -0.194075 , -0.056674}},
9156 {{-0.140584 , 0.239813 , -0.108922 },{ -0.985338 , -0.159016 , -0.061824}},
9157 {{-0.143120 , 0.243808 , -0.078779 },{ -0.985338 , -0.159016 , -0.061824}},
9158 {{-0.143816 , 0.257482 , -0.102857 },{ -0.985338 , -0.159016 , -0.061824}},
9159 {{-0.132767 , 0.270141 , -0.123972 },{ -0.885425 , -0.002424 , -0.464776}},
9160 {{-0.140584 , 0.239813 , -0.108922 },{ -0.885425 , -0.002424 , -0.464776}},
9161 {{-0.143816 , 0.257482 , -0.102857 },{ -0.885425 , -0.002424 , -0.464776}},
9162 {{-0.130175 , 0.252926 , -0.129521 },{ -0.894815 , 0.009144 , -0.446344}},
9163 {{-0.140584 , 0.239813 , -0.108922 },{ -0.894815 , 0.009144 , -0.446344}},
9164 {{-0.132767 , 0.270141 , -0.123972 },{ -0.894815 , 0.009144 , -0.446344}},
9165 {{-0.072676 , 0.691900 , -0.072734 },{ -0.986844 , 0.158186 , -0.033403}},
9166 {{-0.077627 , 0.663215 , -0.062307 },{ -0.986844 , 0.158186 , -0.033403}},
9167 {{-0.072497 , 0.696401 , -0.056707 },{ -0.986844 , 0.158186 , -0.033403}},
9168 {{-0.077627 , 0.663215 , -0.062307 },{ -0.982372 , 0.166274 , -0.085428}},
9169 {{-0.077781 , 0.670371 , -0.046608 },{ -0.982372 , 0.166274 , -0.085428}},
9170 {{-0.072497 , 0.696401 , -0.056707 },{ -0.982372 , 0.166274 , -0.085428}},
9171 {{-0.003497 , 0.795047 , -0.166686 },{ 0.186364 , 0.982320 , 0.017757}},
9172 {{-0.029852 , 0.800147 , -0.172217 },{ 0.186364 , 0.982320 , 0.017757}},
9173 {{-0.046965 , 0.803073 , -0.154475 },{ 0.186364 , 0.982320 , 0.017757}},
9174 {{-0.003497 , 0.795047 , -0.166686 },{ 0.202551 , 0.976039 , 0.079505}},
9175 {{-0.046965 , 0.803073 , -0.154475 },{ 0.202551 , 0.976039 , 0.079505}},
9176 {{-0.027728 , 0.798881 , -0.152022 },{ 0.202551 , 0.976039 , 0.079505}},
9177 {{-0.003497 , 0.795047 , -0.166686 },{ 0.182625 , 0.982153 , 0.044981}},
9178 {{-0.027728 , 0.798881 , -0.152022 },{ 0.182625 , 0.982153 , 0.044981}},
9179 {{-0.013728 , 0.796003 , -0.146023 },{ 0.182625 , 0.982153 , 0.044981}},
9180 {{0.015640 , 0.792741 , -0.155451 },{ 0.113659 , 0.993466 , 0.010310}},
9181 {{-0.003497 , 0.795047 , -0.166686 },{ 0.113659 , 0.993466 , 0.010310}},
9182 {{-0.013728 , 0.796003 , -0.146023 },{ 0.113659 , 0.993466 , 0.010310}},
9183 {{0.042001 , 0.775121 , -0.157162 },{ 0.425328 , 0.692866 , -0.582266}},
9184 {{-0.003497 , 0.795047 , -0.166686 },{ 0.425328 , 0.692866 , -0.582266}},
9185 {{0.015640 , 0.792741 , -0.155451 },{ 0.425328 , 0.692866 , -0.582266}},
9186 {{0.042001 , 0.775121 , -0.157162 },{ 0.434868 , 0.847556 , -0.304202}},
9187 {{0.020337 , 0.779819 , -0.175042 },{ 0.434868 , 0.847556 , -0.304202}},
9188 {{-0.003497 , 0.795047 , -0.166686 },{ 0.434868 , 0.847556 , -0.304202}},
9189 {{0.020337 , 0.779819 , -0.175042 },{ 0.260987 , 0.745205 , -0.613642}},
9190 {{-0.009078 , 0.783245 , -0.183392 },{ 0.260987 , 0.745205 , -0.613642}},
9191 {{-0.003497 , 0.795047 , -0.166686 },{ 0.260987 , 0.745205 , -0.613642}},
9192 {{-0.003497 , 0.795047 , -0.166686 },{ 0.272236 , 0.740695 , -0.614214}},
9193 {{-0.009078 , 0.783245 , -0.183392 },{ 0.272236 , 0.740695 , -0.614214}},
9194 {{-0.029852 , 0.800147 , -0.172217 },{ 0.272236 , 0.740695 , -0.614214}},
9195 {{0.020337 , 0.779819 , -0.175042 },{ 0.646977 , 0.271284 , -0.712619}},
9196 {{0.042001 , 0.775121 , -0.157162 },{ 0.646977 , 0.271284 , -0.712619}},
9197 {{0.038430 , 0.752244 , -0.169113 },{ 0.646977 , 0.271284 , -0.712619}},
9198 {{0.038430 , 0.752244 , -0.169113 },{ 0.793742 , 0.179675 , -0.581112}},
9199 {{0.042001 , 0.775121 , -0.157162 },{ 0.793742 , 0.179675 , -0.581112}},
9200 {{0.056875 , 0.739640 , -0.147816 },{ 0.793742 , 0.179675 , -0.581112}},
9201 {{0.038430 , 0.752244 , -0.169113 },{ 0.702819 , -0.147394 , -0.695931}},
9202 {{0.056875 , 0.739640 , -0.147816 },{ 0.702819 , -0.147394 , -0.695931}},
9203 {{0.051394 , 0.697697 , -0.144468 },{ 0.702819 , -0.147394 , -0.695931}},
9204 {{0.038430 , 0.752244 , -0.169113 },{ 0.316809 , -0.326975 , -0.890348}},
9205 {{0.051394 , 0.697697 , -0.144468 },{ 0.316809 , -0.326975 , -0.890348}},
9206 {{0.016797 , 0.748659 , -0.175494 },{ 0.316809 , -0.326975 , -0.890348}},
9207 {{-0.009078 , 0.783245 , -0.183392 },{ 0.283908 , -0.006555 , -0.958829}},
9208 {{0.038430 , 0.752244 , -0.169113 },{ 0.283908 , -0.006555 , -0.958829}},
9209 {{0.016797 , 0.748659 , -0.175494 },{ 0.283908 , -0.006555 , -0.958829}},
9210 {{-0.009078 , 0.783245 , -0.183392 },{ 0.269725 , -0.029967 , -0.962471}},
9211 {{0.020337 , 0.779819 , -0.175042 },{ 0.269725 , -0.029967 , -0.962471}},
9212 {{0.038430 , 0.752244 , -0.169113 },{ 0.269725 , -0.029967 , -0.962471}},
9213 {{0.050161 , 0.775949 , -0.121007 },{ 0.618786 , 0.769653 , -0.157284}},
9214 {{0.042001 , 0.775121 , -0.157162 },{ 0.618786 , 0.769653 , -0.157284}},
9215 {{0.028149 , 0.792631 , -0.125975 },{ 0.618786 , 0.769653 , -0.157284}},
9216 {{0.042001 , 0.775121 , -0.157162 },{ 0.531733 , 0.817133 , -0.222606}},
9217 {{0.015640 , 0.792741 , -0.155451 },{ 0.531733 , 0.817133 , -0.222606}},
9218 {{0.028149 , 0.792631 , -0.125975 },{ 0.531733 , 0.817133 , -0.222606}},
9219 {{0.028149 , 0.792631 , -0.125975 },{ 0.098261 , 0.994435 , -0.037988}},
9220 {{0.015640 , 0.792741 , -0.155451 },{ 0.098261 , 0.994435 , -0.037988}},
9221 {{-0.013728 , 0.796003 , -0.146023 },{ 0.098261 , 0.994435 , -0.037988}},
9222 {{0.028149 , 0.792631 , -0.125975 },{ 0.039651 , 0.995622 , 0.084639}},
9223 {{-0.013728 , 0.796003 , -0.146023 },{ 0.039651 , 0.995622 , 0.084639}},
9224 {{0.002084 , 0.793284 , -0.121446 },{ 0.039651 , 0.995622 , 0.084639}},
9225 {{0.019474 , 0.794016 , -0.088004 },{ 0.019476 , 0.999298 , -0.032001}},
9226 {{0.028149 , 0.792631 , -0.125975 },{ 0.019476 , 0.999298 , -0.032001}},
9227 {{0.002084 , 0.793284 , -0.121446 },{ 0.019476 , 0.999298 , -0.032001}},
9228 {{0.019474 , 0.794016 , -0.088004 },{ 0.023344 , 0.999243 , -0.031115}},
9229 {{0.037344 , 0.793618 , -0.087378 },{ 0.023344 , 0.999243 , -0.031115}},
9230 {{0.028149 , 0.792631 , -0.125975 },{ 0.023344 , 0.999243 , -0.031115}},
9231 {{0.052491 , 0.785200 , -0.082248 },{ 0.517693 , 0.843208 , -0.144894}},
9232 {{0.028149 , 0.792631 , -0.125975 },{ 0.517693 , 0.843208 , -0.144894}},
9233 {{0.037344 , 0.793618 , -0.087378 },{ 0.517693 , 0.843208 , -0.144894}},
9234 {{0.052491 , 0.785200 , -0.082248 },{ 0.620246 , 0.753740 , -0.217188}},
9235 {{0.050161 , 0.775949 , -0.121007 },{ 0.620246 , 0.753740 , -0.217188}},
9236 {{0.028149 , 0.792631 , -0.125975 },{ 0.620246 , 0.753740 , -0.217188}},
9237 {{0.019474 , 0.794016 , -0.088004 },{ -0.491670 , -0.180663 , -0.851834}},
9238 {{-0.014892 , 0.774683 , -0.064068 },{ -0.491670 , -0.180663 , -0.851834}},
9239 {{-0.004227 , 0.787165 , -0.072871 },{ -0.491670 , -0.180663 , -0.851834}},
9240 {{0.019474 , 0.794016 , -0.088004 },{ -0.482074 , 0.875995 , 0.015402}},
9241 {{-0.013047 , 0.775947 , -0.078213 },{ -0.482074 , 0.875995 , 0.015402}},
9242 {{-0.014892 , 0.774683 , -0.064068 },{ -0.482074 , 0.875995 , 0.015402}},
9243 {{-0.013047 , 0.775947 , -0.078213 },{ -0.744238 , 0.666862 , -0.037482}},
9244 {{-0.038945 , 0.748855 , -0.045995 },{ -0.744238 , 0.666862 , -0.037482}},
9245 {{-0.014892 , 0.774683 , -0.064068 },{ -0.744238 , 0.666862 , -0.037482}},
9246 {{-0.014892 , 0.774683 , -0.064068 },{ -0.695081 , 0.156272 , -0.701742}},
9247 {{-0.038945 , 0.748855 , -0.045995 },{ -0.695081 , 0.156272 , -0.701742}},
9248 {{-0.033533 , 0.763205 , -0.048160 },{ -0.695081 , 0.156272 , -0.701742}},
9249 {{-0.030842 , 0.776689 , -0.049857 },{ -0.662089 , 0.037937 , -0.748464}},
9250 {{-0.014892 , 0.774683 , -0.064068 },{ -0.662089 , 0.037937 , -0.748464}},
9251 {{-0.033533 , 0.763205 , -0.048160 },{ -0.662089 , 0.037937 , -0.748464}},
9252 {{-0.030842 , 0.776689 , -0.049857 },{ -0.662097 , 0.037859 , -0.748462}},
9253 {{-0.004227 , 0.787165 , -0.072871 },{ -0.662097 , 0.037859 , -0.748462}},
9254 {{-0.014892 , 0.774683 , -0.064068 },{ -0.662097 , 0.037859 , -0.748462}},
9255 {{-0.051635 , 0.695882 , -0.122039 },{ -0.994194 , -0.080026 , 0.071925}},
9256 {{-0.051931 , 0.733942 , -0.083784 },{ -0.994194 , -0.080026 , 0.071925}},
9257 {{-0.054556 , 0.738757 , -0.114711 },{ -0.994194 , -0.080026 , 0.071925}},
9258 {{-0.051635 , 0.695882 , -0.122039 },{ -0.979347 , 0.139492 , -0.146359}},
9259 {{-0.058154 , 0.697764 , -0.076624 },{ -0.979347 , 0.139492 , -0.146359}},
9260 {{-0.051931 , 0.733942 , -0.083784 },{ -0.979347 , 0.139492 , -0.146359}},
9261 {{-0.051931 , 0.733942 , -0.083784 },{ -0.983502 , 0.148817 , -0.102850}},
9262 {{-0.058154 , 0.697764 , -0.076624 },{ -0.983502 , 0.148817 , -0.102850}},
9263 {{-0.061384 , 0.704855 , -0.035477 },{ -0.983502 , 0.148817 , -0.102850}},
9264 {{-0.051931 , 0.733942 , -0.083784 },{ -0.916392 , 0.395902 , 0.059059}},
9265 {{-0.061384 , 0.704855 , -0.035477 },{ -0.916392 , 0.395902 , 0.059059}},
9266 {{-0.049800 , 0.732775 , -0.042895 },{ -0.916392 , 0.395902 , 0.059059}},
9267 {{-0.051931 , 0.733942 , -0.083784 },{ -0.822068 , 0.566324 , 0.059008}},
9268 {{-0.049800 , 0.732775 , -0.042895 },{ -0.822068 , 0.566324 , 0.059008}},
9269 {{-0.038945 , 0.748855 , -0.045995 },{ -0.822068 , 0.566324 , 0.059008}},
9270 {{-0.043220 , 0.760975 , -0.090649 },{ -0.921649 , 0.343041 , 0.181344}},
9271 {{-0.051931 , 0.733942 , -0.083784 },{ -0.921649 , 0.343041 , 0.181344}},
9272 {{-0.038945 , 0.748855 , -0.045995 },{ -0.921649 , 0.343041 , 0.181344}},
9273 {{-0.052432 , 0.769483 , -0.119841 },{ -0.849911 , 0.369317 , 0.375841}},
9274 {{-0.051931 , 0.733942 , -0.083784 },{ -0.849911 , 0.369317 , 0.375841}},
9275 {{-0.043220 , 0.760975 , -0.090649 },{ -0.849911 , 0.369317 , 0.375841}},
9276 {{-0.052432 , 0.769483 , -0.119841 },{ -0.991629 , 0.084805 , 0.097370}},
9277 {{-0.054556 , 0.738757 , -0.114711 },{ -0.991629 , 0.084805 , 0.097370}},
9278 {{-0.051931 , 0.733942 , -0.083784 },{ -0.991629 , 0.084805 , 0.097370}},
9279 {{0.019474 , 0.794016 , -0.088004 },{ -0.384780 , 0.865832 , 0.319810}},
9280 {{-0.023461 , 0.781744 , -0.106437 },{ -0.384780 , 0.865832 , 0.319810}},
9281 {{-0.013047 , 0.775947 , -0.078213 },{ -0.384780 , 0.865832 , 0.319810}},
9282 {{0.019474 , 0.794016 , -0.088004 },{ -0.331389 , 0.931180 , 0.151941}},
9283 {{0.002084 , 0.793284 , -0.121446 },{ -0.331389 , 0.931180 , 0.151941}},
9284 {{-0.023461 , 0.781744 , -0.106437 },{ -0.331389 , 0.931180 , 0.151941}},
9285 {{0.002084 , 0.793284 , -0.121446 },{ -0.260184 , 0.927053 , 0.269957}},
9286 {{-0.013728 , 0.796003 , -0.146023 },{ -0.260184 , 0.927053 , 0.269957}},
9287 {{-0.023461 , 0.781744 , -0.106437 },{ -0.260184 , 0.927053 , 0.269957}},
9288 {{-0.013728 , 0.796003 , -0.146023 },{ -0.120600 , 0.943044 , 0.310037}},
9289 {{-0.037621 , 0.788408 , -0.132215 },{ -0.120600 , 0.943044 , 0.310037}},
9290 {{-0.023461 , 0.781744 , -0.106437 },{ -0.120600 , 0.943044 , 0.310037}},
9291 {{-0.023461 , 0.781744 , -0.106437 },{ -0.519448 , 0.713736 , 0.469846}},
9292 {{-0.037621 , 0.788408 , -0.132215 },{ -0.519448 , 0.713736 , 0.469846}},
9293 {{-0.052432 , 0.769483 , -0.119841 },{ -0.519448 , 0.713736 , 0.469846}},
9294 {{-0.023461 , 0.781744 , -0.106437 },{ -0.504961 , 0.772739 , 0.384564}},
9295 {{-0.052432 , 0.769483 , -0.119841 },{ -0.504961 , 0.772739 , 0.384564}},
9296 {{-0.043220 , 0.760975 , -0.090649 },{ -0.504961 , 0.772739 , 0.384564}},
9297 {{-0.023461 , 0.781744 , -0.106437 },{ -0.590900 , 0.762490 , 0.263527}},
9298 {{-0.043220 , 0.760975 , -0.090649 },{ -0.590900 , 0.762490 , 0.263527}},
9299 {{-0.038945 , 0.748855 , -0.045995 },{ -0.590900 , 0.762490 , 0.263527}},
9300 {{-0.013047 , 0.775947 , -0.078213 },{ -0.448773 , 0.828199 , 0.335692}},
9301 {{-0.023461 , 0.781744 , -0.106437 },{ -0.448773 , 0.828199 , 0.335692}},
9302 {{-0.038945 , 0.748855 , -0.045995 },{ -0.448773 , 0.828199 , 0.335692}},
9303 {{0.052491 , 0.785200 , -0.082248 },{ 0.922667 , 0.192161 , -0.334305}},
9304 {{0.067364 , 0.762356 , -0.054330 },{ 0.922667 , 0.192161 , -0.334305}},
9305 {{0.064893 , 0.748118 , -0.069334 },{ 0.922667 , 0.192161 , -0.334305}},
9306 {{0.052491 , 0.785200 , -0.082248 },{ 0.893972 , 0.036164 , -0.446662}},
9307 {{0.062867 , 0.787855 , -0.061266 },{ 0.893972 , 0.036164 , -0.446662}},
9308 {{0.067364 , 0.762356 , -0.054330 },{ 0.893972 , 0.036164 , -0.446662}},
9309 {{0.062867 , 0.787855 , -0.061266 },{ 0.950541 , 0.086494 , -0.298312}},
9310 {{0.067463 , 0.788287 , -0.046496 },{ 0.950541 , 0.086494 , -0.298312}},
9311 {{0.067364 , 0.762356 , -0.054330 },{ 0.950541 , 0.086494 , -0.298312}},
9312 {{0.067364 , 0.762356 , -0.054330 },{ 0.957113 , 0.080431 , -0.278327}},
9313 {{0.067463 , 0.788287 , -0.046496 },{ 0.957113 , 0.080431 , -0.278327}},
9314 {{0.071219 , 0.756198 , -0.042853 },{ 0.957113 , 0.080431 , -0.278327}},
9315 {{0.067364 , 0.762356 , -0.054330 },{ 0.954321 , 0.047700 , -0.294952}},
9316 {{0.071219 , 0.756198 , -0.042853 },{ 0.954321 , 0.047700 , -0.294952}},
9317 {{0.074613 , 0.710426 , -0.039274 },{ 0.954321 , 0.047700 , -0.294952}},
9318 {{0.064893 , 0.748118 , -0.069334 },{ 0.971517 , 0.069975 , -0.226402}},
9319 {{0.067364 , 0.762356 , -0.054330 },{ 0.971517 , 0.069975 , -0.226402}},
9320 {{0.074613 , 0.710426 , -0.039274 },{ 0.971517 , 0.069975 , -0.226402}},
9321 {{-0.066170 , 0.242125 , -0.147481 },{ -0.008506 , 0.485873 , -0.873988}},
9322 {{-0.090955 , 0.220235 , -0.159409 },{ -0.008506 , 0.485873 , -0.873988}},
9323 {{-0.097754 , 0.239865 , -0.148430 },{ -0.008506 , 0.485873 , -0.873988}},
9324 {{-0.066170 , 0.242125 , -0.147481 },{ -0.091655 , 0.554485 , -0.827131}},
9325 {{-0.058939 , 0.224477 , -0.160113 },{ -0.091655 , 0.554485 , -0.827131}},
9326 {{-0.090955 , 0.220235 , -0.159409 },{ -0.091655 , 0.554485 , -0.827131}},
9327 {{-0.072497 , 0.696401 , -0.056707 },{ -0.982014 , 0.185314 , -0.036168}},
9328 {{-0.077781 , 0.670371 , -0.046608 },{ -0.982014 , 0.185314 , -0.036168}},
9329 {{-0.075860 , 0.683063 , -0.033736 },{ -0.982014 , 0.185314 , -0.036168}},
9330 {{-0.072497 , 0.696401 , -0.056707 },{ -0.959541 , 0.280668 , 0.022490}},
9331 {{-0.075860 , 0.683063 , -0.033736 },{ -0.959541 , 0.280668 , 0.022490}},
9332 {{-0.070059 , 0.703608 , -0.042630 },{ -0.959541 , 0.280668 , 0.022490}},
9333 {{-0.072497 , 0.696401 , -0.056707 },{ -0.939106 , 0.343375 , -0.013154}},
9334 {{-0.070059 , 0.703608 , -0.042630 },{ -0.939106 , 0.343375 , -0.013154}},
9335 {{-0.063250 , 0.721943 , -0.050125 },{ -0.939106 , 0.343375 , -0.013154}},
9336 {{-0.065948 , 0.719321 , -0.065309 },{ -0.943199 , 0.312171 , 0.113688}},
9337 {{-0.072497 , 0.696401 , -0.056707 },{ -0.943199 , 0.312171 , 0.113688}},
9338 {{-0.063250 , 0.721943 , -0.050125 },{ -0.943199 , 0.312171 , 0.113688}},
9339 {{-0.125591 , 0.232349 , -0.137262 },{ -0.465472 , 0.231092 , -0.854361}},
9340 {{-0.090955 , 0.220235 , -0.159409 },{ -0.465472 , 0.231092 , -0.854361}},
9341 {{-0.119639 , 0.211164 , -0.146235 },{ -0.465472 , 0.231092 , -0.854361}},
9342 {{-0.097754 , 0.239865 , -0.148430 },{ -0.426365 , 0.324552 , -0.844322}},
9343 {{-0.090955 , 0.220235 , -0.159409 },{ -0.426365 , 0.324552 , -0.844322}},
9344 {{-0.125591 , 0.232349 , -0.137262 },{ -0.426365 , 0.324552 , -0.844322}},
9345 {{-0.059447 , 0.730562 , -0.102424 },{ -0.942288 , 0.306656 , -0.134369}},
9346 {{-0.064696 , 0.716084 , -0.098656 },{ -0.942288 , 0.306656 , -0.134369}},
9347 {{-0.066790 , 0.717120 , -0.081607 },{ -0.942288 , 0.306656 , -0.134369}},
9348 {{-0.059447 , 0.730562 , -0.102424 },{ -0.931041 , 0.350308 , -0.102215}},
9349 {{-0.066790 , 0.717120 , -0.081607 },{ -0.931041 , 0.350308 , -0.102215}},
9350 {{-0.060368 , 0.732844 , -0.086214 },{ -0.931041 , 0.350308 , -0.102215}},
9351 {{-0.076108 , 0.274545 , -0.127063 },{ 0.532096 , 0.546113 , -0.647019}},
9352 {{-0.049393 , 0.255199 , -0.121422 },{ 0.532096 , 0.546113 , -0.647019}},
9353 {{-0.071592 , 0.258623 , -0.136788 },{ 0.532096 , 0.546113 , -0.647019}},
9354 {{-0.076108 , 0.274545 , -0.127063 },{ 0.537895 , 0.558711 , -0.631277}},
9355 {{-0.053853 , 0.270560 , -0.111627 },{ 0.537895 , 0.558711 , -0.631277}},
9356 {{-0.049393 , 0.255199 , -0.121422 },{ 0.537895 , 0.558711 , -0.631277}},
9357 {{-0.049393 , 0.255199 , -0.121422 },{ 0.856705 , 0.430201 , -0.284576}},
9358 {{-0.053853 , 0.270560 , -0.111627 },{ 0.856705 , 0.430201 , -0.284576}},
9359 {{-0.043685 , 0.265666 , -0.088415 },{ 0.856705 , 0.430201 , -0.284576}},
9360 {{-0.049393 , 0.255199 , -0.121422 },{ 0.884504 , 0.378357 , -0.272943}},
9361 {{-0.043685 , 0.265666 , -0.088415 },{ 0.884504 , 0.378357 , -0.272943}},
9362 {{-0.039403 , 0.249094 , -0.097511 },{ 0.884504 , 0.378357 , -0.272943}},
9363 {{-0.056575 , 0.727654 , -0.117850 },{ -0.936876 , 0.267740 , -0.224898}},
9364 {{-0.060615 , 0.715582 , -0.115392 },{ -0.936876 , 0.267740 , -0.224898}},
9365 {{-0.059447 , 0.730562 , -0.102424 },{ -0.936876 , 0.267740 , -0.224898}},
9366 {{-0.060615 , 0.715582 , -0.115392 },{ -0.931714 , 0.276505 , -0.235488}},
9367 {{-0.064696 , 0.716084 , -0.098656 },{ -0.931714 , 0.276505 , -0.235488}},
9368 {{-0.059447 , 0.730562 , -0.102424 },{ -0.931714 , 0.276505 , -0.235488}},
9369 {{-0.058171 , 0.750869 , -0.125718 },{ -0.612232 , -0.019888 , 0.790428}},
9370 {{-0.068209 , 0.745385 , -0.133631 },{ -0.612232 , -0.019888 , 0.790428}},
9371 {{-0.051635 , 0.695882 , -0.122039 },{ -0.612232 , -0.019888 , 0.790428}},
9372 {{-0.058171 , 0.750869 , -0.125718 },{ -0.972916 , -0.101758 , 0.207559}},
9373 {{-0.051635 , 0.695882 , -0.122039 },{ -0.972916 , -0.101758 , 0.207559}},
9374 {{-0.054556 , 0.738757 , -0.114711 },{ -0.972916 , -0.101758 , 0.207559}},
9375 {{-0.058171 , 0.750869 , -0.125718 },{ -0.887841 , 0.134829 , 0.439955}},
9376 {{-0.054556 , 0.738757 , -0.114711 },{ -0.887841 , 0.134829 , 0.439955}},
9377 {{-0.052432 , 0.769483 , -0.119841 },{ -0.887841 , 0.134829 , 0.439955}},
9378 {{-0.058211 , 0.776006 , -0.129616 },{ -0.832351 , 0.083639 , 0.547901}},
9379 {{-0.058171 , 0.750869 , -0.125718 },{ -0.832351 , 0.083639 , 0.547901}},
9380 {{-0.052432 , 0.769483 , -0.119841 },{ -0.832351 , 0.083639 , 0.547901}},
9381 {{-0.070339 , 0.776911 , -0.135991 },{ -0.452997 , 0.135910 , 0.881092}},
9382 {{-0.058171 , 0.750869 , -0.125718 },{ -0.452997 , 0.135910 , 0.881092}},
9383 {{-0.058211 , 0.776006 , -0.129616 },{ -0.452997 , 0.135910 , 0.881092}},
9384 {{-0.070339 , 0.776911 , -0.135991 },{ -0.624462 , 0.016266 , 0.780886}},
9385 {{-0.068209 , 0.745385 , -0.133631 },{ -0.624462 , 0.016266 , 0.780886}},
9386 {{-0.058171 , 0.750869 , -0.125718 },{ -0.624462 , 0.016266 , 0.780886}},
9387 {{0.031354 , 0.800941 , -0.087914 },{ 0.033966 , -0.045294 , -0.998396}},
9388 {{0.037344 , 0.793618 , -0.087378 },{ 0.033966 , -0.045294 , -0.998396}},
9389 {{0.019474 , 0.794016 , -0.088004 },{ 0.033966 , -0.045294 , -0.998396}},
9390 {{0.031354 , 0.800941 , -0.087914 },{ 0.013792 , -0.010667 , -0.999848}},
9391 {{0.019474 , 0.794016 , -0.088004 },{ 0.013792 , -0.010667 , -0.999848}},
9392 {{0.011373 , 0.799008 , -0.088169 },{ 0.013792 , -0.010667 , -0.999848}},
9393 {{0.003273 , 0.803999 , -0.088333 },{ 0.013776 , -0.010496 , -0.999850}},
9394 {{0.031354 , 0.800941 , -0.087914 },{ 0.013776 , -0.010496 , -0.999850}},
9395 {{0.011373 , 0.799008 , -0.088169 },{ 0.013776 , -0.010496 , -0.999850}},
9396 {{0.025365 , 0.808264 , -0.088450 },{ 0.007612 , -0.066803 , -0.997737}},
9397 {{0.031354 , 0.800941 , -0.087914 },{ 0.007612 , -0.066803 , -0.997737}},
9398 {{0.003273 , 0.803999 , -0.088333 },{ 0.007612 , -0.066803 , -0.997737}},
9399 {{0.044903 , 0.810541 , -0.079175 },{ 0.390365 , 0.254491 , -0.884788}},
9400 {{0.031354 , 0.800941 , -0.087914 },{ 0.390365 , 0.254491 , -0.884788}},
9401 {{0.025365 , 0.808264 , -0.088450 },{ 0.390365 , 0.254491 , -0.884788}},
9402 {{0.044903 , 0.810541 , -0.079175 },{ 0.504228 , 0.071757 , -0.860584}},
9403 {{0.048052 , 0.800994 , -0.078126 },{ 0.504228 , 0.071757 , -0.860584}},
9404 {{0.031354 , 0.800941 , -0.087914 },{ 0.504228 , 0.071757 , -0.860584}},
9405 {{0.048052 , 0.800994 , -0.078126 },{ 0.473898 , 0.344672 , -0.810322}},
9406 {{0.052491 , 0.785200 , -0.082248 },{ 0.473898 , 0.344672 , -0.810322}},
9407 {{0.031354 , 0.800941 , -0.087914 },{ 0.473898 , 0.344672 , -0.810322}},
9408 {{0.031354 , 0.800941 , -0.087914 },{ 0.455605 , 0.311640 , -0.833849}},
9409 {{0.052491 , 0.785200 , -0.082248 },{ 0.455605 , 0.311640 , -0.833849}},
9410 {{0.037344 , 0.793618 , -0.087378 },{ 0.455605 , 0.311640 , -0.833849}},
9411 {{0.052491 , 0.785200 , -0.082248 },{ 0.875448 , 0.165961 , -0.453926}},
9412 {{0.058375 , 0.803107 , -0.064353 },{ 0.875448 , 0.165961 , -0.453926}},
9413 {{0.062867 , 0.787855 , -0.061266 },{ 0.875448 , 0.165961 , -0.453926}},
9414 {{0.052491 , 0.785200 , -0.082248 },{ 0.720131 , 0.357577 , -0.594601}},
9415 {{0.048052 , 0.800994 , -0.078126 },{ 0.720131 , 0.357577 , -0.594601}},
9416 {{0.058375 , 0.803107 , -0.064353 },{ 0.720131 , 0.357577 , -0.594601}},
9417 {{0.044903 , 0.810541 , -0.079175 },{ 0.771892 , 0.187869 , -0.607362}},
9418 {{0.058375 , 0.803107 , -0.064353 },{ 0.771892 , 0.187869 , -0.607362}},
9419 {{0.048052 , 0.800994 , -0.078126 },{ 0.771892 , 0.187869 , -0.607362}},
9420 {{0.044903 , 0.810541 , -0.079175 },{ 0.776124 , 0.279036 , -0.565483}},
9421 {{0.053886 , 0.813236 , -0.065516 },{ 0.776124 , 0.279036 , -0.565483}},
9422 {{0.058375 , 0.803107 , -0.064353 },{ 0.776124 , 0.279036 , -0.565483}},
9423 {{0.053886 , 0.813236 , -0.065516 },{ 0.907854 , 0.382669 , -0.171366}},
9424 {{0.055870 , 0.815666 , -0.049579 },{ 0.907854 , 0.382669 , -0.171366}},
9425 {{0.058375 , 0.803107 , -0.064353 },{ 0.907854 , 0.382669 , -0.171366}},
9426 {{0.058375 , 0.803107 , -0.064353 },{ 0.831355 , 0.485004 , -0.271329}},
9427 {{0.055870 , 0.815666 , -0.049579 },{ 0.831355 , 0.485004 , -0.271329}},
9428 {{0.062075 , 0.805657 , -0.048458 },{ 0.831355 , 0.485004 , -0.271329}},
9429 {{0.058375 , 0.803107 , -0.064353 },{ 0.930578 , 0.259487 , -0.258247}},
9430 {{0.062075 , 0.805657 , -0.048458 },{ 0.930578 , 0.259487 , -0.258247}},
9431 {{0.067463 , 0.788287 , -0.046496 },{ 0.930578 , 0.259487 , -0.258247}},
9432 {{0.058375 , 0.803107 , -0.064353 },{ 0.930870 , 0.214263 , -0.295928}},
9433 {{0.067463 , 0.788287 , -0.046496 },{ 0.930870 , 0.214263 , -0.295928}},
9434 {{0.062867 , 0.787855 , -0.061266 },{ 0.930870 , 0.214263 , -0.295928}},
9435 {{-0.008798 , 0.791253 , -0.073343 },{ -0.413967 , -0.546899 , -0.727690}},
9436 {{-0.004227 , 0.787165 , -0.072871 },{ -0.413967 , -0.546899 , -0.727690}},
9437 {{-0.030842 , 0.776689 , -0.049857 },{ -0.413967 , -0.546899 , -0.727690}},
9438 {{-0.008798 , 0.791253 , -0.073343 },{ -0.769607 , 0.174306 , -0.614265}},
9439 {{-0.030842 , 0.776689 , -0.049857 },{ -0.769607 , 0.174306 , -0.614265}},
9440 {{-0.029065 , 0.780588 , -0.050977 },{ -0.769607 , 0.174306 , -0.614265}},
9441 {{-0.008798 , 0.791253 , -0.073343 },{ -0.769591 , 0.174117 , -0.614340}},
9442 {{-0.029065 , 0.780588 , -0.050977 },{ -0.769591 , 0.174117 , -0.614340}},
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9478 {{-0.065111 , 0.277758 , -0.037427 },{ 0.796266 , 0.115787 , 0.593762}},
9479 {{-0.063403 , 0.270212 , -0.038246 },{ 0.796266 , 0.115787 , 0.593762}},
9480 {{-0.048438 , 0.279151 , -0.060058 },{ 0.695364 , 0.357332 , 0.623524}},
9481 {{-0.063403 , 0.270212 , -0.038246 },{ 0.695364 , 0.357332 , 0.623524}},
9482 {{-0.046738 , 0.274658 , -0.059379 },{ 0.695364 , 0.357332 , 0.623524}},
9483 {{0.012844 , 0.687479 , -0.142847 },{ -0.139245 , -0.800030 , -0.583578}},
9484 {{-0.016453 , 0.686553 , -0.134587 },{ -0.139245 , -0.800030 , -0.583578}},
9485 {{-0.036069 , 0.723925 , -0.181140 },{ -0.139245 , -0.800030 , -0.583578}},
9486 {{-0.016453 , 0.686553 , -0.134587 },{ -0.029421 , -0.785486 , -0.618180}},
9487 {{-0.059641 , 0.718467 , -0.173083 },{ -0.029421 , -0.785486 , -0.618180}},
9488 {{-0.036069 , 0.723925 , -0.181140 },{ -0.029421 , -0.785486 , -0.618180}},
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9490 {{-0.059641 , 0.718467 , -0.173083 },{ -0.016129 , -0.805267 , -0.592693}},
9491 {{-0.104116 , 0.751120 , -0.216237 },{ -0.016129 , -0.805267 , -0.592693}},
9492 {{-0.086958 , 0.760197 , -0.221686 },{ 0.116168 , -0.663356 , -0.739232}},
9493 {{-0.036069 , 0.723925 , -0.181140 },{ 0.116168 , -0.663356 , -0.739232}},
9494 {{-0.104116 , 0.751120 , -0.216237 },{ 0.116168 , -0.663356 , -0.739232}},
9495 {{-0.074939 , 0.774982 , -0.222658 },{ 0.397114 , -0.377808 , -0.836398}},
9496 {{-0.036069 , 0.723925 , -0.181140 },{ 0.397114 , -0.377808 , -0.836398}},
9497 {{-0.086958 , 0.760197 , -0.221686 },{ 0.397114 , -0.377808 , -0.836398}},
9498 {{-0.074939 , 0.774982 , -0.222658 },{ 0.125215 , -0.566815 , -0.814274}},
9499 {{-0.021744 , 0.739401 , -0.189710 },{ 0.125215 , -0.566815 , -0.814274}},
9500 {{-0.036069 , 0.723925 , -0.181140 },{ 0.125215 , -0.566815 , -0.814274}},
9501 {{-0.021744 , 0.739401 , -0.189710 },{ 0.157547 , -0.585990 , -0.794855}},
9502 {{0.051394 , 0.697697 , -0.144468 },{ 0.157547 , -0.585990 , -0.794855}},
9503 {{-0.036069 , 0.723925 , -0.181140 },{ 0.157547 , -0.585990 , -0.794855}},
9504 {{-0.036069 , 0.723925 , -0.181140 },{ 0.133867 , -0.626819 , -0.767579}},
9505 {{0.051394 , 0.697697 , -0.144468 },{ 0.133867 , -0.626819 , -0.767579}},
9506 {{0.012844 , 0.687479 , -0.142847 },{ 0.133867 , -0.626819 , -0.767579}},
9507 {{-0.174434 , 0.866816 , -0.235920 },{ -0.928724 , -0.284156 , 0.238176}},
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9509 {{-0.168240 , 0.858868 , -0.221250 },{ -0.928724 , -0.284156 , 0.238176}},
9510 {{-0.174434 , 0.866816 , -0.235920 },{ -0.926417 , -0.298530 , 0.229415}},
9511 {{-0.168240 , 0.858868 , -0.221250 },{ -0.926417 , -0.298530 , 0.229415}},
9512 {{-0.171639 , 0.868875 , -0.221954 },{ -0.926417 , -0.298530 , 0.229415}},
9513 {{-0.174434 , 0.866816 , -0.235920 },{ -0.926454 , -0.298421 , 0.229406}},
9514 {{-0.171639 , 0.868875 , -0.221954 },{ -0.926454 , -0.298421 , 0.229406}},
9515 {{-0.175037 , 0.878883 , -0.222658 },{ -0.926454 , -0.298421 , 0.229406}},
9516 {{-0.177612 , 0.876923 , -0.236255 },{ -0.933063 , -0.286164 , 0.217953}},
9517 {{-0.174434 , 0.866816 , -0.235920 },{ -0.933063 , -0.286164 , 0.217953}},
9518 {{-0.175037 , 0.878883 , -0.222658 },{ -0.933063 , -0.286164 , 0.217953}},
9519 {{-0.174560 , 0.876733 , -0.248799 },{ -0.928178 , -0.299188 , -0.221298}},
9520 {{-0.174434 , 0.866816 , -0.235920 },{ -0.928178 , -0.299188 , -0.221298}},
9521 {{-0.177612 , 0.876923 , -0.236255 },{ -0.928178 , -0.299188 , -0.221298}},
9522 {{-0.174560 , 0.876733 , -0.248799 },{ -0.941639 , -0.271106 , -0.199543}},
9523 {{-0.171643 , 0.866527 , -0.248698 },{ -0.941639 , -0.271106 , -0.199543}},
9524 {{-0.174434 , 0.866816 , -0.235920 },{ -0.941639 , -0.271106 , -0.199543}},
9525 {{-0.171643 , 0.866527 , -0.248698 },{ -0.941634 , -0.271126 , -0.199541}},
9526 {{-0.168726 , 0.856321 , -0.248596 },{ -0.941634 , -0.271126 , -0.199541}},
9527 {{-0.174434 , 0.866816 , -0.235920 },{ -0.941634 , -0.271126 , -0.199541}},
9528 {{-0.168726 , 0.856321 , -0.248596 },{ -0.937839 , -0.300664 , -0.173377}},
9529 {{-0.171256 , 0.856710 , -0.235585 },{ -0.937839 , -0.300664 , -0.173377}},
9530 {{-0.174434 , 0.866816 , -0.235920 },{ -0.937839 , -0.300664 , -0.173377}},
9531 {{-0.070339 , 0.776911 , -0.135991 },{ -0.579753 , 0.021803 , 0.814500}},
9532 {{-0.101414 , 0.756556 , -0.157565 },{ -0.579753 , 0.021803 , 0.814500}},
9533 {{-0.068209 , 0.745385 , -0.133631 },{ -0.579753 , 0.021803 , 0.814500}},
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9535 {{-0.101414 , 0.756556 , -0.157565 },{ -0.540888 , -0.063198 , 0.838717}},
9536 {{-0.070339 , 0.776911 , -0.135991 },{ -0.540888 , -0.063198 , 0.838717}},
9537 {{-0.142002 , 0.792569 , -0.181714 },{ -0.550827 , -0.062719 , 0.832260}},
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9539 {{-0.101430 , 0.783355 , -0.155556 },{ -0.550827 , -0.062719 , 0.832260}},
9540 {{-0.142002 , 0.792569 , -0.181714 },{ -0.624779 , -0.197619 , 0.755379}},
9541 {{-0.146203 , 0.776055 , -0.189509 },{ -0.624779 , -0.197619 , 0.755379}},
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9543 {{-0.143196 , 0.762416 , -0.201895 },{ -0.621538 , -0.597320 , 0.506852}},
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9556 {{-0.126779 , 0.814566 , -0.264848 },{ -0.025622 , 0.181708 , -0.983019}},
9557 {{-0.144572 , 0.809060 , -0.265402 },{ -0.025622 , 0.181708 , -0.983019}},
9558 {{-0.127483 , 0.832552 , -0.261505 },{ 0.239355 , -0.013066 , -0.970844}},
9559 {{-0.144572 , 0.809060 , -0.265402 },{ 0.239355 , -0.013066 , -0.970844}},
9560 {{-0.144048 , 0.827129 , -0.265516 },{ 0.239355 , -0.013066 , -0.970844}},
9561 {{-0.060368 , 0.732844 , -0.086214 },{ -0.911355 , 0.400302 , 0.095861}},
9562 {{-0.066790 , 0.717120 , -0.081607 },{ -0.911355 , 0.400302 , 0.095861}},
9563 {{-0.058259 , 0.733705 , -0.069759 },{ -0.911355 , 0.400302 , 0.095861}},
9564 {{-0.066790 , 0.717120 , -0.081607 },{ -0.884003 , 0.467157 , -0.017417}},
9565 {{-0.065948 , 0.719321 , -0.065309 },{ -0.884003 , 0.467157 , -0.017417}},
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9568 {{-0.065948 , 0.719321 , -0.065309 },{ -0.870471 , 0.487138 , 0.070552}},
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9576 {{-0.127483 , 0.832552 , -0.261505 },{ 0.607774 , 0.168045 , -0.776126}},
9577 {{-0.113656 , 0.821464 , -0.253078 },{ 0.607774 , 0.168045 , -0.776126}},
9578 {{-0.126779 , 0.814566 , -0.264848 },{ 0.607774 , 0.168045 , -0.776126}},
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9581 {{-0.115841 , 0.836272 , -0.207048 },{ 0.754544 , 0.477612 , 0.450055}},
9582 {{-0.105899 , 0.834273 , -0.221595 },{ 0.738105 , 0.063089 , 0.671730}},
9583 {{-0.112633 , 0.846149 , -0.215311 },{ 0.738105 , 0.063089 , 0.671730}},
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9585 {{-0.081341 , 0.530132 , -0.017988 },{ -0.498278 , 0.063620 , 0.864680}},
9586 {{-0.097121 , 0.529543 , -0.027038 },{ -0.498278 , 0.063620 , 0.864680}},
9587 {{-0.105608 , 0.497757 , -0.029590 },{ -0.498278 , 0.063620 , 0.864680}},
9588 {{-0.081341 , 0.530132 , -0.017988 },{ -0.284817 , -0.127005 , 0.950131}},
9589 {{-0.105608 , 0.497757 , -0.029590 },{ -0.284817 , -0.127005 , 0.950131}},
9590 {{-0.096250 , 0.497546 , -0.026813 },{ -0.284817 , -0.127005 , 0.950131}},
9591 {{-0.081341 , 0.530132 , -0.017988 },{ -0.143384 , -0.197054 , 0.969851}},
9592 {{-0.096250 , 0.497546 , -0.026813 },{ -0.143384 , -0.197054 , 0.969851}},
9593 {{-0.087116 , 0.497111 , -0.025551 },{ -0.143384 , -0.197054 , 0.969851}},
9594 {{-0.081341 , 0.530132 , -0.017988 },{ -0.441614 , -0.126215 , 0.888283}},
9595 {{-0.087116 , 0.497111 , -0.025551 },{ -0.441614 , -0.126215 , 0.888283}},
9596 {{-0.065533 , 0.529977 , -0.010151 },{ -0.441614 , -0.126215 , 0.888283}},
9597 {{-0.124604 , 0.845445 , -0.202091 },{ 0.320777 , 0.115027 , 0.940144}},
9598 {{-0.141031 , 0.842052 , -0.196071 },{ 0.320777 , 0.115027 , 0.940144}},
9599 {{-0.131532 , 0.834614 , -0.198402 },{ 0.320777 , 0.115027 , 0.940144}},
9600 {{-0.124604 , 0.845445 , -0.202091 },{ 0.483474 , -0.011132 , 0.875288}},
9601 {{-0.131532 , 0.834614 , -0.198402 },{ 0.483474 , -0.011132 , 0.875288}},
9602 {{-0.115841 , 0.836272 , -0.207048 },{ 0.483474 , -0.011132 , 0.875288}},
9603 {{-0.009078 , 0.783245 , -0.183392 },{ 0.373731 , 0.785489 , -0.493287}},
9604 {{-0.064015 , 0.808637 , -0.184581 },{ 0.373731 , 0.785489 , -0.493287}},
9605 {{-0.029852 , 0.800147 , -0.172217 },{ 0.373731 , 0.785489 , -0.493287}},
9606 {{-0.009078 , 0.783245 , -0.183392 },{ 0.396598 , 0.840810 , -0.368441}},
9607 {{-0.048101 , 0.795473 , -0.197492 },{ 0.396598 , 0.840810 , -0.368441}},
9608 {{-0.064015 , 0.808637 , -0.184581 },{ 0.396598 , 0.840810 , -0.368441}},
9609 {{-0.048101 , 0.795473 , -0.197492 },{ 0.452731 , 0.840164 , -0.298594}},
9610 {{-0.082189 , 0.809724 , -0.209078 },{ 0.452731 , 0.840164 , -0.298594}},
9611 {{-0.064015 , 0.808637 , -0.184581 },{ 0.452731 , 0.840164 , -0.298594}},
9612 {{-0.064015 , 0.808637 , -0.184581 },{ 0.311828 , 0.930941 , -0.190032}},
9613 {{-0.082189 , 0.809724 , -0.209078 },{ 0.311828 , 0.930941 , -0.190032}},
9614 {{-0.094805 , 0.816538 , -0.196399 },{ 0.311828 , 0.930941 , -0.190032}},
9615 {{-0.064015 , 0.808637 , -0.184581 },{ 0.125175 , 0.944076 , 0.305045}},
9616 {{-0.094805 , 0.816538 , -0.196399 },{ 0.125175 , 0.944076 , 0.305045}},
9617 {{-0.109695 , 0.814747 , -0.184746 },{ 0.125175 , 0.944076 , 0.305045}},
9618 {{-0.064015 , 0.808637 , -0.184581 },{ 0.132224 , 0.989911 , 0.050917}},
9619 {{-0.109695 , 0.814747 , -0.184746 },{ 0.132224 , 0.989911 , 0.050917}},
9620 {{-0.078484 , 0.809738 , -0.168413 },{ 0.132224 , 0.989911 , 0.050917}},
9621 {{-0.046965 , 0.803073 , -0.154475 },{ 0.169924 , 0.981766 , 0.085211}},
9622 {{-0.064015 , 0.808637 , -0.184581 },{ 0.169924 , 0.981766 , 0.085211}},
9623 {{-0.078484 , 0.809738 , -0.168413 },{ 0.169924 , 0.981766 , 0.085211}},
9624 {{-0.029852 , 0.800147 , -0.172217 },{ 0.222388 , 0.973464 , 0.053965}},
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9629 {{-0.118840 , 0.786552 , -0.244274 },{ 0.261546 , -0.016231 , -0.965055}},
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9631 {{-0.103317 , 0.813604 , -0.240522 },{ 0.731623 , -0.337685 , -0.592197}},
9632 {{-0.118840 , 0.786552 , -0.244274 },{ 0.731623 , -0.337685 , -0.592197}},
9633 {{-0.108206 , 0.493217 , -0.104203 },{ -0.893059 , 0.194168 , -0.405887}},
9634 {{-0.113245 , 0.473151 , -0.102715 },{ -0.893059 , 0.194168 , -0.405887}},
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9658 {{-0.101430 , 0.783355 , -0.155556 },{ -0.436042 , 0.377080 , 0.817116}},
9659 {{-0.070339 , 0.776911 , -0.135991 },{ -0.436042 , 0.377080 , 0.817116}},
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9663 {{-0.046965 , 0.803073 , -0.154475 },{ -0.081186 , 0.889172 , 0.450313}},
9664 {{-0.092371 , 0.801196 , -0.158955 },{ -0.081186 , 0.889172 , 0.450313}},
9665 {{-0.061859 , 0.795734 , -0.142669 },{ -0.081186 , 0.889172 , 0.450313}},
9666 {{-0.046965 , 0.803073 , -0.154475 },{ -0.091388 , 0.802065 , 0.590204}},
9667 {{-0.078484 , 0.809738 , -0.168413 },{ -0.091388 , 0.802065 , 0.590204}},
9668 {{-0.092371 , 0.801196 , -0.158955 },{ -0.091388 , 0.802065 , 0.590204}},
9669 {{-0.078484 , 0.809738 , -0.168413 },{ -0.146795 , 0.831641 , 0.535560}},
9670 {{-0.109695 , 0.814747 , -0.184746 },{ -0.146795 , 0.831641 , 0.535560}},
9671 {{-0.092371 , 0.801196 , -0.158955 },{ -0.146795 , 0.831641 , 0.535560}},
9672 {{-0.092371 , 0.801196 , -0.158955 },{ -0.189625 , 0.810989 , 0.553479}},
9673 {{-0.109695 , 0.814747 , -0.184746 },{ -0.189625 , 0.810989 , 0.553479}},
9674 {{-0.130717 , 0.807658 , -0.181561 },{ -0.189625 , 0.810989 , 0.553479}},
9675 {{-0.161184 , 0.792753 , -0.241440 },{ -0.991308 , -0.074910 , -0.108156}},
9676 {{-0.161729 , 0.778321 , -0.226449 },{ -0.991308 , -0.074910 , -0.108156}},
9677 {{-0.163989 , 0.788145 , -0.212539 },{ -0.991308 , -0.074910 , -0.108156}},
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9679 {{-0.163989 , 0.788145 , -0.212539 },{ -0.835812 , -0.523752 , -0.164628}},
9680 {{-0.167634 , 0.798493 , -0.226955 },{ -0.835812 , -0.523752 , -0.164628}},
9681 {{-0.122679 , 0.488406 , -0.074660 },{ -0.978426 , 0.118026 , 0.169568}},
9682 {{-0.121643 , 0.463568 , -0.051394 },{ -0.978426 , 0.118026 , 0.169568}},
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9685 {{-0.125726 , 0.460172 , -0.074472 },{ -0.981637 , 0.106989 , 0.157929}},
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9699 {{-0.079243 , 0.720100 , -0.167149 },{ -0.152737 , -0.868555 , -0.471470}},
9700 {{-0.132854 , 0.755950 , -0.215825 },{ -0.152737 , -0.868555 , -0.471470}},
9701 {{-0.104116 , 0.751120 , -0.216237 },{ -0.152737 , -0.868555 , -0.471470}},
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9705 {{-0.016453 , 0.686553 , -0.134587 },{ -0.213673 , -0.856312 , -0.470185}},
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9708 {{-0.016453 , 0.686553 , -0.134587 },{ -0.218789 , -0.858924 , -0.463012}},
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9710 {{-0.079243 , 0.720100 , -0.167149 },{ -0.218789 , -0.858924 , -0.463012}},
9711 {{-0.038257 , 0.690969 , -0.132476 },{ -0.461745 , -0.867861 , -0.183329}},
9712 {{-0.051635 , 0.695882 , -0.122039 },{ -0.461745 , -0.867861 , -0.183329}},
9713 {{-0.079243 , 0.720100 , -0.167149 },{ -0.461745 , -0.867861 , -0.183329}},
9714 {{-0.051635 , 0.695882 , -0.122039 },{ -0.636668 , -0.770760 , -0.024143}},
9715 {{-0.093594 , 0.731803 , -0.162317 },{ -0.636668 , -0.770760 , -0.024143}},
9716 {{-0.079243 , 0.720100 , -0.167149 },{ -0.636668 , -0.770760 , -0.024143}},
9717 {{-0.079243 , 0.720100 , -0.167149 },{ -0.597603 , -0.789819 , 0.138044}},
9718 {{-0.093594 , 0.731803 , -0.162317 },{ -0.597603 , -0.789819 , 0.138044}},
9719 {{-0.143196 , 0.762416 , -0.201895 },{ -0.597603 , -0.789819 , 0.138044}},
9720 {{-0.079243 , 0.720100 , -0.167149 },{ -0.545622 , -0.837876 , -0.016158}},
9721 {{-0.143196 , 0.762416 , -0.201895 },{ -0.545622 , -0.837876 , -0.016158}},
9722 {{-0.132854 , 0.755950 , -0.215825 },{ -0.545622 , -0.837876 , -0.016158}},
9723 {{-0.074458 , 0.793681 , -0.218143 },{ 0.597724 , 0.592933 , -0.539590}},
9724 {{-0.082189 , 0.809724 , -0.209078 },{ 0.597724 , 0.592933 , -0.539590}},
9725 {{-0.029883 , 0.767822 , -0.197181 },{ 0.597724 , 0.592933 , -0.539590}},
9726 {{-0.082189 , 0.809724 , -0.209078 },{ 0.405704 , 0.257436 , -0.877001}},
9727 {{-0.048101 , 0.795473 , -0.197492 },{ 0.405704 , 0.257436 , -0.877001}},
9728 {{-0.029883 , 0.767822 , -0.197181 },{ 0.405704 , 0.257436 , -0.877001}},
9729 {{-0.048101 , 0.795473 , -0.197492 },{ 0.397758 , 0.252143 , -0.882163}},
9730 {{-0.009078 , 0.783245 , -0.183392 },{ 0.397758 , 0.252143 , -0.882163}},
9731 {{-0.029883 , 0.767822 , -0.197181 },{ 0.397758 , 0.252143 , -0.882163}},
9732 {{-0.009078 , 0.783245 , -0.183392 },{ 0.466547 , 0.149983 , -0.871687}},
9733 {{0.016797 , 0.748659 , -0.175494 },{ 0.466547 , 0.149983 , -0.871687}},
9734 {{-0.029883 , 0.767822 , -0.197181 },{ 0.466547 , 0.149983 , -0.871687}},
9735 {{-0.029883 , 0.767822 , -0.197181 },{ 0.265754 , -0.363243 , -0.892989}},
9736 {{0.016797 , 0.748659 , -0.175494 },{ 0.265754 , -0.363243 , -0.892989}},
9737 {{0.051394 , 0.697697 , -0.144468 },{ 0.265754 , -0.363243 , -0.892989}},
9738 {{-0.029883 , 0.767822 , -0.197181 },{ 0.486772 , -0.089029 , -0.868980}},
9739 {{0.051394 , 0.697697 , -0.144468 },{ 0.486772 , -0.089029 , -0.868980}},
9740 {{-0.021744 , 0.739401 , -0.189710 },{ 0.486772 , -0.089029 , -0.868980}},
9741 {{-0.074939 , 0.774982 , -0.222658 },{ 0.478954 , -0.092317 , -0.872972}},
9742 {{-0.029883 , 0.767822 , -0.197181 },{ 0.478954 , -0.092317 , -0.872972}},
9743 {{-0.021744 , 0.739401 , -0.189710 },{ 0.478954 , -0.092317 , -0.872972}},
9744 {{-0.074458 , 0.793681 , -0.218143 },{ 0.505954 , 0.190132 , -0.841344}},
9745 {{-0.029883 , 0.767822 , -0.197181 },{ 0.505954 , 0.190132 , -0.841344}},
9746 {{-0.074939 , 0.774982 , -0.222658 },{ 0.505954 , 0.190132 , -0.841344}},
9747 {{-0.092068 , 0.810603 , -0.231192 },{ 0.319787 , 0.773686 , -0.546943}},
9748 {{-0.103939 , 0.828730 , -0.212491 },{ 0.319787 , 0.773686 , -0.546943}},
9749 {{-0.093663 , 0.820731 , -0.217798 },{ 0.319787 , 0.773686 , -0.546943}},
9750 {{-0.092068 , 0.810603 , -0.231192 },{ 0.904494 , 0.365354 , 0.220014}},
9751 {{-0.097975 , 0.822777 , -0.227124 },{ 0.904494 , 0.365354 , 0.220014}},
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9760 {{-0.111443 , 0.463255 , -0.031832 },{ -0.879637 , 0.118837 , 0.460561}},
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9764 {{-0.117647 , 0.495288 , -0.050415 },{ -0.866696 , 0.094064 , 0.489888}},
9765 {{-0.103939 , 0.828730 , -0.212491 },{ 0.394569 , 0.818505 , 0.417571}},
9766 {{-0.117686 , 0.829815 , -0.201628 },{ 0.394569 , 0.818505 , 0.417571}},
9767 {{-0.104454 , 0.825426 , -0.205528 },{ 0.394569 , 0.818505 , 0.417571}},
9768 {{-0.093663 , 0.820731 , -0.217798 },{ 0.681459 , 0.640393 , 0.354275}},
9769 {{-0.103939 , 0.828730 , -0.212491 },{ 0.681459 , 0.640393 , 0.354275}},
9770 {{-0.104454 , 0.825426 , -0.205528 },{ 0.681459 , 0.640393 , 0.354275}},
9771 {{-0.104454 , 0.825426 , -0.205528 },{ 0.141387 , 0.537572 , 0.831280}},
9772 {{-0.135691 , 0.824379 , -0.199538 },{ 0.141387 , 0.537572 , 0.831280}},
9773 {{-0.121687 , 0.821520 , -0.200071 },{ 0.141387 , 0.537572 , 0.831280}},
9774 {{-0.117686 , 0.829815 , -0.201628 },{ 0.190127 , -0.266439 , 0.944914}},
9775 {{-0.135691 , 0.824379 , -0.199538 },{ 0.190127 , -0.266439 , 0.944914}},
9776 {{-0.104454 , 0.825426 , -0.205528 },{ 0.190127 , -0.266439 , 0.944914}},
9777 {{-0.108419 , 0.419772 , -0.123078 },{ -0.349715 , -0.934759 , 0.062655}},
9778 {{-0.112085 , 0.422624 , -0.100991 },{ -0.349715 , -0.934759 , 0.062655}},
9779 {{-0.120241 , 0.425763 , -0.099683 },{ -0.349715 , -0.934759 , 0.062655}},
9780 {{-0.098891 , 0.418672 , -0.124906 },{ -0.092663 , -0.989337 , 0.112368}},
9781 {{-0.112085 , 0.422624 , -0.100991 },{ -0.092663 , -0.989337 , 0.112368}},
9782 {{-0.108419 , 0.419772 , -0.123078 },{ -0.092663 , -0.989337 , 0.112368}},
9783 {{-0.088899 , 0.417018 , -0.126255 },{ -0.152451 , -0.985173 , 0.078695}},
9784 {{-0.112085 , 0.422624 , -0.100991 },{ -0.152451 , -0.985173 , 0.078695}},
9785 {{-0.098891 , 0.418672 , -0.124906 },{ -0.152451 , -0.985173 , 0.078695}},
9786 {{-0.088899 , 0.417018 , -0.126255 },{ -0.137503 , -0.986160 , 0.092632}},
9787 {{-0.103008 , 0.421214 , -0.102528 },{ -0.137503 , -0.986160 , 0.092632}},
9788 {{-0.112085 , 0.422624 , -0.100991 },{ -0.137503 , -0.986160 , 0.092632}},
9789 {{-0.135691 , 0.824379 , -0.199538 },{ -0.302493 , 0.076272 , 0.950095}},
9790 {{-0.152886 , 0.815565 , -0.204305 },{ -0.302493 , 0.076272 , 0.950095}},
9791 {{-0.140155 , 0.812542 , -0.200009 },{ -0.302493 , 0.076272 , 0.950095}},
9792 {{-0.135691 , 0.824379 , -0.199538 },{ 0.027751 , -0.050192 , 0.998354}},
9793 {{-0.140155 , 0.812542 , -0.200009 },{ 0.027751 , -0.050192 , 0.998354}},
9794 {{-0.121687 , 0.821520 , -0.200071 },{ 0.027751 , -0.050192 , 0.998354}},
9795 {{-0.143165 , 0.803379 , -0.192962 },{ -0.665872 , -0.046673 , 0.744605}},
9796 {{-0.155613 , 0.799100 , -0.204362 },{ -0.665872 , -0.046673 , 0.744605}},
9797 {{-0.163989 , 0.788145 , -0.212539 },{ -0.665872 , -0.046673 , 0.744605}},
9798 {{-0.163989 , 0.788145 , -0.212539 },{ -0.765422 , 0.422560 , 0.485358}},
9799 {{-0.152995 , 0.790357 , -0.197127 },{ -0.765422 , 0.422560 , 0.485358}},
9800 {{-0.143165 , 0.803379 , -0.192962 },{ -0.765422 , 0.422560 , 0.485358}},
9801 {{-0.152995 , 0.790357 , -0.197127 },{ -0.765445 , 0.422601 , 0.485287}},
9802 {{-0.142002 , 0.792569 , -0.181714 },{ -0.765445 , 0.422601 , 0.485287}},
9803 {{-0.143165 , 0.803379 , -0.192962 },{ -0.765445 , 0.422601 , 0.485287}},
9804 {{-0.143165 , 0.803379 , -0.192962 },{ -0.672666 , 0.497532 , 0.547707}},
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9812 {{-0.143165 , 0.803379 , -0.192962 },{ -0.380666 , 0.634803 , 0.672398}},
9813 {{-0.128005 , 0.813976 , -0.194384 },{ -0.384027 , 0.638839 , 0.666639}},
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9829 {{-0.132854 , 0.755950 , -0.215825 },{ -0.145994 , -0.821650 , -0.550979}},
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9832 {{-0.132854 , 0.755950 , -0.215825 },{ -0.757787 , -0.583687 , -0.291665}},
9833 {{-0.143196 , 0.762416 , -0.201895 },{ -0.757787 , -0.583687 , -0.291665}},
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9835 {{-0.143196 , 0.762416 , -0.201895 },{ -0.283725 , -0.937003 , -0.203780}},
9836 {{-0.147517 , 0.767815 , -0.220704 },{ -0.283725 , -0.937003 , -0.203780}},
9837 {{-0.135090 , 0.766180 , -0.230488 },{ -0.283726 , -0.937002 , -0.203782}},
9838 {{-0.147517 , 0.767815 , -0.220704 },{ -0.283726 , -0.937002 , -0.203782}},
9839 {{-0.151838 , 0.773214 , -0.239513 },{ -0.283726 , -0.937002 , -0.203782}},
9840 {{-0.135090 , 0.766180 , -0.230488 },{ -0.039454 , -0.822299 , -0.567686}},
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9842 {{-0.137325 , 0.776410 , -0.245151 },{ -0.039454 , -0.822299 , -0.567686}},
9843 {{-0.102420 , 0.798211 , -0.240020 },{ 0.731870 , -0.135643 , -0.667808}},
9844 {{-0.092068 , 0.810603 , -0.231192 },{ 0.731870 , -0.135643 , -0.667808}},
9845 {{-0.103022 , 0.782684 , -0.237526 },{ 0.731870 , -0.135643 , -0.667808}},
9846 {{-0.092068 , 0.810603 , -0.231192 },{ 0.197988 , 0.142342 , -0.969814}},
9847 {{-0.091385 , 0.796694 , -0.233094 },{ 0.197988 , 0.142342 , -0.969814}},
9848 {{-0.103022 , 0.782684 , -0.237526 },{ 0.197988 , 0.142342 , -0.969814}},
9849 {{-0.091385 , 0.796694 , -0.233094 },{ 0.446746 , -0.089475 , -0.890175}},
9850 {{-0.074939 , 0.774982 , -0.222658 },{ 0.446746 , -0.089475 , -0.890175}},
9851 {{-0.103022 , 0.782684 , -0.237526 },{ 0.446746 , -0.089475 , -0.890175}},
9852 {{-0.103022 , 0.782684 , -0.237526 },{ 0.361318 , -0.350527 , -0.864049}},
9853 {{-0.074939 , 0.774982 , -0.222658 },{ 0.361318 , -0.350527 , -0.864049}},
9854 {{-0.086958 , 0.760197 , -0.221686 },{ 0.361318 , -0.350527 , -0.864049}},
9855 {{-0.103022 , 0.782684 , -0.237526 },{ 0.033095 , -0.559652 , -0.828066}},
9856 {{-0.086958 , 0.760197 , -0.221686 },{ 0.033095 , -0.559652 , -0.828066}},
9857 {{-0.104116 , 0.751120 , -0.216237 },{ 0.033095 , -0.559652 , -0.828066}},
9858 {{-0.103022 , 0.782684 , -0.237526 },{ 0.316997 , -0.537859 , -0.781166}},
9859 {{-0.104116 , 0.751120 , -0.216237 },{ 0.316997 , -0.537859 , -0.781166}},
9860 {{-0.119364 , 0.771423 , -0.236404 },{ 0.316997 , -0.537859 , -0.781166}},
9861 {{-0.118840 , 0.786552 , -0.244274 },{ 0.253690 , -0.453294 , -0.854497}},
9862 {{-0.103022 , 0.782684 , -0.237526 },{ 0.253690 , -0.453294 , -0.854497}},
9863 {{-0.119364 , 0.771423 , -0.236404 },{ 0.253690 , -0.453294 , -0.854497}},
9864 {{-0.102420 , 0.798211 , -0.240020 },{ 0.353512 , -0.161698 , -0.921349}},
9865 {{-0.103022 , 0.782684 , -0.237526 },{ 0.353512 , -0.161698 , -0.921349}},
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9867 {{-0.151838 , 0.773214 , -0.239513 },{ -0.357011 , -0.929455 , 0.093039}},
9868 {{-0.153966 , 0.777188 , -0.207979 },{ -0.357011 , -0.929455 , 0.093039}},
9869 {{-0.161729 , 0.778321 , -0.226449 },{ -0.357011 , -0.929455 , 0.093039}},
9870 {{-0.151838 , 0.773214 , -0.239513 },{ -0.811573 , -0.583948 , 0.018823}},
9871 {{-0.147517 , 0.767815 , -0.220704 },{ -0.811573 , -0.583948 , 0.018823}},
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9873 {{-0.147517 , 0.767815 , -0.220704 },{ -0.811572 , -0.583949 , 0.018824}},
9874 {{-0.143196 , 0.762416 , -0.201895 },{ -0.811572 , -0.583949 , 0.018824}},
9875 {{-0.153966 , 0.777188 , -0.207979 },{ -0.811572 , -0.583949 , 0.018824}},
9876 {{-0.153966 , 0.777188 , -0.207979 },{ -0.823720 , -0.469839 , 0.317390}},
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9879 {{-0.153966 , 0.777188 , -0.207979 },{ -0.919627 , 0.050047 , 0.389592}},
9880 {{-0.146203 , 0.776055 , -0.189509 },{ -0.919627 , 0.050047 , 0.389592}},
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9882 {{-0.153966 , 0.777188 , -0.207979 },{ -0.711590 , -0.414825 , 0.567062}},
9883 {{-0.142002 , 0.792569 , -0.181714 },{ -0.711590 , -0.414825 , 0.567062}},
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9889 {{-0.153966 , 0.777188 , -0.207979 },{ -0.763359 , -0.579561 , 0.285292}},
9890 {{-0.163989 , 0.788145 , -0.212539 },{ -0.763359 , -0.579561 , 0.285292}},
9891 {{-0.104477 , 0.293964 , -0.127277 },{ -0.291432 , 0.419736 , -0.859587}},
9892 {{-0.104790 , 0.290171 , -0.129023 },{ -0.291432 , 0.419736 , -0.859587}},
9893 {{-0.132095 , 0.289007 , -0.120334 },{ -0.291432 , 0.419736 , -0.859587}},
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9899 {{-0.132806 , 0.296245 , -0.118263 },{ -0.296277 , 0.081092 , -0.951653}},
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9901 {{-0.104165 , 0.297756 , -0.125531 },{ -0.059875 , 0.421552 , -0.904825}},
9902 {{-0.104477 , 0.293964 , -0.127277 },{ -0.059875 , 0.421552 , -0.904825}},
9903 {{-0.104165 , 0.297756 , -0.125531 },{ 0.144564 , 0.404009 , -0.903259}},
9904 {{-0.071675 , 0.292558 , -0.122656 },{ 0.144564 , 0.404009 , -0.903259}},
9905 {{-0.104477 , 0.293964 , -0.127277 },{ 0.144564 , 0.404009 , -0.903259}},
9906 {{-0.104477 , 0.293964 , -0.127277 },{ 0.140319 , 0.020216 , -0.989900}},
9907 {{-0.071675 , 0.292558 , -0.122656 },{ 0.140319 , 0.020216 , -0.989900}},
9908 {{-0.074083 , 0.289490 , -0.123060 },{ 0.140319 , 0.020216 , -0.989900}},
9909 {{-0.104477 , 0.293964 , -0.127277 },{ 0.140279 , 0.019930 , -0.989911}},
9910 {{-0.074083 , 0.289490 , -0.123060 },{ 0.140279 , 0.019930 , -0.989911}},
9911 {{-0.076491 , 0.286422 , -0.123463 },{ 0.140279 , 0.019930 , -0.989911}},
9912 {{-0.104477 , 0.293964 , -0.127277 },{ 0.227074 , 0.391699 , -0.891633}},
9913 {{-0.076491 , 0.286422 , -0.123463 },{ 0.227074 , 0.391699 , -0.891633}},
9914 {{-0.104790 , 0.290171 , -0.129023 },{ 0.227074 , 0.391699 , -0.891633}},
9915 {{-0.090202 , 0.264916 , -0.027567 },{ 0.022377 , -0.498044 , 0.866863}},
9916 {{-0.118638 , 0.261588 , -0.028745 },{ 0.022377 , -0.498044 , 0.866863}},
9917 {{-0.091262 , 0.254775 , -0.033366 },{ 0.022377 , -0.498044 , 0.866863}},
9918 {{-0.118638 , 0.261588 , -0.028745 },{ -0.013894 , -0.598910 , 0.800696}},
9919 {{-0.119065 , 0.249079 , -0.038109 },{ -0.013894 , -0.598910 , 0.800696}},
9920 {{-0.091262 , 0.254775 , -0.033366 },{ -0.013894 , -0.598910 , 0.800696}},
9921 {{-0.091262 , 0.254775 , -0.033366 },{ 0.008578 , -0.664263 , 0.747450}},
9922 {{-0.119065 , 0.249079 , -0.038109 },{ 0.008578 , -0.664263 , 0.747450}},
9923 {{-0.118094 , 0.236858 , -0.048981 },{ 0.008578 , -0.664263 , 0.747450}},
9924 {{-0.091262 , 0.254775 , -0.033366 },{ -0.148523 , -0.513911 , 0.844888}},
9925 {{-0.118094 , 0.236858 , -0.048981 },{ -0.148523 , -0.513911 , 0.844888}},
9926 {{-0.091573 , 0.242847 , -0.040676 },{ -0.148523 , -0.513911 , 0.844888}},
9927 {{-0.091262 , 0.254775 , -0.033366 },{ 0.234620 , -0.512379 , 0.826088}},
9928 {{-0.091573 , 0.242847 , -0.040676 },{ 0.234620 , -0.512379 , 0.826088}},
9929 {{-0.064903 , 0.251077 , -0.043146 },{ 0.234620 , -0.512379 , 0.826088}},
9930 {{-0.064293 , 0.262473 , -0.039845 },{ 0.299119 , -0.280225 , 0.912141}},
9931 {{-0.091262 , 0.254775 , -0.033366 },{ 0.299119 , -0.280225 , 0.912141}},
9932 {{-0.064903 , 0.251077 , -0.043146 },{ 0.299119 , -0.280225 , 0.912141}},
9933 {{-0.063403 , 0.270212 , -0.038246 },{ 0.287943 , -0.225419 , 0.930739}},
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9939 {{-0.147317 , 0.280688 , -0.095784 },{ -0.994775 , -0.024354 , -0.099146}},
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9941 {{-0.147864 , 0.293843 , -0.093527 },{ -0.994775 , -0.024354 , -0.099146}},
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9949 {{-0.146470 , 0.314133 , -0.062671 },{ -0.993991 , 0.106532 , -0.025146}},
9950 {{-0.145721 , 0.314011 , -0.092795 },{ -0.993991 , 0.106532 , -0.025146}},
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9952 {{-0.147864 , 0.293843 , -0.093527 },{ -0.848130 , 0.108938 , -0.518467}},
9953 {{-0.145721 , 0.314011 , -0.092795 },{ -0.848130 , 0.108938 , -0.518467}},
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9955 {{-0.147864 , 0.293843 , -0.093527 },{ -0.852468 , 0.130268 , -0.506289}},
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9961 {{-0.147317 , 0.280688 , -0.095784 },{ -0.856581 , 0.052455 , -0.513340}},
9962 {{-0.147864 , 0.293843 , -0.093527 },{ -0.856581 , 0.052455 , -0.513340}},
9963 {{-0.054522 , 0.276388 , -0.109440 },{ 0.888870 , 0.246781 , -0.386017}},
9964 {{-0.055191 , 0.282217 , -0.107254 },{ 0.888870 , 0.246781 , -0.386017}},
9965 {{-0.044177 , 0.278110 , -0.084518 },{ 0.888870 , 0.246781 , -0.386017}},
9966 {{-0.054522 , 0.276388 , -0.109440 },{ 0.908181 , 0.157400 , -0.387857}},
9967 {{-0.044177 , 0.278110 , -0.084518 },{ 0.908181 , 0.157400 , -0.387857}},
9968 {{-0.043931 , 0.271888 , -0.086467 },{ 0.908181 , 0.157400 , -0.387857}},
9969 {{-0.054522 , 0.276388 , -0.109440 },{ 0.908185 , 0.157343 , -0.387870}},
9970 {{-0.043931 , 0.271888 , -0.086467 },{ 0.908185 , 0.157343 , -0.387870}},
9971 {{-0.043685 , 0.265666 , -0.088415 },{ 0.908185 , 0.157343 , -0.387870}},
9972 {{-0.053853 , 0.270560 , -0.111627 },{ 0.907591 , 0.234797 , -0.348065}},
9973 {{-0.054522 , 0.276388 , -0.109440 },{ 0.907591 , 0.234797 , -0.348065}},
9974 {{-0.043685 , 0.265666 , -0.088415 },{ 0.907591 , 0.234797 , -0.348065}},
9975 {{-0.054522 , 0.276388 , -0.109440 },{ 0.575922 , 0.344343 , -0.741445}},
9976 {{-0.053853 , 0.270560 , -0.111627 },{ 0.575922 , 0.344343 , -0.741445}},
9977 {{-0.076108 , 0.274545 , -0.127063 },{ 0.575922 , 0.344343 , -0.741445}},
9978 {{-0.076300 , 0.280484 , -0.125263 },{ 0.599469 , 0.249843 , -0.760405}},
9979 {{-0.054522 , 0.276388 , -0.109440 },{ 0.599469 , 0.249843 , -0.760405}},
9980 {{-0.076108 , 0.274545 , -0.127063 },{ 0.599469 , 0.249843 , -0.760405}},
9981 {{-0.076491 , 0.286422 , -0.123463 },{ 0.599471 , 0.249791 , -0.760420}},
9982 {{-0.054522 , 0.276388 , -0.109440 },{ 0.599471 , 0.249791 , -0.760420}},
9983 {{-0.076300 , 0.280484 , -0.125263 },{ 0.599471 , 0.249791 , -0.760420}},
9984 {{-0.076491 , 0.286422 , -0.123463 },{ 0.611244 , 0.338452 , -0.715424}},
9985 {{-0.055191 , 0.282217 , -0.107254 },{ 0.611244 , 0.338452 , -0.715424}},
9986 {{-0.054522 , 0.276388 , -0.109440 },{ 0.611244 , 0.338452 , -0.715424}},
9987 {{0.025365 , 0.808264 , -0.088450 },{ 0.114860 , -0.572688 , 0.811687}},
9988 {{0.003273 , 0.803999 , -0.088333 },{ 0.114860 , -0.572688 , 0.811687}},
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9990 {{0.026637 , 0.802144 , -0.092948 },{ 0.069328 , -0.753454 , 0.653835}},
9991 {{0.003273 , 0.803999 , -0.088333 },{ 0.069328 , -0.753454 , 0.653835}},
9992 {{0.001801 , 0.797560 , -0.095597 },{ 0.069328 , -0.753454 , 0.653835}},
9993 {{0.026637 , 0.802144 , -0.092948 },{ 0.069314 , -0.753410 , 0.653888}},
9994 {{0.001801 , 0.797560 , -0.095597 },{ 0.069314 , -0.753410 , 0.653888}},
9995 {{0.000328 , 0.791120 , -0.102861 },{ 0.069314 , -0.753410 , 0.653888}},
9996 {{0.026637 , 0.802144 , -0.092948 },{ -0.050632 , -0.598269 , 0.799695}},
9997 {{0.000328 , 0.791120 , -0.102861 },{ -0.050632 , -0.598269 , 0.799695}},
9998 {{0.027908 , 0.796024 , -0.097446 },{ -0.050632 , -0.598269 , 0.799695}},
9999 {{0.026637 , 0.802144 , -0.092948 },{ -0.422640 , -0.592082 , 0.686159}},
10000 {{0.027908 , 0.796024 , -0.097446 },{ -0.422640 , -0.592082 , 0.686159}},
10001 {{0.051625 , 0.796706 , -0.082249 },{ -0.422640 , -0.592082 , 0.686159}},
10002 {{0.048264 , 0.803623 , -0.080712 },{ -0.432865 , -0.390838 , 0.812326}},
10003 {{0.026637 , 0.802144 , -0.092948 },{ -0.432865 , -0.390838 , 0.812326}},
10004 {{0.051625 , 0.796706 , -0.082249 },{ -0.432865 , -0.390838 , 0.812326}},
10005 {{0.044903 , 0.810541 , -0.079175 },{ -0.432878 , -0.390789 , 0.812343}},
10006 {{0.026637 , 0.802144 , -0.092948 },{ -0.432878 , -0.390789 , 0.812343}},
10007 {{0.048264 , 0.803623 , -0.080712 },{ -0.432878 , -0.390789 , 0.812343}},
10008 {{0.044903 , 0.810541 , -0.079175 },{ -0.282603 , -0.605522 , 0.743962}},
10009 {{0.025365 , 0.808264 , -0.088450 },{ -0.282603 , -0.605522 , 0.743962}},
10010 {{0.026637 , 0.802144 , -0.092948 },{ -0.282603 , -0.605522 , 0.743962}},
10011 {{0.044903 , 0.810541 , -0.079175 },{ -0.753549 , -0.339968 , 0.562659}},
10012 {{0.057438 , 0.805482 , -0.065444 },{ -0.753549 , -0.339968 , 0.562659}},
10013 {{0.053886 , 0.813236 , -0.065516 },{ -0.753549 , -0.339968 , 0.562659}},
10014 {{0.048264 , 0.803623 , -0.080712 },{ -0.732176 , -0.466067 , 0.496688}},
10015 {{0.057438 , 0.805482 , -0.065444 },{ -0.732176 , -0.466067 , 0.496688}},
10016 {{0.044903 , 0.810541 , -0.079175 },{ -0.732176 , -0.466067 , 0.496688}},
10017 {{0.051625 , 0.796706 , -0.082249 },{ -0.732148 , -0.466123 , 0.496678}},
10018 {{0.057438 , 0.805482 , -0.065444 },{ -0.732148 , -0.466123 , 0.496678}},
10019 {{0.048264 , 0.803623 , -0.080712 },{ -0.732148 , -0.466123 , 0.496678}},
10020 {{0.051625 , 0.796706 , -0.082249 },{ -0.804860 , -0.364175 , 0.468590}},
10021 {{0.060989 , 0.797728 , -0.065371 },{ -0.804860 , -0.364175 , 0.468590}},
10022 {{0.057438 , 0.805482 , -0.065444 },{ -0.804860 , -0.364175 , 0.468590}},
10023 {{0.057438 , 0.805482 , -0.065444 },{ -0.904770 , -0.413375 , 0.102530}},
10024 {{0.060989 , 0.797728 , -0.065371 },{ -0.904770 , -0.413375 , 0.102530}},
10025 {{0.062228 , 0.799400 , -0.047696 },{ -0.904770 , -0.413375 , 0.102530}},
10026 {{0.057438 , 0.805482 , -0.065444 },{ -0.928367 , -0.347655 , 0.131420}},
10027 {{0.062228 , 0.799400 , -0.047696 },{ -0.928367 , -0.347655 , 0.131420}},
10028 {{0.059049 , 0.807533 , -0.048638 },{ -0.928367 , -0.347655 , 0.131420}},
10029 {{0.057438 , 0.805482 , -0.065444 },{ -0.928360 , -0.347672 , 0.131421}},
10030 {{0.059049 , 0.807533 , -0.048638 },{ -0.928360 , -0.347672 , 0.131421}},
10031 {{0.055870 , 0.815666 , -0.049579 },{ -0.928360 , -0.347672 , 0.131421}},
10032 {{0.053886 , 0.813236 , -0.065516 },{ -0.895913 , -0.408793 , 0.173862}},
10033 {{0.057438 , 0.805482 , -0.065444 },{ -0.895913 , -0.408793 , 0.173862}},
10034 {{0.055870 , 0.815666 , -0.049579 },{ -0.895913 , -0.408793 , 0.173862}},
10035 {{-0.016998 , 0.786385 , -0.082105 },{ 0.801778 , -0.547166 , 0.240338}},
10036 {{-0.013370 , 0.795342 , -0.073816 },{ 0.801778 , -0.547166 , 0.240338}},
10037 {{-0.027288 , 0.784487 , -0.052098 },{ 0.801778 , -0.547166 , 0.240338}},
10038 {{-0.016998 , 0.786385 , -0.082105 },{ 0.816265 , -0.522266 , 0.246880}},
10039 {{-0.027288 , 0.784487 , -0.052098 },{ 0.816265 , -0.522266 , 0.246880}},
10040 {{-0.032778 , 0.771915 , -0.060542 },{ 0.816265 , -0.522266 , 0.246880}},
10041 {{-0.016998 , 0.786385 , -0.082105 },{ 0.816281 , -0.522221 , 0.246922}},
10042 {{-0.032778 , 0.771915 , -0.060542 },{ 0.816281 , -0.522221 , 0.246922}},
10043 {{-0.038267 , 0.759343 , -0.068985 },{ 0.816281 , -0.522221 , 0.246922}},
10044 {{-0.020626 , 0.777428 , -0.090394 },{ 0.815798 , -0.534603 , 0.220619}},
10045 {{-0.016998 , 0.786385 , -0.082105 },{ 0.815798 , -0.534603 , 0.220619}},
10046 {{-0.038267 , 0.759343 , -0.068985 },{ 0.815798 , -0.534603 , 0.220619}},
10047 {{0.000328 , 0.791120 , -0.102861 },{ 0.656388 , -0.638192 , 0.402327}},
10048 {{-0.016998 , 0.786385 , -0.082105 },{ 0.656388 , -0.638192 , 0.402327}},
10049 {{-0.020626 , 0.777428 , -0.090394 },{ 0.656388 , -0.638192 , 0.402327}},
10050 {{0.000328 , 0.791120 , -0.102861 },{ 0.666114 , -0.620003 , 0.414595}},
10051 {{0.001801 , 0.797560 , -0.095597 },{ 0.666114 , -0.620003 , 0.414595}},
10052 {{-0.016998 , 0.786385 , -0.082105 },{ 0.666114 , -0.620003 , 0.414595}},
10053 {{0.001801 , 0.797560 , -0.095597 },{ 0.666115 , -0.619998 , 0.414601}},
10054 {{0.003273 , 0.803999 , -0.088333 },{ 0.666115 , -0.619998 , 0.414601}},
10055 {{-0.016998 , 0.786385 , -0.082105 },{ 0.666115 , -0.619998 , 0.414601}},
10056 {{0.003273 , 0.803999 , -0.088333 },{ 0.669288 , -0.632252 , 0.390271}},
10057 {{-0.013370 , 0.795342 , -0.073816 },{ 0.669288 , -0.632252 , 0.390271}},
10058 {{-0.016998 , 0.786385 , -0.082105 },{ 0.669288 , -0.632252 , 0.390271}},
10059 {{-0.103008 , 0.421214 , -0.102528 },{ -0.132766 , -0.984021 , 0.118645}},
10060 {{-0.110700 , 0.425062 , -0.079221 },{ -0.132766 , -0.984021 , 0.118645}},
10061 {{-0.112085 , 0.422624 , -0.100991 },{ -0.132766 , -0.984021 , 0.118645}},
10062 {{-0.110700 , 0.425062 , -0.079221 },{ -0.120990 , -0.985606 , 0.118073}},
10063 {{-0.119625 , 0.426410 , -0.077114 },{ -0.120990 , -0.985606 , 0.118073}},
10064 {{-0.112085 , 0.422624 , -0.100991 },{ -0.120990 , -0.985606 , 0.118073}},
10065 {{-0.109497 , 0.843459 , -0.232815 },{ 0.885874 , 0.455362 , 0.088733}},
10066 {{-0.112633 , 0.846149 , -0.215311 },{ 0.885874 , 0.455362 , 0.088733}},
10067 {{-0.105899 , 0.834273 , -0.221595 },{ 0.885874 , 0.455362 , 0.088733}},
10068 {{-0.105685 , 0.828731 , -0.238349 },{ 0.957358 , 0.277713 , -0.079635}},
10069 {{-0.109497 , 0.843459 , -0.232815 },{ 0.957358 , 0.277713 , -0.079635}},
10070 {{-0.105899 , 0.834273 , -0.221595 },{ 0.957358 , 0.277713 , -0.079635}},
10071 {{-0.113656 , 0.821464 , -0.253078 },{ 0.707799 , 0.401571 , -0.581172}},
10072 {{-0.109497 , 0.843459 , -0.232815 },{ 0.707799 , 0.401571 , -0.581172}},
10073 {{-0.105685 , 0.828731 , -0.238349 },{ 0.707799 , 0.401571 , -0.581172}},
10074 {{-0.113656 , 0.821464 , -0.253078 },{ 0.941203 , 0.114761 , -0.317753}},
10075 {{-0.114635 , 0.838539 , -0.249811 },{ 0.941203 , 0.114761 , -0.317753}},
10076 {{-0.109497 , 0.843459 , -0.232815 },{ 0.941203 , 0.114761 , -0.317753}},
10077 {{-0.112085 , 0.422624 , -0.100991 },{ -0.401253 , -0.915780 , 0.018499}},
10078 {{-0.119625 , 0.426410 , -0.077114 },{ -0.401253 , -0.915780 , 0.018499}},
10079 {{-0.127706 , 0.429991 , -0.075121 },{ -0.401253 , -0.915780 , 0.018499}},
10080 {{-0.112085 , 0.422624 , -0.100991 },{ -0.351076 , -0.934776 , 0.054206}},
10081 {{-0.127706 , 0.429991 , -0.075121 },{ -0.351076 , -0.934776 , 0.054206}},
10082 {{-0.120241 , 0.425763 , -0.099683 },{ -0.351076 , -0.934776 , 0.054206}},
10083 {{-0.114708 , 0.426727 , -0.056554 },{ -0.366741 , -0.925559 , 0.094031}},
10084 {{-0.124102 , 0.430803 , -0.053072 },{ -0.366741 , -0.925559 , 0.094031}},
10085 {{-0.127706 , 0.429991 , -0.075121 },{ -0.366741 , -0.925559 , 0.094031}},
10086 {{-0.114708 , 0.426727 , -0.056554 },{ -0.381066 , -0.918532 , 0.105295}},
10087 {{-0.127706 , 0.429991 , -0.075121 },{ -0.381066 , -0.918532 , 0.105295}},
10088 {{-0.119625 , 0.426410 , -0.077114 },{ -0.381066 , -0.918532 , 0.105295}},
10089 {{-0.144048 , 0.827129 , -0.265516 },{ -0.349367 , 0.004220 , -0.936976}},
10090 {{-0.144572 , 0.809060 , -0.265402 },{ -0.349367 , 0.004220 , -0.936976}},
10091 {{-0.160334 , 0.823904 , -0.259458 },{ -0.349367 , 0.004220 , -0.936976}},
10092 {{-0.160334 , 0.823904 , -0.259458 },{ -0.468713 , -0.149050 , -0.870685}},
10093 {{-0.144572 , 0.809060 , -0.265402 },{ -0.468713 , -0.149050 , -0.870685}},
10094 {{-0.160640 , 0.807184 , -0.256431 },{ -0.468713 , -0.149050 , -0.870685}},
10095 {{-0.160334 , 0.823904 , -0.259458 },{ -0.818098 , -0.087916 , -0.568319}},
10096 {{-0.160640 , 0.807184 , -0.256431 },{ -0.818098 , -0.087916 , -0.568319}},
10097 {{-0.171280 , 0.808841 , -0.241371 },{ -0.818098 , -0.087916 , -0.568319}},
10098 {{-0.160334 , 0.823904 , -0.259458 },{ -0.714269 , -0.260801 , -0.649463}},
10099 {{-0.171280 , 0.808841 , -0.241371 },{ -0.714269 , -0.260801 , -0.649463}},
10100 {{-0.172143 , 0.823377 , -0.246259 },{ -0.714269 , -0.260801 , -0.649463}},
10101 {{-0.110700 , 0.425062 , -0.079221 },{ -0.138022 , -0.989253 , 0.048260}},
10102 {{-0.114708 , 0.426727 , -0.056554 },{ -0.138022 , -0.989253 , 0.048260}},
10103 {{-0.119625 , 0.426410 , -0.077114 },{ -0.138022 , -0.989253 , 0.048260}},
10104 {{-0.110700 , 0.425062 , -0.079221 },{ -0.142006 , -0.988725 , 0.047517}},
10105 {{-0.104318 , 0.425060 , -0.060189 },{ -0.142006 , -0.988725 , 0.047517}},
10106 {{-0.114708 , 0.426727 , -0.056554 },{ -0.142006 , -0.988725 , 0.047517}},
10107 {{-0.163792 , 0.872233 , -0.210367 },{ -0.508075 , -0.082670 , 0.857336}},
10108 {{-0.160282 , 0.862297 , -0.209245 },{ -0.508075 , -0.082670 , 0.857336}},
10109 {{-0.149521 , 0.866101 , -0.202501 },{ -0.508075 , -0.082670 , 0.857336}},
10110 {{-0.153020 , 0.876008 , -0.203980 },{ -0.497399 , -0.046347 , 0.866283}},
10111 {{-0.163792 , 0.872233 , -0.210367 },{ -0.497399 , -0.046347 , 0.866283}},
10112 {{-0.149521 , 0.866101 , -0.202501 },{ -0.497399 , -0.046347 , 0.866283}},
10113 {{-0.156518 , 0.885914 , -0.205459 },{ -0.497410 , -0.046307 , 0.866279}},
10114 {{-0.163792 , 0.872233 , -0.210367 },{ -0.497410 , -0.046307 , 0.866279}},
10115 {{-0.153020 , 0.876008 , -0.203980 },{ -0.497410 , -0.046307 , 0.866279}},
10116 {{-0.156518 , 0.885914 , -0.205459 },{ -0.469395 , -0.066303 , 0.880495}},
10117 {{-0.167302 , 0.882169 , -0.211490 },{ -0.469395 , -0.066303 , 0.880495}},
10118 {{-0.163792 , 0.872233 , -0.210367 },{ -0.469395 , -0.066303 , 0.880495}},
10119 {{-0.175037 , 0.878883 , -0.222658 },{ -0.774955 , -0.206238 , 0.597420}},
10120 {{-0.163792 , 0.872233 , -0.210367 },{ -0.774955 , -0.206238 , 0.597420}},
10121 {{-0.167302 , 0.882169 , -0.211490 },{ -0.774955 , -0.206238 , 0.597420}},
10122 {{-0.175037 , 0.878883 , -0.222658 },{ -0.776239 , -0.222051 , 0.590039}},
10123 {{-0.171639 , 0.868875 , -0.221954 },{ -0.776239 , -0.222051 , 0.590039}},
10124 {{-0.163792 , 0.872233 , -0.210367 },{ -0.776239 , -0.222051 , 0.590039}},
10125 {{-0.171639 , 0.868875 , -0.221954 },{ -0.776209 , -0.222139 , 0.590045}},
10126 {{-0.168240 , 0.858868 , -0.221250 },{ -0.776209 , -0.222139 , 0.590045}},
10127 {{-0.163792 , 0.872233 , -0.210367 },{ -0.776209 , -0.222139 , 0.590045}},
10128 {{-0.168240 , 0.858868 , -0.221250 },{ -0.785618 , -0.211886 , 0.581299}},
10129 {{-0.160282 , 0.862297 , -0.209245 },{ -0.785618 , -0.211886 , 0.581299}},
10130 {{-0.163792 , 0.872233 , -0.210367 },{ -0.785618 , -0.211886 , 0.581299}},
10131 {{-0.104318 , 0.425060 , -0.060189 },{ -0.109851 , -0.984399 , 0.137442}},
10132 {{-0.104261 , 0.428058 , -0.038671 },{ -0.109851 , -0.984399 , 0.137442}},
10133 {{-0.114708 , 0.426727 , -0.056554 },{ -0.109851 , -0.984399 , 0.137442}},
10134 {{-0.104318 , 0.425060 , -0.060189 },{ -0.106912 , -0.984718 , 0.137479}},
10135 {{-0.092012 , 0.425989 , -0.043965 },{ -0.106912 , -0.984718 , 0.137479}},
10136 {{-0.104261 , 0.428058 , -0.038671 },{ -0.106912 , -0.984718 , 0.137479}},
10137 {{-0.172143 , 0.823377 , -0.246259 },{ -0.980866 , -0.111824 , -0.159367}},
10138 {{-0.171280 , 0.808841 , -0.241371 },{ -0.980866 , -0.111824 , -0.159367}},
10139 {{-0.175276 , 0.826046 , -0.228849 },{ -0.980866 , -0.111824 , -0.159367}},
10140 {{-0.171280 , 0.808841 , -0.241371 },{ -0.977343 , -0.210435 , -0.022755}},
10141 {{-0.172789 , 0.813934 , -0.223658 },{ -0.977343 , -0.210435 , -0.022755}},
10142 {{-0.175276 , 0.826046 , -0.228849 },{ -0.977343 , -0.210435 , -0.022755}},
10143 {{-0.175276 , 0.826046 , -0.228849 },{ -0.871717 , 0.030606 , 0.489053}},
10144 {{-0.172789 , 0.813934 , -0.223658 },{ -0.871717 , 0.030606 , 0.489053}},
10145 {{-0.163735 , 0.822009 , -0.208025 },{ -0.871717 , 0.030606 , 0.489053}},
10146 {{-0.175276 , 0.826046 , -0.228849 },{ -0.818700 , -0.440523 , 0.368335}},
10147 {{-0.163735 , 0.822009 , -0.208025 },{ -0.818700 , -0.440523 , 0.368335}},
10148 {{-0.170238 , 0.830837 , -0.211921 },{ -0.818700 , -0.440523 , 0.368335}},
10149 {{-0.104261 , 0.428058 , -0.038671 },{ -0.147771 , -0.976160 , 0.158981}},
10150 {{-0.116176 , 0.430647 , -0.033849 },{ -0.147771 , -0.976160 , 0.158981}},
10151 {{-0.114708 , 0.426727 , -0.056554 },{ -0.147771 , -0.976160 , 0.158981}},
10152 {{-0.114708 , 0.426727 , -0.056554 },{ -0.351033 , -0.926254 , 0.137223}},
10153 {{-0.116176 , 0.430647 , -0.033849 },{ -0.351033 , -0.926254 , 0.137223}},
10154 {{-0.124102 , 0.430803 , -0.053072 },{ -0.351033 , -0.926254 , 0.137223}},
10155 {{-0.140389 , 0.875563 , -0.251951 },{ 0.512004 , 0.072187 , -0.855944}},
10156 {{-0.137870 , 0.865285 , -0.251311 },{ 0.512004 , 0.072187 , -0.855944}},
10157 {{-0.148628 , 0.861481 , -0.258067 },{ 0.512004 , 0.072187 , -0.855944}},
10158 {{-0.140389 , 0.875563 , -0.251951 },{ 0.483256 , 0.095234 , -0.870284}},
10159 {{-0.148628 , 0.861481 , -0.258067 },{ 0.483256 , 0.095234 , -0.870284}},
10160 {{-0.151160 , 0.871789 , -0.258345 },{ 0.483256 , 0.095234 , -0.870284}},
10161 {{-0.153692 , 0.882096 , -0.258622 },{ 0.483230 , 0.095319 , -0.870289}},
10162 {{-0.140389 , 0.875563 , -0.251951 },{ 0.483230 , 0.095319 , -0.870289}},
10163 {{-0.151160 , 0.871789 , -0.258345 },{ 0.483230 , 0.095319 , -0.870289}},
10164 {{-0.142909 , 0.885841 , -0.252591 },{ 0.471099 , 0.060713 , -0.879989}},
10165 {{-0.140389 , 0.875563 , -0.251951 },{ 0.471099 , 0.060713 , -0.879989}},
10166 {{-0.153692 , 0.882096 , -0.258622 },{ 0.471099 , 0.060713 , -0.879989}},
10167 {{-0.142909 , 0.885841 , -0.252591 },{ 0.789759 , 0.156709 , -0.593063}},
10168 {{-0.135174 , 0.889128 , -0.241422 },{ 0.789759 , 0.156709 , -0.593063}},
10169 {{-0.140389 , 0.875563 , -0.251951 },{ 0.789759 , 0.156709 , -0.593063}},
10170 {{-0.140389 , 0.875563 , -0.251951 },{ 0.799222 , 0.145403 , -0.583183}},
10171 {{-0.135174 , 0.889128 , -0.241422 },{ 0.799222 , 0.145403 , -0.583183}},
10172 {{-0.132543 , 0.878922 , -0.240361 },{ 0.799222 , 0.145403 , -0.583183}},
10173 {{-0.140389 , 0.875563 , -0.251951 },{ 0.799203 , 0.145476 , -0.583191}},
10174 {{-0.132543 , 0.878922 , -0.240361 },{ 0.799203 , 0.145476 , -0.583191}},
10175 {{-0.129911 , 0.868716 , -0.239300 },{ 0.799203 , 0.145476 , -0.583191}},
10176 {{-0.140389 , 0.875563 , -0.251951 },{ 0.801081 , 0.160427 , -0.576656}},
10177 {{-0.129911 , 0.868716 , -0.239300 },{ 0.801081 , 0.160427 , -0.576656}},
10178 {{-0.137870 , 0.865285 , -0.251311 },{ 0.801081 , 0.160427 , -0.576656}},
10179 {{-0.141447 , 0.879317 , -0.205612 },{ 0.603106 , 0.325245 , 0.728339}},
10180 {{-0.138097 , 0.869381 , -0.203949 },{ 0.603106 , 0.325245 , 0.728339}},
10181 {{-0.129418 , 0.871265 , -0.211977 },{ 0.603106 , 0.325245 , 0.728339}},
10182 {{-0.132535 , 0.881271 , -0.213630 },{ 0.597948 , 0.308485 , 0.739794}},
10183 {{-0.141447 , 0.879317 , -0.205612 },{ 0.597948 , 0.308485 , 0.739794}},
10184 {{-0.129418 , 0.871265 , -0.211977 },{ 0.597948 , 0.308485 , 0.739794}},
10185 {{-0.135651 , 0.891278 , -0.215283 },{ 0.597977 , 0.308402 , 0.739805}},
10186 {{-0.141447 , 0.879317 , -0.205612 },{ 0.597977 , 0.308402 , 0.739805}},
10187 {{-0.132535 , 0.881271 , -0.213630 },{ 0.597977 , 0.308402 , 0.739805}},
10188 {{-0.135651 , 0.891278 , -0.215283 },{ 0.582557 , 0.321342 , 0.746569}},
10189 {{-0.144796 , 0.889252 , -0.207275 },{ 0.582557 , 0.321342 , 0.746569}},
10190 {{-0.141447 , 0.879317 , -0.205612 },{ 0.582557 , 0.321342 , 0.746569}},
10191 {{-0.144796 , 0.889252 , -0.207275 },{ 0.095516 , 0.195574 , 0.976026}},
10192 {{-0.156518 , 0.885914 , -0.205459 },{ 0.095516 , 0.195574 , 0.976026}},
10193 {{-0.141447 , 0.879317 , -0.205612 },{ 0.095516 , 0.195574 , 0.976026}},
10194 {{-0.156518 , 0.885914 , -0.205459 },{ 0.087547 , 0.177271 , 0.980260}},
10195 {{-0.153020 , 0.876008 , -0.203980 },{ 0.087547 , 0.177271 , 0.980260}},
10196 {{-0.141447 , 0.879317 , -0.205612 },{ 0.087547 , 0.177271 , 0.980260}},
10197 {{-0.141447 , 0.879317 , -0.205612 },{ 0.087549 , 0.177264 , 0.980262}},
10198 {{-0.153020 , 0.876008 , -0.203980 },{ 0.087549 , 0.177264 , 0.980262}},
10199 {{-0.149521 , 0.866101 , -0.202501 },{ 0.087549 , 0.177264 , 0.980262}},
10200 {{-0.141447 , 0.879317 , -0.205612 },{ 0.070294 , 0.187676 , 0.979712}},
10201 {{-0.149521 , 0.866101 , -0.202501 },{ 0.070294 , 0.187676 , 0.979712}},
10202 {{-0.138097 , 0.869381 , -0.203949 },{ 0.070294 , 0.187676 , 0.979712}},
10203 {{-0.161985 , 0.853906 , -0.205369 },{ -0.505777 , 0.444244 , 0.739484}},
10204 {{-0.163689 , 0.845514 , -0.201493 },{ -0.505777 , 0.444244 , 0.739484}},
10205 {{-0.148356 , 0.850811 , -0.194188 },{ -0.505777 , 0.444244 , 0.739484}},
10206 {{-0.148938 , 0.858456 , -0.198344 },{ -0.537221 , 0.370904 , 0.757511}},
10207 {{-0.161985 , 0.853906 , -0.205369 },{ -0.537221 , 0.370904 , 0.757511}},
10208 {{-0.148356 , 0.850811 , -0.194188 },{ -0.537221 , 0.370904 , 0.757511}},
10209 {{-0.149521 , 0.866101 , -0.202501 },{ -0.537223 , 0.370925 , 0.757500}},
10210 {{-0.161985 , 0.853906 , -0.205369 },{ -0.537223 , 0.370925 , 0.757500}},
10211 {{-0.148938 , 0.858456 , -0.198344 },{ -0.537223 , 0.370925 , 0.757500}},
10212 {{-0.149521 , 0.866101 , -0.202501 },{ -0.583535 , 0.435155 , 0.685658}},
10213 {{-0.160282 , 0.862297 , -0.209245 },{ -0.583535 , 0.435155 , 0.685658}},
10214 {{-0.161985 , 0.853906 , -0.205369 },{ -0.583535 , 0.435155 , 0.685658}},
10215 {{-0.168240 , 0.858868 , -0.221250 },{ -0.819802 , 0.368758 , 0.438112}},
10216 {{-0.161985 , 0.853906 , -0.205369 },{ -0.819802 , 0.368758 , 0.438112}},
10217 {{-0.160282 , 0.862297 , -0.209245 },{ -0.819802 , 0.368758 , 0.438112}},
10218 {{-0.168240 , 0.858868 , -0.221250 },{ -0.796927 , 0.411325 , 0.442402}},
10219 {{-0.171404 , 0.849863 , -0.218577 },{ -0.796927 , 0.411325 , 0.442402}},
10220 {{-0.161985 , 0.853906 , -0.205369 },{ -0.796927 , 0.411325 , 0.442402}},
10221 {{-0.171404 , 0.849863 , -0.218577 },{ -0.796935 , 0.411291 , 0.442418}},
10222 {{-0.174568 , 0.840858 , -0.215905 },{ -0.796935 , 0.411291 , 0.442418}},
10223 {{-0.161985 , 0.853906 , -0.205369 },{ -0.796935 , 0.411291 , 0.442418}},
10224 {{-0.174568 , 0.840858 , -0.215905 },{ -0.793007 , 0.380695 , 0.475617}},
10225 {{-0.163689 , 0.845514 , -0.201493 },{ -0.793007 , 0.380695 , 0.475617}},
10226 {{-0.161985 , 0.853906 , -0.205369 },{ -0.793007 , 0.380695 , 0.475617}},
10227 {{-0.133028 , 0.857912 , -0.254737 },{ 0.217666 , 0.525136 , -0.822711}},
10228 {{-0.128187 , 0.850538 , -0.258163 },{ 0.217666 , 0.525136 , -0.822711}},
10229 {{-0.143523 , 0.845198 , -0.265629 },{ 0.217666 , 0.525136 , -0.822711}},
10230 {{-0.133028 , 0.857912 , -0.254737 },{ 0.286400 , 0.475954 , -0.831530}},
10231 {{-0.143523 , 0.845198 , -0.265629 },{ 0.286400 , 0.475954 , -0.831530}},
10232 {{-0.146076 , 0.853340 , -0.261848 },{ 0.286400 , 0.475954 , -0.831530}},
10233 {{-0.148628 , 0.861481 , -0.258067 },{ 0.286393 , 0.475967 , -0.831525}},
10234 {{-0.133028 , 0.857912 , -0.254737 },{ 0.286393 , 0.475967 , -0.831525}},
10235 {{-0.146076 , 0.853340 , -0.261848 },{ 0.286393 , 0.475967 , -0.831525}},
10236 {{-0.137870 , 0.865285 , -0.251311 },{ 0.293111 , 0.554419 , -0.778913}},
10237 {{-0.133028 , 0.857912 , -0.254737 },{ 0.293111 , 0.554419 , -0.778913}},
10238 {{-0.148628 , 0.861481 , -0.258067 },{ 0.293111 , 0.554419 , -0.778913}},
10239 {{-0.129911 , 0.868716 , -0.239300 },{ 0.559177 , 0.621940 , -0.548189}},
10240 {{-0.133028 , 0.857912 , -0.254737 },{ 0.559177 , 0.621940 , -0.548189}},
10241 {{-0.137870 , 0.865285 , -0.251311 },{ 0.559177 , 0.621940 , -0.548189}},
10242 {{-0.123592 , 0.861989 , -0.241468 },{ 0.505500 , 0.655619 , -0.560922}},
10243 {{-0.133028 , 0.857912 , -0.254737 },{ 0.505500 , 0.655619 , -0.560922}},
10244 {{-0.129911 , 0.868716 , -0.239300 },{ 0.505500 , 0.655619 , -0.560922}},
10245 {{-0.117272 , 0.855262 , -0.243636 },{ 0.505465 , 0.655658 , -0.560909}},
10246 {{-0.133028 , 0.857912 , -0.254737 },{ 0.505465 , 0.655658 , -0.560909}},
10247 {{-0.123592 , 0.861989 , -0.241468 },{ 0.505465 , 0.655658 , -0.560909}},
10248 {{-0.117272 , 0.855262 , -0.243636 },{ 0.520230 , 0.616243 , -0.591274}},
10249 {{-0.128187 , 0.850538 , -0.258163 },{ 0.520230 , 0.616243 , -0.591274}},
10250 {{-0.133028 , 0.857912 , -0.254737 },{ 0.520230 , 0.616243 , -0.591274}},
10251 {{-0.134948 , 0.862407 , -0.200662 },{ 0.480846 , 0.541949 , 0.689259}},
10252 {{-0.131798 , 0.855433 , -0.197376 },{ 0.480846 , 0.541949 , 0.689259}},
10253 {{-0.118772 , 0.858214 , -0.208650 },{ 0.480846 , 0.541949 , 0.689259}},
10254 {{-0.124095 , 0.864740 , -0.210313 },{ 0.478721 , 0.562302 , 0.674272}},
10255 {{-0.134948 , 0.862407 , -0.200662 },{ 0.478721 , 0.562302 , 0.674272}},
10256 {{-0.118772 , 0.858214 , -0.208650 },{ 0.478721 , 0.562302 , 0.674272}},
10257 {{-0.129418 , 0.871265 , -0.211977 },{ 0.478653 , 0.562416 , 0.674224}},
10258 {{-0.134948 , 0.862407 , -0.200662 },{ 0.478653 , 0.562416 , 0.674224}},
10259 {{-0.124095 , 0.864740 , -0.210313 },{ 0.478653 , 0.562416 , 0.674224}},
10260 {{-0.129418 , 0.871265 , -0.211977 },{ 0.503216 , 0.543770 , 0.671631}},
10261 {{-0.138097 , 0.869381 , -0.203949 },{ 0.503216 , 0.543770 , 0.671631}},
10262 {{-0.134948 , 0.862407 , -0.200662 },{ 0.503216 , 0.543770 , 0.671631}},
10263 {{-0.138097 , 0.869381 , -0.203949 },{ -0.006874 , 0.423786 , 0.905736}},
10264 {{-0.149521 , 0.866101 , -0.202501 },{ -0.006874 , 0.423786 , 0.905736}},
10265 {{-0.134948 , 0.862407 , -0.200662 },{ -0.006874 , 0.423786 , 0.905736}},
10266 {{-0.149521 , 0.866101 , -0.202501 },{ 0.010424 , 0.478287 , 0.878142}},
10267 {{-0.148938 , 0.858456 , -0.198344 },{ 0.010424 , 0.478287 , 0.878142}},
10268 {{-0.134948 , 0.862407 , -0.200662 },{ 0.010424 , 0.478287 , 0.878142}},
10269 {{-0.134948 , 0.862407 , -0.200662 },{ 0.010455 , 0.478202 , 0.878188}},
10270 {{-0.148938 , 0.858456 , -0.198344 },{ 0.010455 , 0.478202 , 0.878188}},
10271 {{-0.148356 , 0.850811 , -0.194188 },{ 0.010455 , 0.478202 , 0.878188}},
10272 {{-0.134948 , 0.862407 , -0.200662 },{ 0.048489 , 0.443570 , 0.894927}},
10273 {{-0.148356 , 0.850811 , -0.194188 },{ 0.048489 , 0.443570 , 0.894927}},
10274 {{-0.131798 , 0.855433 , -0.197376 },{ 0.048489 , 0.443570 , 0.894927}},
10275 {{-0.114032 , 0.857989 , -0.225601 },{ 0.683737 , 0.693305 , -0.227664}},
10276 {{-0.117272 , 0.855262 , -0.243636 },{ 0.683737 , 0.693305 , -0.227664}},
10277 {{-0.120462 , 0.864433 , -0.225288 },{ 0.683737 , 0.693305 , -0.227664}},
10278 {{-0.117272 , 0.855262 , -0.243636 },{ 0.669151 , 0.704693 , -0.235892}},
10279 {{-0.123592 , 0.861989 , -0.241468 },{ 0.669151 , 0.704693 , -0.235892}},
10280 {{-0.120462 , 0.864433 , -0.225288 },{ 0.669151 , 0.704693 , -0.235892}},
10281 {{-0.120462 , 0.864433 , -0.225288 },{ 0.669203 , 0.704643 , -0.235894}},
10282 {{-0.123592 , 0.861989 , -0.241468 },{ 0.669203 , 0.704643 , -0.235894}},
10283 {{-0.129911 , 0.868716 , -0.239300 },{ 0.669203 , 0.704643 , -0.235894}},
10284 {{-0.120462 , 0.864433 , -0.225288 },{ 0.679771 , 0.690453 , -0.247359}},
10285 {{-0.129911 , 0.868716 , -0.239300 },{ 0.679771 , 0.690453 , -0.247359}},
10286 {{-0.126892 , 0.870876 , -0.224974 },{ 0.679771 , 0.690453 , -0.247359}},
10287 {{-0.120462 , 0.864433 , -0.225288 },{ 0.705848 , 0.698756 , 0.116271}},
10288 {{-0.126892 , 0.870876 , -0.224974 },{ 0.705848 , 0.698756 , 0.116271}},
10289 {{-0.129418 , 0.871265 , -0.211977 },{ 0.705848 , 0.698756 , 0.116271}},
10290 {{-0.120462 , 0.864433 , -0.225288 },{ 0.742726 , 0.648463 , 0.166896}},
10291 {{-0.129418 , 0.871265 , -0.211977 },{ 0.742726 , 0.648463 , 0.166896}},
10292 {{-0.124095 , 0.864740 , -0.210313 },{ 0.742726 , 0.648463 , 0.166896}},
10293 {{-0.120462 , 0.864433 , -0.225288 },{ 0.742780 , 0.648396 , 0.166911}},
10294 {{-0.124095 , 0.864740 , -0.210313 },{ 0.742780 , 0.648396 , 0.166911}},
10295 {{-0.118772 , 0.858214 , -0.208650 },{ 0.742780 , 0.648396 , 0.166911}},
10296 {{-0.114032 , 0.857989 , -0.225601 },{ 0.699964 , 0.689376 , 0.186577}},
10297 {{-0.120462 , 0.864433 , -0.225288 },{ 0.699964 , 0.689376 , 0.186577}},
10298 {{-0.118772 , 0.858214 , -0.208650 },{ 0.699964 , 0.689376 , 0.186577}},
10299 {{-0.160038 , 0.849413 , -0.259555 },{ -0.666828 , 0.234926 , -0.707213}},
10300 {{-0.160028 , 0.840624 , -0.262484 },{ -0.666828 , 0.234926 , -0.707213}},
10301 {{-0.173006 , 0.837912 , -0.251148 },{ -0.666828 , 0.234926 , -0.707213}},
10302 {{-0.160038 , 0.849413 , -0.259555 },{ -0.674171 , 0.252923 , -0.693919}},
10303 {{-0.173006 , 0.837912 , -0.251148 },{ -0.674171 , 0.252923 , -0.693919}},
10304 {{-0.170866 , 0.847117 , -0.249872 },{ -0.674171 , 0.252923 , -0.693919}},
10305 {{-0.168726 , 0.856321 , -0.248596 },{ -0.674169 , 0.252948 , -0.693911}},
10306 {{-0.160038 , 0.849413 , -0.259555 },{ -0.674169 , 0.252948 , -0.693911}},
10307 {{-0.170866 , 0.847117 , -0.249872 },{ -0.674169 , 0.252948 , -0.693911}},
10308 {{-0.160049 , 0.858203 , -0.256626 },{ -0.687463 , 0.228807 , -0.689233}},
10309 {{-0.160038 , 0.849413 , -0.259555 },{ -0.687463 , 0.228807 , -0.689233}},
10310 {{-0.168726 , 0.856321 , -0.248596 },{ -0.687463 , 0.228807 , -0.689233}},
10311 {{-0.148628 , 0.861481 , -0.258067 },{ -0.205873 , 0.309128 , -0.928470}},
10312 {{-0.160038 , 0.849413 , -0.259555 },{ -0.205873 , 0.309128 , -0.928470}},
10313 {{-0.160049 , 0.858203 , -0.256626 },{ -0.205873 , 0.309128 , -0.928470}},
10314 {{-0.148628 , 0.861481 , -0.258067 },{ -0.245581 , 0.343939 , -0.906309}},
10315 {{-0.146076 , 0.853340 , -0.261848 },{ -0.245581 , 0.343939 , -0.906309}},
10316 {{-0.160038 , 0.849413 , -0.259555 },{ -0.245581 , 0.343939 , -0.906309}},
10317 {{-0.146076 , 0.853340 , -0.261848 },{ -0.245570 , 0.343886 , -0.906332}},
10318 {{-0.143523 , 0.845198 , -0.265629 },{ -0.245570 , 0.343886 , -0.906332}},
10319 {{-0.160038 , 0.849413 , -0.259555 },{ -0.245570 , 0.343886 , -0.906332}},
10320 {{-0.160038 , 0.849413 , -0.259555 },{ -0.259165 , 0.305095 , -0.916379}},
10321 {{-0.143523 , 0.845198 , -0.265629 },{ -0.259165 , 0.305095 , -0.916379}},
10322 {{-0.160028 , 0.840624 , -0.262484 },{ -0.259165 , 0.305095 , -0.916379}},
10323 {{-0.174510 , 0.847433 , -0.234812 },{ -0.934407 , 0.337323 , 0.114439}},
10324 {{-0.177764 , 0.838157 , -0.234039 },{ -0.934407 , 0.337323 , 0.114439}},
10325 {{-0.174568 , 0.840858 , -0.215905 },{ -0.934407 , 0.337323 , 0.114439}},
10326 {{-0.174510 , 0.847433 , -0.234812 },{ -0.924362 , 0.361219 , 0.122780}},
10327 {{-0.174568 , 0.840858 , -0.215905 },{ -0.924362 , 0.361219 , 0.122780}},
10328 {{-0.171404 , 0.849863 , -0.218577 },{ -0.924362 , 0.361219 , 0.122780}},
10329 {{-0.174510 , 0.847433 , -0.234812 },{ -0.924360 , 0.361225 , 0.122779}},
10330 {{-0.171404 , 0.849863 , -0.218577 },{ -0.924360 , 0.361225 , 0.122779}},
10331 {{-0.168240 , 0.858868 , -0.221250 },{ -0.924360 , 0.361225 , 0.122779}},
10332 {{-0.171256 , 0.856710 , -0.235585 },{ -0.929872 , 0.338221 , 0.144723}},
10333 {{-0.174510 , 0.847433 , -0.234812 },{ -0.929872 , 0.338221 , 0.144723}},
10334 {{-0.168240 , 0.858868 , -0.221250 },{ -0.929872 , 0.338221 , 0.144723}},
10335 {{-0.168726 , 0.856321 , -0.248596 },{ -0.931225 , 0.310774 , -0.190368}},
10336 {{-0.174510 , 0.847433 , -0.234812 },{ -0.931225 , 0.310774 , -0.190368}},
10337 {{-0.171256 , 0.856710 , -0.235585 },{ -0.931225 , 0.310774 , -0.190368}},
10338 {{-0.170866 , 0.847117 , -0.249872 },{ -0.939688 , 0.250734 , -0.232634}},
10339 {{-0.174510 , 0.847433 , -0.234812 },{ -0.939688 , 0.250734 , -0.232634}},
10340 {{-0.168726 , 0.856321 , -0.248596 },{ -0.939688 , 0.250734 , -0.232634}},
10341 {{-0.173006 , 0.837912 , -0.251148 },{ -0.939694 , 0.250710 , -0.232635}},
10342 {{-0.174510 , 0.847433 , -0.234812 },{ -0.939694 , 0.250710 , -0.232635}},
10343 {{-0.170866 , 0.847117 , -0.249872 },{ -0.939694 , 0.250710 , -0.232635}},
10344 {{-0.173006 , 0.837912 , -0.251148 },{ -0.917838 , 0.300345 , -0.259551}},
10345 {{-0.177764 , 0.838157 , -0.234039 },{ -0.917838 , 0.300345 , -0.259551}},
10346 {{-0.174510 , 0.847433 , -0.234812 },{ -0.917838 , 0.300345 , -0.259551}},
10347 {{-0.020736 , 0.588736 , -0.123374 },{ -0.183663 , -0.571367 , -0.799880}},
10348 {{-0.021863 , 0.581750 , -0.118125 },{ -0.183663 , -0.571367 , -0.799880}},
10349 {{-0.038284 , 0.578934 , -0.112343 },{ -0.183663 , -0.571367 , -0.799880}},
10350 {{-0.020736 , 0.588736 , -0.123374 },{ -0.153801 , -0.604379 , -0.781711}},
10351 {{-0.038284 , 0.578934 , -0.112343 },{ -0.153801 , -0.604379 , -0.781711}},
10352 {{-0.040654 , 0.587392 , -0.118416 },{ -0.153801 , -0.604379 , -0.781711}},
10353 {{-0.036578 , 0.593703 , -0.124004 },{ -0.155727 , -0.596549 , -0.787324}},
10354 {{-0.020736 , 0.588736 , -0.123374 },{ -0.155727 , -0.596549 , -0.787324}},
10355 {{-0.040654 , 0.587392 , -0.118416 },{ -0.155727 , -0.596549 , -0.787324}},
10356 {{-0.019608 , 0.595722 , -0.128623 },{ -0.149459 , -0.578409 , -0.801938}},
10357 {{-0.020736 , 0.588736 , -0.123374 },{ -0.149459 , -0.578409 , -0.801938}},
10358 {{-0.036578 , 0.593703 , -0.124004 },{ -0.149459 , -0.578409 , -0.801938}},
10359 {{0.058436 , 0.196738 , 0.051559 },{ 0.325026 , -0.028334 , -0.945281}},
10360 {{0.085656 , 0.178967 , 0.061451 },{ 0.325026 , -0.028334 , -0.945281}},
10361 {{0.062315 , 0.175745 , 0.053522 },{ 0.325026 , -0.028334 , -0.945281}},
10362 {{0.083847 , 0.200409 , 0.059802 },{ 0.314286 , -0.046406 , -0.948194}},
10363 {{0.085656 , 0.178967 , 0.061451 },{ 0.314286 , -0.046406 , -0.948194}},
10364 {{0.058436 , 0.196738 , 0.051559 },{ 0.314286 , -0.046406 , -0.948194}},
10365 {{0.058436 , 0.196738 , 0.051559 },{ -0.319181 , -0.146528 , -0.936298}},
10366 {{0.062315 , 0.175745 , 0.053522 },{ -0.319181 , -0.146528 , -0.936298}},
10367 {{0.037103 , 0.173302 , 0.062499 },{ -0.319181 , -0.146528 , -0.936298}},
10368 {{0.058436 , 0.196738 , 0.051559 },{ -0.302828 , -0.162700 , -0.939055}},
10369 {{0.037103 , 0.173302 , 0.062499 },{ -0.302828 , -0.162700 , -0.939055}},
10370 {{0.031551 , 0.194400 , 0.060634 },{ -0.302828 , -0.162700 , -0.939055}},
10371 {{0.032694 , 0.803403 , 0.229704 },{ 0.896816 , 0.326203 , 0.298852}},
10372 {{0.027647 , 0.812466 , 0.234957 },{ 0.896816 , 0.326203 , 0.298852}},
10373 {{0.031346 , 0.793123 , 0.244970 },{ 0.896816 , 0.326203 , 0.298852}},
10374 {{0.027647 , 0.812466 , 0.234957 },{ 0.846582 , 0.363270 , 0.389016}},
10375 {{0.024350 , 0.803203 , 0.250782 },{ 0.846582 , 0.363270 , 0.389016}},
10376 {{0.031346 , 0.793123 , 0.244970 },{ 0.846582 , 0.363270 , 0.389016}},
10377 {{0.024350 , 0.803203 , 0.250782 },{ 0.697826 , 0.073516 , 0.712485}},
10378 {{0.014336 , 0.793259 , 0.261616 },{ 0.697826 , 0.073516 , 0.712485}},
10379 {{0.031346 , 0.793123 , 0.244970 },{ 0.697826 , 0.073516 , 0.712485}},
10380 {{0.014336 , 0.793259 , 0.261616 },{ 0.692431 , 0.146891 , 0.706373}},
10381 {{0.022686 , 0.781587 , 0.255858 },{ 0.692431 , 0.146891 , 0.706373}},
10382 {{0.031346 , 0.793123 , 0.244970 },{ 0.692431 , 0.146891 , 0.706373}},
10383 {{0.013190 , 0.800140 , 0.198588 },{ 0.483453 , 0.302678 , -0.821376}},
10384 {{0.024725 , 0.792641 , 0.202614 },{ 0.483453 , 0.302678 , -0.821376}},
10385 {{0.009990 , 0.792258 , 0.193800 },{ 0.483453 , 0.302678 , -0.821376}},
10386 {{0.028158 , 0.800339 , 0.209688 },{ 0.533912 , 0.430595 , -0.727685}},
10387 {{0.024725 , 0.792641 , 0.202614 },{ 0.533912 , 0.430595 , -0.727685}},
10388 {{0.013190 , 0.800140 , 0.198588 },{ 0.533912 , 0.430595 , -0.727685}},
10389 {{0.024725 , 0.792641 , 0.202614 },{ 0.870885 , 0.059900 , -0.487823}},
10390 {{0.028158 , 0.800339 , 0.209688 },{ 0.870885 , 0.059900 , -0.487823}},
10391 {{0.036281 , 0.794544 , 0.223478 },{ 0.870885 , 0.059900 , -0.487823}},
10392 {{0.024725 , 0.792641 , 0.202614 },{ 0.738652 , 0.497797 , -0.454523}},
10393 {{0.036281 , 0.794544 , 0.223478 },{ 0.738652 , 0.497797 , -0.454523}},
10394 {{0.036949 , 0.786093 , 0.215308 },{ 0.738652 , 0.497797 , -0.454523}},
10395 {{-0.016935 , 0.756791 , 0.205500 },{ -0.755170 , -0.635826 , -0.159511}},
10396 {{-0.010427 , 0.745832 , 0.218373 },{ -0.755170 , -0.635826 , -0.159511}},
10397 {{-0.021588 , 0.757965 , 0.222849 },{ -0.755170 , -0.635826 , -0.159511}},
10398 {{-0.016935 , 0.756791 , 0.205500 },{ -0.835934 , -0.515136 , -0.189339}},
10399 {{-0.021588 , 0.757965 , 0.222849 },{ -0.835934 , -0.515136 , -0.189339}},
10400 {{-0.024698 , 0.767970 , 0.209359 },{ -0.835934 , -0.515136 , -0.189339}},
10401 {{-0.017674 , 0.781201 , 0.198474 },{ -0.672500 , -0.223443 , -0.705561}},
10402 {{-0.016935 , 0.756791 , 0.205500 },{ -0.672500 , -0.223443 , -0.705561}},
10403 {{-0.024698 , 0.767970 , 0.209359 },{ -0.672500 , -0.223443 , -0.705561}},
10404 {{-0.015532 , 0.769806 , 0.195754 },{ -0.952047 , -0.110897 , -0.285147}},
10405 {{-0.016935 , 0.756791 , 0.205500 },{ -0.952047 , -0.110897 , -0.285147}},
10406 {{-0.017674 , 0.781201 , 0.198474 },{ -0.952047 , -0.110897 , -0.285147}},
10407 {{0.092390 , 0.252926 , 0.141140 },{ 0.595315 , 0.126628 , 0.793452}},
10408 {{0.072014 , 0.247298 , 0.157326 },{ 0.595315 , 0.126628 , 0.793452}},
10409 {{0.073753 , 0.227336 , 0.159207 },{ 0.595315 , 0.126628 , 0.793452}},
10410 {{0.092390 , 0.252926 , 0.141140 },{ 0.610421 , 0.109305 , 0.784499}},
10411 {{0.073753 , 0.227336 , 0.159207 },{ 0.610421 , 0.109305 , 0.784499}},
10412 {{0.093868 , 0.231624 , 0.142958 },{ 0.610421 , 0.109305 , 0.784499}},
10413 {{0.105539 , 0.233642 , 0.118378 },{ 0.895713 , 0.099139 , 0.433439}},
10414 {{0.092390 , 0.252926 , 0.141140 },{ 0.895713 , 0.099139 , 0.433439}},
10415 {{0.093868 , 0.231624 , 0.142958 },{ 0.895713 , 0.099139 , 0.433439}},
10416 {{0.103941 , 0.255979 , 0.117248 },{ 0.892584 , 0.086244 , 0.442556}},
10417 {{0.092390 , 0.252926 , 0.141140 },{ 0.892584 , 0.086244 , 0.442556}},
10418 {{0.105539 , 0.233642 , 0.118378 },{ 0.892584 , 0.086244 , 0.442556}},
10419 {{0.101765 , 0.205837 , 0.086271 },{ 0.984185 , -0.082625 , -0.156694}},
10420 {{0.107255 , 0.209934 , 0.118593 },{ 0.984185 , -0.082625 , -0.156694}},
10421 {{0.105394 , 0.187395 , 0.118789 },{ 0.984185 , -0.082625 , -0.156694}},
10422 {{0.101765 , 0.205837 , 0.086271 },{ 0.991867 , -0.024905 , -0.124817}},
10423 {{0.105394 , 0.187395 , 0.118789 },{ 0.991867 , -0.024905 , -0.124817}},
10424 {{0.101333 , 0.183545 , 0.087286 },{ 0.991867 , -0.024905 , -0.124817}},
10425 {{0.085656 , 0.178967 , 0.061451 },{ 0.857356 , -0.039981 , -0.513169}},
10426 {{0.101765 , 0.205837 , 0.086271 },{ 0.857356 , -0.039981 , -0.513169}},
10427 {{0.101333 , 0.183545 , 0.087286 },{ 0.857356 , -0.039981 , -0.513169}},
10428 {{0.083847 , 0.200409 , 0.059802 },{ 0.825309 , 0.026249 , -0.564070}},
10429 {{0.101765 , 0.205837 , 0.086271 },{ 0.825309 , 0.026249 , -0.564070}},
10430 {{0.085656 , 0.178967 , 0.061451 },{ 0.825309 , 0.026249 , -0.564070}},
10431 {{0.075578 , 0.244216 , 0.066176 },{ 0.257853 , 0.162943 , -0.952345}},
10432 {{0.079538 , 0.223291 , 0.063668 },{ 0.257853 , 0.162943 , -0.952345}},
10433 {{0.049814 , 0.239948 , 0.058470 },{ 0.257853 , 0.162943 , -0.952345}},
10434 {{0.049814 , 0.239948 , 0.058470 },{ 0.266118 , 0.179325 , -0.947113}},
10435 {{0.079538 , 0.223291 , 0.063668 },{ 0.266118 , 0.179325 , -0.947113}},
10436 {{0.053942 , 0.219340 , 0.055728 },{ 0.266118 , 0.179325 , -0.947113}},
10437 {{0.049814 , 0.239948 , 0.058470 },{ -0.299813 , 0.066569 , -0.951673}},
10438 {{0.053942 , 0.219340 , 0.055728 },{ -0.299813 , 0.066569 , -0.951673}},
10439 {{0.027718 , 0.217545 , 0.063864 },{ -0.299813 , 0.066569 , -0.951673}},
10440 {{0.049814 , 0.239948 , 0.058470 },{ -0.272305 , 0.037073 , -0.961496}},
10441 {{0.027718 , 0.217545 , 0.063864 },{ -0.272305 , 0.037073 , -0.961496}},
10442 {{0.024201 , 0.238759 , 0.065678 },{ -0.272305 , 0.037073 , -0.961496}},
10443 {{-0.027009 , 0.782918 , 0.210036 },{ -0.943041 , -0.236648 , -0.233821}},
10444 {{-0.028190 , 0.772673 , 0.225168 },{ -0.943041 , -0.236648 , -0.233821}},
10445 {{-0.032511 , 0.788668 , 0.226407 },{ -0.943041 , -0.236648 , -0.233821}},
10446 {{-0.027009 , 0.782918 , 0.210036 },{ -0.952576 , -0.134926 , -0.272753}},
10447 {{-0.032511 , 0.788668 , 0.226407 },{ -0.952576 , -0.134926 , -0.272753}},
10448 {{-0.029320 , 0.797865 , 0.210713 },{ -0.952576 , -0.134926 , -0.272753}},
10449 {{-0.019428 , 0.807716 , 0.200046 },{ -0.695594 , -0.075185 , -0.714490}},
10450 {{-0.027009 , 0.782918 , 0.210036 },{ -0.695594 , -0.075185 , -0.714490}},
10451 {{-0.029320 , 0.797865 , 0.210713 },{ -0.695594 , -0.075185 , -0.714490}},
10452 {{-0.018551 , 0.794458 , 0.199260 },{ -0.779019 , -0.014369 , -0.626835}},
10453 {{-0.027009 , 0.782918 , 0.210036 },{ -0.779019 , -0.014369 , -0.626835}},
10454 {{-0.019428 , 0.807716 , 0.200046 },{ -0.779019 , -0.014369 , -0.626835}},
10455 {{0.014336 , 0.793259 , 0.261616 },{ 0.319046 , -0.225826 , 0.920441}},
10456 {{0.007955 , 0.771784 , 0.258559 },{ 0.319046 , -0.225826 , 0.920441}},
10457 {{0.022686 , 0.781587 , 0.255858 },{ 0.319046 , -0.225826 , 0.920441}},
10458 {{0.014336 , 0.793259 , 0.261616 },{ 0.227817 , -0.203248 , 0.952255}},
10459 {{-0.000992 , 0.785144 , 0.263551 },{ 0.227817 , -0.203248 , 0.952255}},
10460 {{0.007955 , 0.771784 , 0.258559 },{ 0.227817 , -0.203248 , 0.952255}},
10461 {{-0.000992 , 0.785144 , 0.263551 },{ -0.217902 , -0.466287 , 0.857377}},
10462 {{-0.016670 , 0.780892 , 0.257254 },{ -0.217902 , -0.466287 , 0.857377}},
10463 {{0.007955 , 0.771784 , 0.258559 },{ -0.217902 , -0.466287 , 0.857377}},
10464 {{-0.016670 , 0.780892 , 0.257254 },{ -0.172906 , -0.334758 , 0.926305}},
10465 {{-0.008186 , 0.766042 , 0.253471 },{ -0.172906 , -0.334758 , 0.926305}},
10466 {{0.007955 , 0.771784 , 0.258559 },{ -0.172906 , -0.334758 , 0.926305}},
10467 {{0.018944 , 0.738067 , 0.241853 },{ -0.377747 , -0.733298 , 0.565316}},
10468 {{0.002838 , 0.751623 , 0.248675 },{ -0.377747 , -0.733298 , 0.565316}},
10469 {{0.002770 , 0.738668 , 0.231825 },{ -0.377747 , -0.733298 , 0.565316}},
10470 {{0.002838 , 0.751623 , 0.248675 },{ -0.428604 , -0.715427 , 0.551781}},
10471 {{-0.011784 , 0.751764 , 0.237500 },{ -0.428604 , -0.715427 , 0.551781}},
10472 {{0.002770 , 0.738668 , 0.231825 },{ -0.428604 , -0.715427 , 0.551781}},
10473 {{0.002770 , 0.738668 , 0.231825 },{ -0.641451 , -0.759558 , 0.107759}},
10474 {{-0.011784 , 0.751764 , 0.237500 },{ -0.641451 , -0.759558 , 0.107759}},
10475 {{-0.021588 , 0.757965 , 0.222849 },{ -0.641451 , -0.759558 , 0.107759}},
10476 {{0.002770 , 0.738668 , 0.231825 },{ -0.657064 , -0.703929 , 0.269723}},
10477 {{-0.021588 , 0.757965 , 0.222849 },{ -0.657064 , -0.703929 , 0.269723}},
10478 {{-0.010427 , 0.745832 , 0.218373 },{ -0.657064 , -0.703929 , 0.269723}},
10479 {{-0.004993 , 0.783137 , 0.191684 },{ -0.482588 , 0.116493 , -0.868066}},
10480 {{-0.015532 , 0.769806 , 0.195754 },{ -0.482588 , 0.116493 , -0.868066}},
10481 {{-0.017674 , 0.781201 , 0.198474 },{ -0.482588 , 0.116493 , -0.868066}},
10482 {{-0.003566 , 0.792842 , 0.194867 },{ -0.483941 , 0.336148 , -0.807964}},
10483 {{-0.004993 , 0.783137 , 0.191684 },{ -0.483941 , 0.336148 , -0.807964}},
10484 {{-0.017674 , 0.781201 , 0.198474 },{ -0.483941 , 0.336148 , -0.807964}},
10485 {{0.013190 , 0.800140 , 0.198588 },{ 0.080459 , 0.299929 , -0.950562}},
10486 {{-0.004993 , 0.783137 , 0.191684 },{ 0.080459 , 0.299929 , -0.950562}},
10487 {{-0.003566 , 0.792842 , 0.194867 },{ 0.080459 , 0.299929 , -0.950562}},
10488 {{0.013190 , 0.800140 , 0.198588 },{ -0.238085 , 0.573026 , -0.784192}},
10489 {{0.009990 , 0.792258 , 0.193800 },{ -0.238085 , 0.573026 , -0.784192}},
10490 {{-0.004993 , 0.783137 , 0.191684 },{ -0.238085 , 0.573026 , -0.784192}},
10491 {{0.032296 , 0.770453 , 0.249026 },{ 0.526782 , -0.116182 , 0.842023}},
10492 {{0.034386 , 0.746794 , 0.244454 },{ 0.526782 , -0.116182 , 0.842023}},
10493 {{0.044427 , 0.760396 , 0.240049 },{ 0.526782 , -0.116182 , 0.842023}},
10494 {{0.032296 , 0.770453 , 0.249026 },{ 0.369601 , -0.144720 , 0.917851}},
10495 {{0.019036 , 0.758856 , 0.252537 },{ 0.369601 , -0.144720 , 0.917851}},
10496 {{0.034386 , 0.746794 , 0.244454 },{ 0.369601 , -0.144720 , 0.917851}},
10497 {{0.019036 , 0.758856 , 0.252537 },{ 0.032926 , -0.527131 , 0.849146}},
10498 {{0.002838 , 0.751623 , 0.248675 },{ 0.032926 , -0.527131 , 0.849146}},
10499 {{0.034386 , 0.746794 , 0.244454 },{ 0.032926 , -0.527131 , 0.849146}},
10500 {{0.002838 , 0.751623 , 0.248675 },{ 0.063822 , -0.387077 , 0.919836}},
10501 {{0.018944 , 0.738067 , 0.241853 },{ 0.063822 , -0.387077 , 0.919836}},
10502 {{0.034386 , 0.746794 , 0.244454 },{ 0.063822 , -0.387077 , 0.919836}},
10503 {{0.036949 , 0.786093 , 0.215308 },{ 0.921518 , 0.305100 , -0.240247}},
10504 {{0.036281 , 0.794544 , 0.223478 },{ 0.921518 , 0.305100 , -0.240247}},
10505 {{0.044399 , 0.774420 , 0.229060 },{ 0.921518 , 0.305100 , -0.240247}},
10506 {{0.036281 , 0.794544 , 0.223478 },{ 0.886569 , 0.414573 , 0.205245}},
10507 {{0.038107 , 0.783407 , 0.238086 },{ 0.886569 , 0.414573 , 0.205245}},
10508 {{0.044399 , 0.774420 , 0.229060 },{ 0.886569 , 0.414573 , 0.205245}},
10509 {{0.044399 , 0.774420 , 0.229060 },{ 0.847636 , 0.064524 , 0.526640}},
10510 {{0.038107 , 0.783407 , 0.238086 },{ 0.847636 , 0.064524 , 0.526640}},
10511 {{0.032296 , 0.770453 , 0.249026 },{ 0.847636 , 0.064524 , 0.526640}},
10512 {{0.044399 , 0.774420 , 0.229060 },{ 0.738154 , 0.417014 , 0.530310}},
10513 {{0.032296 , 0.770453 , 0.249026 },{ 0.738154 , 0.417014 , 0.530310}},
10514 {{0.044427 , 0.760396 , 0.240049 },{ 0.738154 , 0.417014 , 0.530310}},
10515 {{-0.021075 , 0.766693 , 0.240994 },{ -0.613323 , -0.505088 , 0.607224}},
10516 {{-0.008186 , 0.766042 , 0.253471 },{ -0.613323 , -0.505088 , 0.607224}},
10517 {{-0.016670 , 0.780892 , 0.257254 },{ -0.613323 , -0.505088 , 0.607224}},
10518 {{-0.021075 , 0.766693 , 0.240994 },{ -0.740505 , -0.393856 , 0.544546}},
10519 {{-0.016670 , 0.780892 , 0.257254 },{ -0.740505 , -0.393856 , 0.544546}},
10520 {{-0.027736 , 0.782539 , 0.243397 },{ -0.740505 , -0.393856 , 0.544546}},
10521 {{-0.032511 , 0.788668 , 0.226407 },{ -0.909940 , -0.399431 , 0.111644}},
10522 {{-0.021075 , 0.766693 , 0.240994 },{ -0.909940 , -0.399431 , 0.111644}},
10523 {{-0.027736 , 0.782539 , 0.243397 },{ -0.909940 , -0.399431 , 0.111644}},
10524 {{-0.028190 , 0.772673 , 0.225168 },{ -0.912196 , -0.270283 , 0.307971}},
10525 {{-0.021075 , 0.766693 , 0.240994 },{ -0.912196 , -0.270283 , 0.307971}},
10526 {{-0.032511 , 0.788668 , 0.226407 },{ -0.912196 , -0.270283 , 0.307971}},
10527 {{-0.019428 , 0.807716 , 0.200046 },{ -0.212268 , 0.043835 , -0.976228}},
10528 {{-0.003834 , 0.804324 , 0.196503 },{ -0.212268 , 0.043835 , -0.976228}},
10529 {{-0.018551 , 0.794458 , 0.199260 },{ -0.212268 , 0.043835 , -0.976228}},
10530 {{-0.004102 , 0.815805 , 0.198139 },{ -0.191737 , 0.134068 , -0.972246}},
10531 {{-0.003834 , 0.804324 , 0.196503 },{ -0.191737 , 0.134068 , -0.972246}},
10532 {{-0.019428 , 0.807716 , 0.200046 },{ -0.191737 , 0.134068 , -0.972246}},
10533 {{0.011652 , 0.820093 , 0.204354 },{ 0.329948 , 0.140717 , -0.933452}},
10534 {{-0.003834 , 0.804324 , 0.196503 },{ 0.329948 , 0.140717 , -0.933452}},
10535 {{-0.004102 , 0.815805 , 0.198139 },{ 0.329948 , 0.140717 , -0.933452}},
10536 {{0.011652 , 0.820093 , 0.204354 },{ 0.185442 , 0.285955 , -0.940128}},
10537 {{0.012421 , 0.810116 , 0.201471 },{ 0.185442 , 0.285955 , -0.940128}},
10538 {{-0.003834 , 0.804324 , 0.196503 },{ 0.185442 , 0.285955 , -0.940128}},
10539 {{0.011652 , 0.820093 , 0.204354 },{ 0.672785 , 0.252776 , -0.695317}},
10540 {{0.025491 , 0.809438 , 0.213871 },{ 0.672785 , 0.252776 , -0.695317}},
10541 {{0.012421 , 0.810116 , 0.201471 },{ 0.672785 , 0.252776 , -0.695317}},
10542 {{0.011652 , 0.820093 , 0.204354 },{ 0.715079 , 0.453937 , -0.531604}},
10543 {{0.022824 , 0.818538 , 0.218054 },{ 0.715079 , 0.453937 , -0.531604}},
10544 {{0.025491 , 0.809438 , 0.213871 },{ 0.715079 , 0.453937 , -0.531604}},
10545 {{0.025491 , 0.809438 , 0.213871 },{ 0.929897 , 0.338588 , -0.143702}},
10546 {{0.022824 , 0.818538 , 0.218054 },{ 0.929897 , 0.338588 , -0.143702}},
10547 {{0.027647 , 0.812466 , 0.234957 },{ 0.929897 , 0.338588 , -0.143702}},
10548 {{0.025491 , 0.809438 , 0.213871 },{ 0.818900 , 0.550372 , -0.162765}},
10549 {{0.027647 , 0.812466 , 0.234957 },{ 0.818900 , 0.550372 , -0.162765}},
10550 {{0.032694 , 0.803403 , 0.229704 },{ 0.818900 , 0.550372 , -0.162765}},
10551 {{0.095385 , 0.209612 , 0.144393 },{ 0.647972 , -0.059553 , 0.759333}},
10552 {{0.075485 , 0.207259 , 0.161190 },{ 0.647972 , -0.059553 , 0.759333}},
10553 {{0.075249 , 0.187733 , 0.159860 },{ 0.647972 , -0.059553 , 0.759333}},
10554 {{0.095385 , 0.209612 , 0.144393 },{ 0.654395 , -0.070008 , 0.752905}},
10555 {{0.075249 , 0.187733 , 0.159860 },{ 0.654395 , -0.070008 , 0.752905}},
10556 {{0.093890 , 0.188432 , 0.143723 },{ 0.654395 , -0.070008 , 0.752905}},
10557 {{0.105394 , 0.187395 , 0.118789 },{ 0.904087 , -0.077112 , 0.420333}},
10558 {{0.095385 , 0.209612 , 0.144393 },{ 0.904087 , -0.077112 , 0.420333}},
10559 {{0.093890 , 0.188432 , 0.143723 },{ 0.904087 , -0.077112 , 0.420333}},
10560 {{0.107255 , 0.209934 , 0.118593 },{ 0.906493 , -0.071228 , 0.416168}},
10561 {{0.095385 , 0.209612 , 0.144393 },{ 0.906493 , -0.071228 , 0.416168}},
10562 {{0.105394 , 0.187395 , 0.118789 },{ 0.906493 , -0.071228 , 0.416168}},
10563 {{0.055210 , 0.224708 , 0.164341 },{ -0.296844 , 0.068223 , 0.952486}},
10564 {{0.034221 , 0.243175 , 0.156477 },{ -0.296844 , 0.068223 , 0.952486}},
10565 {{0.035724 , 0.222895 , 0.158398 },{ -0.296844 , 0.068223 , 0.952486}},
10566 {{0.055210 , 0.224708 , 0.164341 },{ -0.298169 , 0.066590 , 0.952187}},
10567 {{0.053503 , 0.244233 , 0.162441 },{ -0.298169 , 0.066590 , 0.952187}},
10568 {{0.034221 , 0.243175 , 0.156477 },{ -0.298169 , 0.066590 , 0.952187}},
10569 {{0.073753 , 0.227336 , 0.159207 },{ 0.249825 , 0.115395 , 0.961390}},
10570 {{0.053503 , 0.244233 , 0.162441 },{ 0.249825 , 0.115395 , 0.961390}},
10571 {{0.055210 , 0.224708 , 0.164341 },{ 0.249825 , 0.115395 , 0.961390}},
10572 {{0.073753 , 0.227336 , 0.159207 },{ 0.247350 , 0.112235 , 0.962404}},
10573 {{0.072014 , 0.247298 , 0.157326 },{ 0.247350 , 0.112235 , 0.962404}},
10574 {{0.053503 , 0.244233 , 0.162441 },{ 0.247350 , 0.112235 , 0.962404}},
10575 {{0.031551 , 0.194400 , 0.060634 },{ -0.721783 , -0.247089 , -0.646511}},
10576 {{0.037103 , 0.173302 , 0.062499 },{ -0.721783 , -0.247089 , -0.646511}},
10577 {{0.009214 , 0.192973 , 0.086117 },{ -0.721783 , -0.247089 , -0.646511}},
10578 {{0.037103 , 0.173302 , 0.062499 },{ -0.723270 , -0.254814 , -0.641833}},
10579 {{0.015813 , 0.171061 , 0.087380 },{ -0.723270 , -0.254814 , -0.641833}},
10580 {{0.009214 , 0.192973 , 0.086117 },{ -0.723270 , -0.254814 , -0.641833}},
10581 {{0.009214 , 0.192973 , 0.086117 },{ -0.918226 , -0.291958 , -0.267623}},
10582 {{0.015813 , 0.171061 , 0.087380 },{ -0.918226 , -0.291958 , -0.267623}},
10583 {{0.006904 , 0.171425 , 0.117550 },{ -0.918226 , -0.291958 , -0.267623}},
10584 {{0.009214 , 0.192973 , 0.086117 },{ -0.926291 , -0.275578 , -0.256988}},
10585 {{0.006904 , 0.171425 , 0.117550 },{ -0.926291 , -0.275578 , -0.256988}},
10586 {{0.000391 , 0.193675 , 0.117166 },{ -0.926291 , -0.275578 , -0.256988}},
10587 {{0.027718 , 0.217545 , 0.063864 },{ -0.740916 , -0.065681 , -0.668378}},
10588 {{0.004255 , 0.240893 , 0.087579 },{ -0.740916 , -0.065681 , -0.668378}},
10589 {{0.024201 , 0.238759 , 0.065678 },{ -0.740916 , -0.065681 , -0.668378}},
10590 {{0.027718 , 0.217545 , 0.063864 },{ -0.744646 , -0.074611 , -0.663277}},
10591 {{0.006625 , 0.217844 , 0.087511 },{ -0.744646 , -0.074611 , -0.663277}},
10592 {{0.004255 , 0.240893 , 0.087579 },{ -0.744646 , -0.074611 , -0.663277}},
10593 {{0.006625 , 0.217844 , 0.087511 },{ -0.963220 , -0.098305 , -0.250089}},
10594 {{-0.001101 , 0.219319 , 0.116688 },{ -0.963220 , -0.098305 , -0.250089}},
10595 {{0.004255 , 0.240893 , 0.087579 },{ -0.963220 , -0.098305 , -0.250089}},
10596 {{0.004255 , 0.240893 , 0.087579 },{ -0.970546 , -0.070063 , -0.230505}},
10597 {{-0.001101 , 0.219319 , 0.116688 },{ -0.970546 , -0.070063 , -0.230505}},
10598 {{-0.002482 , 0.243460 , 0.115165 },{ -0.970546 , -0.070063 , -0.230505}},
10599 {{0.056888 , 0.205264 , 0.166504 },{ -0.281747 , -0.100249 , 0.954237}},
10600 {{0.037205 , 0.202471 , 0.160399 },{ -0.281747 , -0.100249 , 0.954237}},
10601 {{0.039781 , 0.183133 , 0.159128 },{ -0.281747 , -0.100249 , 0.954237}},
10602 {{0.056888 , 0.205264 , 0.166504 },{ -0.290649 , -0.092730 , 0.952326}},
10603 {{0.039781 , 0.183133 , 0.159128 },{ -0.290649 , -0.092730 , 0.952326}},
10604 {{0.057899 , 0.186372 , 0.164973 },{ -0.290649 , -0.092730 , 0.952326}},
10605 {{0.056888 , 0.205264 , 0.166504 },{ 0.286613 , -0.062138 , 0.956029}},
10606 {{0.057899 , 0.186372 , 0.164973 },{ 0.286613 , -0.062138 , 0.956029}},
10607 {{0.075249 , 0.187733 , 0.159860 },{ 0.286613 , -0.062138 , 0.956029}},
10608 {{0.075485 , 0.207259 , 0.161190 },{ 0.280898 , -0.068599 , 0.957283}},
10609 {{0.056888 , 0.205264 , 0.166504 },{ 0.280898 , -0.068599 , 0.957283}},
10610 {{0.075249 , 0.187733 , 0.159860 },{ 0.280898 , -0.068599 , 0.957283}},
10611 {{0.095979 , 0.251317 , 0.089014 },{ 0.958650 , 0.054451 , -0.279330}},
10612 {{0.103941 , 0.255979 , 0.117248 },{ 0.958650 , 0.054451 , -0.279330}},
10613 {{0.105539 , 0.233642 , 0.118378 },{ 0.958650 , 0.054451 , -0.279330}},
10614 {{0.098750 , 0.229461 , 0.088250 },{ 0.963186 , 0.130336 , -0.235130}},
10615 {{0.095979 , 0.251317 , 0.089014 },{ 0.963186 , 0.130336 , -0.235130}},
10616 {{0.105539 , 0.233642 , 0.118378 },{ 0.963186 , 0.130336 , -0.235130}},
10617 {{0.079538 , 0.223291 , 0.063668 },{ 0.767529 , 0.119326 , -0.629810}},
10618 {{0.095979 , 0.251317 , 0.089014 },{ 0.767529 , 0.119326 , -0.629810}},
10619 {{0.098750 , 0.229461 , 0.088250 },{ 0.767529 , 0.119326 , -0.629810}},
10620 {{0.079538 , 0.223291 , 0.063668 },{ 0.694572 , 0.213779 , -0.686926}},
10621 {{0.075578 , 0.244216 , 0.066176 },{ 0.694572 , 0.213779 , -0.686926}},
10622 {{0.095979 , 0.251317 , 0.089014 },{ 0.694572 , 0.213779 , -0.686926}},
10623 {{0.074577 , 0.480067 , -0.008360 },{ -0.647670 , 0.228854 , 0.726739}},
10624 {{0.081808 , 0.456810 , 0.005408 },{ -0.647670 , 0.228854 , 0.726739}},
10625 {{0.091177 , 0.459759 , 0.012829 },{ -0.647670 , 0.228854 , 0.726739}},
10626 {{0.085573 , 0.482732 , -0.000628 },{ -0.596470 , 0.292361 , 0.747495}},
10627 {{0.074577 , 0.480067 , -0.008360 },{ -0.596470 , 0.292361 , 0.747495}},
10628 {{0.091177 , 0.459759 , 0.012829 },{ -0.596470 , 0.292361 , 0.747495}},
10629 {{0.096570 , 0.485396 , 0.007103 },{ -0.596373 , 0.292417 , 0.747550}},
10630 {{0.085573 , 0.482732 , -0.000628 },{ -0.596373 , 0.292417 , 0.747550}},
10631 {{0.091177 , 0.459759 , 0.012829 },{ -0.596373 , 0.292417 , 0.747550}},
10632 {{0.096570 , 0.485396 , 0.007103 },{ -0.816972 , 0.283961 , 0.501920}},
10633 {{0.091177 , 0.459759 , 0.012829 },{ -0.816972 , 0.283961 , 0.501920}},
10634 {{0.098434 , 0.464157 , 0.022153 },{ -0.816972 , 0.283961 , 0.501920}},
10635 {{-0.017819 , 0.555487 , 0.055281 },{ 0.159682 , -0.403010 , -0.901157}},
10636 {{0.020605 , 0.536607 , 0.070533 },{ 0.159682 , -0.403010 , -0.901157}},
10637 {{0.031451 , 0.520563 , 0.079630 },{ 0.159682 , -0.403010 , -0.901157}},
10638 {{-0.017819 , 0.555487 , 0.055281 },{ 0.072370 , -0.499703 , -0.863168}},
10639 {{0.031451 , 0.520563 , 0.079630 },{ 0.072370 , -0.499703 , -0.863168}},
10640 {{0.005602 , 0.531293 , 0.071251 },{ 0.072370 , -0.499703 , -0.863168}},
10641 {{0.031451 , 0.520563 , 0.079630 },{ -0.317620 , -0.463130 , -0.827423}},
10642 {{0.054116 , 0.518406 , 0.072137 },{ -0.317620 , -0.463130 , -0.827423}},
10643 {{0.058257 , 0.506065 , 0.077455 },{ -0.317620 , -0.463130 , -0.827423}},
10644 {{0.020605 , 0.536607 , 0.070533 },{ -0.299540 , -0.615727 , -0.728804}},
10645 {{0.054116 , 0.518406 , 0.072137 },{ -0.299540 , -0.615727 , -0.728804}},
10646 {{0.031451 , 0.520563 , 0.079630 },{ -0.299540 , -0.615727 , -0.728804}},
10647 {{-0.052642 , 0.744331 , 0.031257 },{ -0.803856 , 0.504359 , 0.315339}},
10648 {{-0.046181 , 0.743699 , 0.048738 },{ -0.803856 , 0.504359 , 0.315339}},
10649 {{-0.041493 , 0.752712 , 0.046273 },{ -0.803856 , 0.504359 , 0.315339}},
10650 {{-0.047566 , 0.754920 , 0.028609 },{ -0.812645 , 0.474246 , 0.338672}},
10651 {{-0.052642 , 0.744331 , 0.031257 },{ -0.812645 , 0.474246 , 0.338672}},
10652 {{-0.041493 , 0.752712 , 0.046273 },{ -0.812645 , 0.474246 , 0.338672}},
10653 {{-0.050830 , 0.755253 , 0.010582 },{ -0.872301 , 0.459772 , 0.166434}},
10654 {{-0.052642 , 0.744331 , 0.031257 },{ -0.872301 , 0.459772 , 0.166434}},
10655 {{-0.047566 , 0.754920 , 0.028609 },{ -0.872301 , 0.459772 , 0.166434}},
10656 {{-0.050830 , 0.755253 , 0.010582 },{ -0.857265 , 0.482481 , 0.179748}},
10657 {{-0.056670 , 0.743880 , 0.013257 },{ -0.857265 , 0.482481 , 0.179748}},
10658 {{-0.052642 , 0.744331 , 0.031257 },{ -0.857265 , 0.482481 , 0.179748}},
10659 {{-0.056361 , 0.741294 , -0.004136 },{ -0.894270 , 0.440079 , -0.081317}},
10660 {{-0.056670 , 0.743880 , 0.013257 },{ -0.894270 , 0.440079 , -0.081317}},
10661 {{-0.050830 , 0.755253 , 0.010582 },{ -0.894270 , 0.440079 , -0.081317}},
10662 {{-0.048747 , 0.751742 , -0.006529 },{ -0.812380 , 0.543817 , -0.210479}},
10663 {{-0.056361 , 0.741294 , -0.004136 },{ -0.812380 , 0.543817 , -0.210479}},
10664 {{-0.050830 , 0.755253 , 0.010582 },{ -0.812380 , 0.543817 , -0.210479}},
10665 {{-0.043708 , 0.746506 , -0.022457 },{ -0.780916 , 0.476624 , -0.403733}},
10666 {{-0.056361 , 0.741294 , -0.004136 },{ -0.780916 , 0.476624 , -0.403733}},
10667 {{-0.048747 , 0.751742 , -0.006529 },{ -0.780916 , 0.476624 , -0.403733}},
10668 {{-0.043708 , 0.746506 , -0.022457 },{ -0.671018 , 0.691850 , -0.266607}},
10669 {{-0.053503 , 0.737762 , -0.020495 },{ -0.671018 , 0.691850 , -0.266607}},
10670 {{-0.056361 , 0.741294 , -0.004136 },{ -0.671018 , 0.691850 , -0.266607}},
10671 {{0.013486 , 0.553962 , 0.043428 },{ 0.311035 , 0.659201 , 0.684625}},
10672 {{0.018117 , 0.531367 , 0.063080 },{ 0.311035 , 0.659201 , 0.684625}},
10673 {{0.034230 , 0.547345 , 0.040375 },{ 0.311035 , 0.659201 , 0.684625}},
10674 {{0.034230 , 0.547345 , 0.040375 },{ 0.393499 , 0.596828 , 0.699253}},
10675 {{0.018117 , 0.531367 , 0.063080 },{ 0.393499 , 0.596828 , 0.699253}},
10676 {{0.033852 , 0.530546 , 0.054926 },{ 0.393499 , 0.596828 , 0.699253}},
10677 {{0.018117 , 0.531367 , 0.063080 },{ 0.368469 , 0.733608 , 0.571008}},
10678 {{-0.017819 , 0.555487 , 0.055281 },{ 0.368469 , 0.733608 , 0.571008}},
10679 {{0.005602 , 0.531293 , 0.071251 },{ 0.368469 , 0.733608 , 0.571008}},
10680 {{-0.017819 , 0.555487 , 0.055281 },{ 0.293691 , 0.660879 , 0.690641}},
10681 {{0.018117 , 0.531367 , 0.063080 },{ 0.293691 , 0.660879 , 0.690641}},
10682 {{0.013486 , 0.553962 , 0.043428 },{ 0.293691 , 0.660879 , 0.690641}},
10683 {{0.096570 , 0.485396 , 0.007103 },{ -0.904871 , -0.296117 , -0.305816}},
10684 {{0.098434 , 0.464157 , 0.022153 },{ -0.904871 , -0.296117 , -0.305816}},
10685 {{0.080534 , 0.485823 , 0.054138 },{ -0.904871 , -0.296117 , -0.305816}},
10686 {{0.096570 , 0.485396 , 0.007103 },{ -0.902037 , -0.305694 , -0.304763}},
10687 {{0.080534 , 0.485823 , 0.054138 },{ -0.902037 , -0.305694 , -0.304763}},
10688 {{0.077800 , 0.501561 , 0.046444 },{ -0.902037 , -0.305694 , -0.304763}},
10689 {{0.077800 , 0.501561 , 0.046444 },{ -0.791095 , -0.374047 , -0.484002}},
10690 {{0.080534 , 0.485823 , 0.054138 },{ -0.791095 , -0.374047 , -0.484002}},
10691 {{0.054116 , 0.518406 , 0.072137 },{ -0.791095 , -0.374047 , -0.484002}},
10692 {{0.080534 , 0.485823 , 0.054138 },{ -0.808634 , -0.439745 , -0.390815}},
10693 {{0.058257 , 0.506065 , 0.077455 },{ -0.808634 , -0.439745 , -0.390815}},
10694 {{0.054116 , 0.518406 , 0.072137 },{ -0.808634 , -0.439745 , -0.390815}},
10695 {{-0.023772 , 0.750139 , 0.046539 },{ 0.058757 , 0.247595 , 0.967080}},
10696 {{-0.034197 , 0.742735 , 0.049068 },{ 0.058757 , 0.247595 , 0.967080}},
10697 {{-0.021949 , 0.741754 , 0.048575 },{ 0.058757 , 0.247595 , 0.967080}},
10698 {{-0.023772 , 0.750139 , 0.046539 },{ 0.064093 , 0.240572 , 0.968513}},
10699 {{-0.032617 , 0.751485 , 0.046790 },{ 0.064093 , 0.240572 , 0.968513}},
10700 {{-0.034197 , 0.742735 , 0.049068 },{ 0.064093 , 0.240572 , 0.968513}},
10701 {{-0.041493 , 0.752712 , 0.046273 },{ -0.020990 , 0.255436 , 0.966598}},
10702 {{-0.034197 , 0.742735 , 0.049068 },{ -0.020990 , 0.255436 , 0.966598}},
10703 {{-0.032617 , 0.751485 , 0.046790 },{ -0.020990 , 0.255436 , 0.966598}},
10704 {{-0.041493 , 0.752712 , 0.046273 },{ -0.005122 , 0.266280 , 0.963882}},
10705 {{-0.046181 , 0.743699 , 0.048738 },{ -0.005122 , 0.266280 , 0.963882}},
10706 {{-0.034197 , 0.742735 , 0.049068 },{ -0.005122 , 0.266280 , 0.963882}},
10707 {{-0.032778 , 0.745383 , -0.023287 },{ -0.023258 , -0.161484 , -0.986601}},
10708 {{-0.022044 , 0.744283 , -0.023360 },{ -0.023258 , -0.161484 , -0.986601}},
10709 {{-0.042740 , 0.736737 , -0.021637 },{ -0.023258 , -0.161484 , -0.986601}},
10710 {{-0.022044 , 0.744283 , -0.023360 },{ -0.045119 , -0.103136 , -0.993643}},
10711 {{-0.031598 , 0.735832 , -0.022049 },{ -0.045119 , -0.103136 , -0.993643}},
10712 {{-0.042740 , 0.736737 , -0.021637 },{ -0.045119 , -0.103136 , -0.993643}},
10713 {{-0.043708 , 0.746506 , -0.022457 },{ -0.113919 , -0.094304 , -0.989004}},
10714 {{-0.042740 , 0.736737 , -0.021637 },{ -0.113919 , -0.094304 , -0.989004}},
10715 {{-0.053503 , 0.737762 , -0.020495 },{ -0.113919 , -0.094304 , -0.989004}},
10716 {{-0.043708 , 0.746506 , -0.022457 },{ -0.084764 , -0.091681 , -0.992174}},
10717 {{-0.032778 , 0.745383 , -0.023287 },{ -0.084764 , -0.091681 , -0.992174}},
10718 {{-0.042740 , 0.736737 , -0.021637 },{ -0.084764 , -0.091681 , -0.992174}},
10719 {{-0.002482 , 0.243460 , 0.115165 },{ -0.865711 , -0.017966 , 0.500222}},
10720 {{-0.001101 , 0.219319 , 0.116688 },{ -0.865711 , -0.017966 , 0.500222}},
10721 {{0.011533 , 0.243569 , 0.139424 },{ -0.865711 , -0.017966 , 0.500222}},
10722 {{-0.001101 , 0.219319 , 0.116688 },{ -0.871902 , -0.004835 , 0.489657}},
10723 {{0.012776 , 0.221051 , 0.141415 },{ -0.871902 , -0.004835 , 0.489657}},
10724 {{0.011533 , 0.243569 , 0.139424 },{ -0.871902 , -0.004835 , 0.489657}},
10725 {{0.011533 , 0.243569 , 0.139424 },{ -0.596417 , 0.037969 , 0.801776}},
10726 {{0.012776 , 0.221051 , 0.141415 },{ -0.596417 , 0.037969 , 0.801776}},
10727 {{0.035724 , 0.222895 , 0.158398 },{ -0.596417 , 0.037969 , 0.801776}},
10728 {{0.011533 , 0.243569 , 0.139424 },{ -0.600195 , 0.031226 , 0.799244}},
10729 {{0.035724 , 0.222895 , 0.158398 },{ -0.600195 , 0.031226 , 0.799244}},
10730 {{0.034221 , 0.243175 , 0.156477 },{ -0.600195 , 0.031226 , 0.799244}},
10731 {{-0.051858 , 0.736978 , -0.118896 },{ -0.137007 , -0.041715 , -0.989691}},
10732 {{-0.044645 , 0.726503 , -0.119453 },{ -0.137007 , -0.041715 , -0.989691}},
10733 {{-0.056575 , 0.727654 , -0.117850 },{ -0.137007 , -0.041715 , -0.989691}},
10734 {{-0.051858 , 0.736978 , -0.118896 },{ -0.096145 , -0.013281 , -0.995279}},
10735 {{-0.044601 , 0.736601 , -0.119592 },{ -0.096145 , -0.013281 , -0.995279}},
10736 {{-0.044645 , 0.726503 , -0.119453 },{ -0.096145 , -0.013281 , -0.995279}},
10737 {{-0.044601 , 0.736601 , -0.119592 },{ -0.007392 , -0.013731 , -0.999878}},
10738 {{-0.037150 , 0.736158 , -0.119641 },{ -0.007392 , -0.013731 , -0.999878}},
10739 {{-0.044645 , 0.726503 , -0.119453 },{ -0.007392 , -0.013731 , -0.999878}},
10740 {{-0.037150 , 0.736158 , -0.119641 },{ -0.072651 , 0.036991 , -0.996671}},
10741 {{-0.032279 , 0.725436 , -0.120394 },{ -0.072651 , 0.036991 , -0.996671}},
10742 {{-0.044645 , 0.726503 , -0.119453 },{ -0.072651 , 0.036991 , -0.996671}},
10743 {{-0.079449 , 0.181289 , -0.063086 },{ -0.230058 , -0.518050 , 0.823831}},
10744 {{-0.107483 , 0.180374 , -0.071490 },{ -0.230058 , -0.518050 , 0.823831}},
10745 {{-0.102240 , 0.163727 , -0.080494 },{ -0.230058 , -0.518050 , 0.823831}},
10746 {{-0.079449 , 0.181289 , -0.063086 },{ -0.207035 , -0.539983 , 0.815815}},
10747 {{-0.102240 , 0.163727 , -0.080494 },{ -0.207035 , -0.539983 , 0.815815}},
10748 {{-0.075496 , 0.163165 , -0.074079 },{ -0.207035 , -0.539983 , 0.815815}},
10749 {{-0.079449 , 0.181289 , -0.063086 },{ 0.222071 , -0.469789 , 0.854390}},
10750 {{-0.075496 , 0.163165 , -0.074079 },{ 0.222071 , -0.469789 , 0.854390}},
10751 {{-0.048242 , 0.167704 , -0.078667 },{ 0.222071 , -0.469789 , 0.854390}},
10752 {{-0.050959 , 0.187111 , -0.066293 },{ 0.198051 , -0.507108 , 0.838819}},
10753 {{-0.079449 , 0.181289 , -0.063086 },{ 0.198051 , -0.507108 , 0.838819}},
10754 {{-0.048242 , 0.167704 , -0.078667 },{ 0.198051 , -0.507108 , 0.838819}},
10755 {{-0.036719 , 0.222151 , -0.145040 },{ 0.929975 , 0.245451 , -0.273680}},
10756 {{-0.027037 , 0.213821 , -0.119611 },{ 0.929975 , 0.245451 , -0.273680}},
10757 {{-0.025199 , 0.195300 , -0.129976 },{ 0.929975 , 0.245451 , -0.273680}},
10758 {{-0.034018 , 0.203602 , -0.153948 },{ 0.932324 , 0.257630 , -0.253768}},
10759 {{-0.036719 , 0.222151 , -0.145040 },{ 0.932324 , 0.257630 , -0.253768}},
10760 {{-0.025199 , 0.195300 , -0.129976 },{ 0.932324 , 0.257630 , -0.253768}},
10761 {{-0.036719 , 0.222151 , -0.145040 },{ 0.525066 , 0.429350 , -0.734823}},
10762 {{-0.034018 , 0.203602 , -0.153948 },{ 0.525066 , 0.429350 , -0.734823}},
10763 {{-0.054663 , 0.205356 , -0.167675 },{ 0.525066 , 0.429350 , -0.734823}},
10764 {{-0.058939 , 0.224477 , -0.160113 },{ 0.540819 , 0.411149 , -0.733806}},
10765 {{-0.036719 , 0.222151 , -0.145040 },{ 0.540819 , 0.411149 , -0.733806}},
10766 {{-0.054663 , 0.205356 , -0.167675 },{ 0.540819 , 0.411149 , -0.733806}},
10767 {{-0.148356 , 0.850811 , -0.194188 },{ -0.131975 , -0.312592 , 0.940675}},
10768 {{-0.157533 , 0.836678 , -0.200172 },{ -0.131975 , -0.312592 , 0.940675}},
10769 {{-0.141031 , 0.842052 , -0.196071 },{ -0.131975 , -0.312592 , 0.940675}},
10770 {{-0.148356 , 0.850811 , -0.194188 },{ -0.388095 , -0.134067 , 0.911816}},
10771 {{-0.163689 , 0.845514 , -0.201493 },{ -0.388095 , -0.134067 , 0.911816}},
10772 {{-0.157533 , 0.836678 , -0.200172 },{ -0.388095 , -0.134067 , 0.911816}},
10773 {{-0.174568 , 0.840858 , -0.215905 },{ -0.676663 , -0.376863 , 0.632535}},
10774 {{-0.157533 , 0.836678 , -0.200172 },{ -0.676663 , -0.376863 , 0.632535}},
10775 {{-0.163689 , 0.845514 , -0.201493 },{ -0.676663 , -0.376863 , 0.632535}},
10776 {{-0.174568 , 0.840858 , -0.215905 },{ -0.678638 , -0.001235 , 0.734472}},
10777 {{-0.170238 , 0.830837 , -0.211921 },{ -0.678638 , -0.001235 , 0.734472}},
10778 {{-0.157533 , 0.836678 , -0.200172 },{ -0.678638 , -0.001235 , 0.734472}},
10779 {{-0.171280 , 0.808841 , -0.241371 },{ -0.728343 , -0.672512 , 0.131320}},
10780 {{-0.164201 , 0.806517 , -0.214010 },{ -0.728343 , -0.672512 , 0.131320}},
10781 {{-0.172789 , 0.813934 , -0.223658 },{ -0.728343 , -0.672512 , 0.131320}},
10782 {{-0.171280 , 0.808841 , -0.241371 },{ -0.967901 , 0.008888 , 0.251176}},
10783 {{-0.167634 , 0.798493 , -0.226955 },{ -0.967901 , 0.008888 , 0.251176}},
10784 {{-0.164201 , 0.806517 , -0.214010 },{ -0.967901 , 0.008888 , 0.251176}},
10785 {{-0.163735 , 0.822009 , -0.208025 },{ -0.466545 , -0.306501 , 0.829694}},
10786 {{-0.164201 , 0.806517 , -0.214010 },{ -0.466545 , -0.306501 , 0.829694}},
10787 {{-0.152886 , 0.815565 , -0.204305 },{ -0.466545 , -0.306501 , 0.829694}},
10788 {{-0.172789 , 0.813934 , -0.223658 },{ -0.802097 , -0.194065 , 0.564782}},
10789 {{-0.164201 , 0.806517 , -0.214010 },{ -0.802097 , -0.194065 , 0.564782}},
10790 {{-0.163735 , 0.822009 , -0.208025 },{ -0.802097 , -0.194065 , 0.564782}},
10791 {{-0.126779 , 0.814566 , -0.264848 },{ 0.713724 , -0.466836 , -0.522170}},
10792 {{-0.113656 , 0.821464 , -0.253078 },{ 0.713724 , -0.466836 , -0.522170}},
10793 {{-0.132052 , 0.795488 , -0.254999 },{ 0.713724 , -0.466836 , -0.522170}},
10794 {{-0.113656 , 0.821464 , -0.253078 },{ 0.346904 , -0.177567 , -0.920939}},
10795 {{-0.115998 , 0.803684 , -0.250532 },{ 0.346904 , -0.177567 , -0.920939}},
10796 {{-0.132052 , 0.795488 , -0.254999 },{ 0.346904 , -0.177567 , -0.920939}},
10797 {{-0.144572 , 0.809060 , -0.265402 },{ 0.031740 , -0.589434 , -0.807193}},
10798 {{-0.132052 , 0.795488 , -0.254999 },{ 0.031740 , -0.589434 , -0.807193}},
10799 {{-0.148205 , 0.791137 , -0.252457 },{ 0.031740 , -0.589434 , -0.807193}},
10800 {{-0.126779 , 0.814566 , -0.264848 },{ 0.178145 , -0.489819 , -0.853430}},
10801 {{-0.132052 , 0.795488 , -0.254999 },{ 0.178145 , -0.489819 , -0.853430}},
10802 {{-0.144572 , 0.809060 , -0.265402 },{ 0.178145 , -0.489819 , -0.853430}},
10803 {{-0.136529 , 0.219448 , -0.116172 },{ -0.982830 , -0.176172 , -0.054846}},
10804 {{-0.135572 , 0.206978 , -0.093266 },{ -0.982830 , -0.176172 , -0.054846}},
10805 {{-0.140584 , 0.239813 , -0.108922 },{ -0.982830 , -0.176172 , -0.054846}},
10806 {{-0.140584 , 0.239813 , -0.108922 },{ -0.984422 , -0.170580 , -0.042610}},
10807 {{-0.135572 , 0.206978 , -0.093266 },{ -0.984422 , -0.170580 , -0.042610}},
10808 {{-0.139250 , 0.226395 , -0.086025 },{ -0.984422 , -0.170580 , -0.042610}},
10809 {{-0.125591 , 0.232349 , -0.137262 },{ -0.886213 , -0.023362 , -0.462689}},
10810 {{-0.140584 , 0.239813 , -0.108922 },{ -0.886213 , -0.023362 , -0.462689}},
10811 {{-0.130175 , 0.252926 , -0.129521 },{ -0.886213 , -0.023362 , -0.462689}},
10812 {{-0.125591 , 0.232349 , -0.137262 },{ -0.885018 , -0.010524 , -0.465438}},
10813 {{-0.136529 , 0.219448 , -0.116172 },{ -0.885018 , -0.010524 , -0.465438}},
10814 {{-0.140584 , 0.239813 , -0.108922 },{ -0.885018 , -0.010524 , -0.465438}},
10815 {{-0.058939 , 0.224477 , -0.160113 },{ -0.067397 , 0.353860 , -0.932867}},
10816 {{-0.054663 , 0.205356 , -0.167675 },{ -0.067397 , 0.353860 , -0.932867}},
10817 {{-0.090955 , 0.220235 , -0.159409 },{ -0.067397 , 0.353860 , -0.932867}},
10818 {{-0.090955 , 0.220235 , -0.159409 },{ -0.106434 , 0.271754 , -0.956463}},
10819 {{-0.054663 , 0.205356 , -0.167675 },{ -0.106434 , 0.271754 , -0.956463}},
10820 {{-0.084634 , 0.200136 , -0.165823 },{ -0.106434 , 0.271754 , -0.956463}},
10821 {{-0.090955 , 0.220235 , -0.159409 },{ -0.482689 , 0.124827 , -0.866850}},
10822 {{-0.084634 , 0.200136 , -0.165823 },{ -0.482689 , 0.124827 , -0.866850}},
10823 {{-0.111811 , 0.190775 , -0.152038 },{ -0.482689 , 0.124827 , -0.866850}},
10824 {{-0.090955 , 0.220235 , -0.159409 },{ -0.438238 , 0.086390 , -0.894698}},
10825 {{-0.111811 , 0.190775 , -0.152038 },{ -0.438238 , 0.086390 , -0.894698}},
10826 {{-0.119639 , 0.211164 , -0.146235 },{ -0.438238 , 0.086390 , -0.894698}},
10827 {{-0.049393 , 0.255199 , -0.121422 },{ 0.506520 , 0.594595 , -0.624415}},
10828 {{-0.043994 , 0.239256 , -0.132224 },{ 0.506520 , 0.594595 , -0.624415}},
10829 {{-0.066170 , 0.242125 , -0.147481 },{ 0.506520 , 0.594595 , -0.624415}},
10830 {{-0.071592 , 0.258623 , -0.136788 },{ 0.522857 , 0.577945 , -0.626579}},
10831 {{-0.049393 , 0.255199 , -0.121422 },{ 0.522857 , 0.577945 , -0.626579}},
10832 {{-0.066170 , 0.242125 , -0.147481 },{ 0.522857 , 0.577945 , -0.626579}},
10833 {{-0.049393 , 0.255199 , -0.121422 },{ 0.871230 , 0.418061 , -0.257260}},
10834 {{-0.039403 , 0.249094 , -0.097511 },{ 0.871230 , 0.418061 , -0.257260}},
10835 {{-0.034170 , 0.231990 , -0.107584 },{ 0.871230 , 0.418061 , -0.257260}},
10836 {{-0.043994 , 0.239256 , -0.132224 },{ 0.870555 , 0.441721 , -0.216834}},
10837 {{-0.049393 , 0.255199 , -0.121422 },{ 0.870555 , 0.441721 , -0.216834}},
10838 {{-0.034170 , 0.231990 , -0.107584 },{ 0.870555 , 0.441721 , -0.216834}},
10839 {{-0.143523 , 0.845198 , -0.265629 },{ 0.239343 , -0.013026 , -0.970848}},
10840 {{-0.127483 , 0.832552 , -0.261505 },{ 0.239343 , -0.013026 , -0.970848}},
10841 {{-0.144048 , 0.827129 , -0.265516 },{ 0.239343 , -0.013026 , -0.970848}},
10842 {{-0.128187 , 0.850538 , -0.258163 },{ 0.377926 , 0.183414 , -0.907486}},
10843 {{-0.127483 , 0.832552 , -0.261505 },{ 0.377926 , 0.183414 , -0.907486}},
10844 {{-0.143523 , 0.845198 , -0.265629 },{ 0.377926 , 0.183414 , -0.907486}},
10845 {{-0.127483 , 0.832552 , -0.261505 },{ 0.767522 , 0.146020 , -0.624170}},
10846 {{-0.128187 , 0.850538 , -0.258163 },{ 0.767522 , 0.146020 , -0.624170}},
10847 {{-0.117272 , 0.855262 , -0.243636 },{ 0.767522 , 0.146020 , -0.624170}},
10848 {{-0.117272 , 0.855262 , -0.243636 },{ 0.527211 , 0.366257 , -0.766750}},
10849 {{-0.114635 , 0.838539 , -0.249811 },{ 0.527211 , 0.366257 , -0.766750}},
10850 {{-0.127483 , 0.832552 , -0.261505 },{ 0.527211 , 0.366257 , -0.766750}},
10851 {{-0.112633 , 0.846149 , -0.215311 },{ 0.741070 , 0.006403 , 0.671397}},
10852 {{-0.118772 , 0.858214 , -0.208650 },{ 0.741070 , 0.006403 , 0.671397}},
10853 {{-0.124604 , 0.845445 , -0.202091 },{ 0.741070 , 0.006403 , 0.671397}},
10854 {{-0.118772 , 0.858214 , -0.208650 },{ 0.638845 , 0.100044 , 0.762802}},
10855 {{-0.131798 , 0.855433 , -0.197376 },{ 0.638845 , 0.100044 , 0.762802}},
10856 {{-0.124604 , 0.845445 , -0.202091 },{ 0.638845 , 0.100044 , 0.762802}},
10857 {{-0.131798 , 0.855433 , -0.197376 },{ 0.251798 , -0.258852 , 0.932520}},
10858 {{-0.148356 , 0.850811 , -0.194188 },{ 0.251798 , -0.258852 , 0.932520}},
10859 {{-0.124604 , 0.845445 , -0.202091 },{ 0.251798 , -0.258852 , 0.932520}},
10860 {{-0.148356 , 0.850811 , -0.194188 },{ 0.329757 , 0.073432 , 0.941206}},
10861 {{-0.141031 , 0.842052 , -0.196071 },{ 0.329757 , 0.073432 , 0.941206}},
10862 {{-0.124604 , 0.845445 , -0.202091 },{ 0.329757 , 0.073432 , 0.941206}},
10863 {{-0.113656 , 0.821464 , -0.253078 },{ 0.695823 , -0.190803 , -0.692405}},
10864 {{-0.103317 , 0.813604 , -0.240522 },{ 0.695823 , -0.190803 , -0.692405}},
10865 {{-0.115998 , 0.803684 , -0.250532 },{ 0.695823 , -0.190803 , -0.692405}},
10866 {{-0.113656 , 0.821464 , -0.253078 },{ 0.814711 , 0.205431 , -0.542258}},
10867 {{-0.105685 , 0.828731 , -0.238349 },{ 0.814711 , 0.205431 , -0.542258}},
10868 {{-0.103317 , 0.813604 , -0.240522 },{ 0.814711 , 0.205431 , -0.542258}},
10869 {{-0.103317 , 0.813604 , -0.240522 },{ 0.986259 , 0.160192 , -0.040391}},
10870 {{-0.105685 , 0.828731 , -0.238349 },{ 0.986259 , 0.160192 , -0.040391}},
10871 {{-0.105899 , 0.834273 , -0.221595 },{ 0.986259 , 0.160192 , -0.040391}},
10872 {{-0.097975 , 0.822777 , -0.227124 },{ 0.476157 , 0.625484 , -0.618097}},
10873 {{-0.103317 , 0.813604 , -0.240522 },{ 0.476157 , 0.625484 , -0.618097}},
10874 {{-0.105899 , 0.834273 , -0.221595 },{ 0.476157 , 0.625484 , -0.618097}},
10875 {{-0.161184 , 0.792753 , -0.241440 },{ -0.835791 , -0.523793 , -0.164603}},
10876 {{-0.167634 , 0.798493 , -0.226955 },{ -0.835791 , -0.523793 , -0.164603}},
10877 {{-0.171280 , 0.808841 , -0.241371 },{ -0.835791 , -0.523793 , -0.164603}},
10878 {{-0.160640 , 0.807184 , -0.256431 },{ -0.745951 , -0.466080 , -0.475738}},
10879 {{-0.161184 , 0.792753 , -0.241440 },{ -0.745951 , -0.466080 , -0.475738}},
10880 {{-0.171280 , 0.808841 , -0.241371 },{ -0.745951 , -0.466080 , -0.475738}},
10881 {{-0.144572 , 0.809060 , -0.265402 },{ -0.293444 , -0.683377 , -0.668496}},
10882 {{-0.161184 , 0.792753 , -0.241440 },{ -0.293444 , -0.683377 , -0.668496}},
10883 {{-0.160640 , 0.807184 , -0.256431 },{ -0.293444 , -0.683377 , -0.668496}},
10884 {{-0.144572 , 0.809060 , -0.265402 },{ -0.627923 , -0.368019 , -0.685766}},
10885 {{-0.148205 , 0.791137 , -0.252457 },{ -0.627923 , -0.368019 , -0.685766}},
10886 {{-0.161184 , 0.792753 , -0.241440 },{ -0.627923 , -0.368019 , -0.685766}},
10887 {{-0.097975 , 0.822777 , -0.227124 },{ 0.844831 , 0.518095 , 0.133560}},
10888 {{-0.105899 , 0.834273 , -0.221595 },{ 0.844831 , 0.518095 , 0.133560}},
10889 {{-0.103939 , 0.828730 , -0.212491 },{ 0.844831 , 0.518095 , 0.133560}},
10890 {{-0.103939 , 0.828730 , -0.212491 },{ 0.606493 , 0.730401 , 0.314134}},
10891 {{-0.105899 , 0.834273 , -0.221595 },{ 0.606493 , 0.730401 , 0.314134}},
10892 {{-0.115841 , 0.836272 , -0.207048 },{ 0.606493 , 0.730401 , 0.314134}},
10893 {{-0.115841 , 0.836272 , -0.207048 },{ 0.470606 , 0.110936 , 0.875342}},
10894 {{-0.131532 , 0.834614 , -0.198402 },{ 0.470606 , 0.110936 , 0.875342}},
10895 {{-0.103939 , 0.828730 , -0.212491 },{ 0.470606 , 0.110936 , 0.875342}},
10896 {{-0.103939 , 0.828730 , -0.212491 },{ 0.381972 , 0.833039 , 0.400179}},
10897 {{-0.131532 , 0.834614 , -0.198402 },{ 0.381972 , 0.833039 , 0.400179}},
10898 {{-0.117686 , 0.829815 , -0.201628 },{ 0.381972 , 0.833039 , 0.400179}},
10899 {{-0.131532 , 0.834614 , -0.198402 },{ 0.165489 , -0.174969 , 0.970567}},
10900 {{-0.135691 , 0.824379 , -0.199538 },{ 0.165489 , -0.174969 , 0.970567}},
10901 {{-0.117686 , 0.829815 , -0.201628 },{ 0.165489 , -0.174969 , 0.970567}},
10902 {{-0.131532 , 0.834614 , -0.198402 },{ -0.022717 , -0.101161 , 0.994611}},
10903 {{-0.148994 , 0.829185 , -0.199353 },{ -0.022717 , -0.101161 , 0.994611}},
10904 {{-0.135691 , 0.824379 , -0.199538 },{ -0.022717 , -0.101161 , 0.994611}},
10905 {{-0.148994 , 0.829185 , -0.199353 },{ -0.194064 , -0.567951 , 0.799857}},
10906 {{-0.163735 , 0.822009 , -0.208025 },{ -0.194064 , -0.567951 , 0.799857}},
10907 {{-0.135691 , 0.824379 , -0.199538 },{ -0.194064 , -0.567951 , 0.799857}},
10908 {{-0.135691 , 0.824379 , -0.199538 },{ -0.293574 , 0.056620 , 0.954258}},
10909 {{-0.163735 , 0.822009 , -0.208025 },{ -0.293574 , 0.056620 , 0.954258}},
10910 {{-0.152886 , 0.815565 , -0.204305 },{ -0.293574 , 0.056620 , 0.954258}},
10911 {{-0.109497 , 0.843459 , -0.232815 },{ 0.950302 , 0.165761 , 0.263532}},
10912 {{-0.114032 , 0.857989 , -0.225601 },{ 0.950302 , 0.165761 , 0.263532}},
10913 {{-0.118772 , 0.858214 , -0.208650 },{ 0.950302 , 0.165761 , 0.263532}},
10914 {{-0.109497 , 0.843459 , -0.232815 },{ 0.908041 , 0.406726 , 0.100179}},
10915 {{-0.118772 , 0.858214 , -0.208650 },{ 0.908041 , 0.406726 , 0.100179}},
10916 {{-0.112633 , 0.846149 , -0.215311 },{ 0.908041 , 0.406726 , 0.100179}},
10917 {{-0.114635 , 0.838539 , -0.249811 },{ 0.897044 , 0.270500 , -0.349487}},
10918 {{-0.117272 , 0.855262 , -0.243636 },{ 0.897044 , 0.270500 , -0.349487}},
10919 {{-0.109497 , 0.843459 , -0.232815 },{ 0.897044 , 0.270500 , -0.349487}},
10920 {{-0.117272 , 0.855262 , -0.243636 },{ 0.894999 , 0.388323 , -0.219503}},
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10927 {{-0.144048 , 0.827129 , -0.265516 },{ -0.349380 , 0.004291 , -0.936971}},
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10951 {{-0.043401 , 0.732905 , -0.053592 },{ 0.023332 , 0.161697 , 0.986564}},
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10958 {{-0.043401 , 0.732905 , -0.053592 },{ -0.010545 , 0.232420 , 0.972558}},
10959 {{-0.088992 , 0.224540 , -0.047822 },{ 0.141090 , -0.293443 , 0.945508}},
10960 {{-0.084593 , 0.202979 , -0.055170 },{ 0.141090 , -0.293443 , 0.945508}},
10961 {{-0.057441 , 0.210160 , -0.056993 },{ 0.141090 , -0.293443 , 0.945508}},
10962 {{-0.062354 , 0.232561 , -0.049070 },{ 0.135656 , -0.303789 , 0.943032}},
10963 {{-0.088992 , 0.224540 , -0.047822 },{ 0.135656 , -0.303789 , 0.943032}},
10964 {{-0.057441 , 0.210160 , -0.056993 },{ 0.135656 , -0.303789 , 0.943032}},
10965 {{-0.088992 , 0.224540 , -0.047822 },{ -0.255467 , -0.372301 , 0.892260}},
10966 {{-0.115165 , 0.219504 , -0.057417 },{ -0.255467 , -0.372301 , 0.892260}},
10967 {{-0.111290 , 0.199762 , -0.064545 },{ -0.255467 , -0.372301 , 0.892260}},
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10971 {{-0.124070 , 0.180103 , -0.129967 },{ -0.928982 , -0.328230 , -0.171049}},
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10973 {{-0.131864 , 0.199000 , -0.123899 },{ -0.928982 , -0.328230 , -0.171049}},
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10988 {{-0.115165 , 0.219504 , -0.057417 },{ -0.559928 , -0.376403 , 0.738106}},
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10993 {{-0.135572 , 0.206978 , -0.093266 },{ -0.902745 , -0.289617 , 0.318077}},
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11007 {{-0.034170 , 0.231990 , -0.107584 },{ 0.961940 , 0.141222 , 0.233939}},
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11013 {{-0.044773 , 0.241147 , -0.069513 },{ 0.768628 , -0.056785 , 0.637171}},
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11015 {{-0.057441 , 0.210160 , -0.056993 },{ 0.768628 , -0.056785 , 0.637171}},
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11018 {{-0.057441 , 0.210160 , -0.056993 },{ 0.786077 , -0.073378 , 0.613758}},
11019 {{-0.124441 , 0.182157 , -0.083367 },{ -0.518684 , -0.518888 , 0.679502}},
11020 {{-0.118241 , 0.165859 , -0.091080 },{ -0.518684 , -0.518888 , 0.679502}},
11021 {{-0.102240 , 0.163727 , -0.080494 },{ -0.518684 , -0.518888 , 0.679502}},
11022 {{-0.124441 , 0.182157 , -0.083367 },{ -0.524035 , -0.526953 , 0.669110}},
11023 {{-0.102240 , 0.163727 , -0.080494 },{ -0.524035 , -0.526953 , 0.669110}},
11024 {{-0.107483 , 0.180374 , -0.071490 },{ -0.524035 , -0.526953 , 0.669110}},
11025 {{-0.125014 , 0.170878 , -0.107138 },{ -0.863460 , -0.447342 , 0.233071}},
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11027 {{-0.132006 , 0.187933 , -0.100307 },{ -0.863460 , -0.447342 , 0.233071}},
11028 {{-0.125014 , 0.170878 , -0.107138 },{ -0.868767 , -0.438974 , 0.229228}},
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11031 {{-0.102848 , 0.258531 , -0.139149 },{ -0.424655 , 0.307505 , -0.851533}},
11032 {{-0.097754 , 0.239865 , -0.148430 },{ -0.424655 , 0.307505 , -0.851533}},
11033 {{-0.125591 , 0.232349 , -0.137262 },{ -0.424655 , 0.307505 , -0.851533}},
11034 {{-0.102848 , 0.258531 , -0.139149 },{ -0.367397 , 0.254669 , -0.894519}},
11035 {{-0.125591 , 0.232349 , -0.137262 },{ -0.367397 , 0.254669 , -0.894519}},
11036 {{-0.130175 , 0.252926 , -0.129521 },{ -0.367397 , 0.254669 , -0.894519}},
11037 {{-0.071592 , 0.258623 , -0.136788 },{ 0.060931 , 0.556903 , -0.828339}},
11038 {{-0.066170 , 0.242125 , -0.147481 },{ 0.060931 , 0.556903 , -0.828339}},
11039 {{-0.102848 , 0.258531 , -0.139149 },{ 0.060931 , 0.556903 , -0.828339}},
11040 {{-0.102848 , 0.258531 , -0.139149 },{ -0.004861 , 0.444148 , -0.895940}},
11041 {{-0.066170 , 0.242125 , -0.147481 },{ -0.004861 , 0.444148 , -0.895940}},
11042 {{-0.097754 , 0.239865 , -0.148430 },{ -0.004861 , 0.444148 , -0.895940}},
11043 {{-0.079372 , 0.501483 , -0.132359 },{ 0.017277 , -0.067835 , -0.997547}},
11044 {{-0.076598 , 0.474852 , -0.130500 },{ 0.017277 , -0.067835 , -0.997547}},
11045 {{-0.089000 , 0.477605 , -0.130902 },{ 0.017277 , -0.067835 , -0.997547}},
11046 {{-0.079372 , 0.501483 , -0.132359 },{ 0.282538 , -0.037480 , -0.958524}},
11047 {{-0.066416 , 0.500024 , -0.128483 },{ 0.282538 , -0.037480 , -0.958524}},
11048 {{-0.076598 , 0.474852 , -0.130500 },{ 0.282538 , -0.037480 , -0.958524}},
11049 {{-0.066416 , 0.500024 , -0.128483 },{ 0.282586 , -0.037501 , -0.958509}},
11050 {{-0.053459 , 0.498566 , -0.124606 },{ 0.282586 , -0.037501 , -0.958509}},
11051 {{-0.076598 , 0.474852 , -0.130500 },{ 0.282586 , -0.037501 , -0.958509}},
11052 {{-0.053459 , 0.498566 , -0.124606 },{ 0.223825 , 0.023769 , -0.974339}},
11053 {{-0.064767 , 0.473179 , -0.127823 },{ 0.223825 , 0.023769 , -0.974339}},
11054 {{-0.076598 , 0.474852 , -0.130500 },{ 0.223825 , 0.023769 , -0.974339}},
11055 {{0.000391 , 0.193675 , 0.117166 },{ -0.842223 , -0.238188 , 0.483659}},
11056 {{0.006904 , 0.171425 , 0.117550 },{ -0.842223 , -0.238188 , 0.483659}},
11057 {{0.014047 , 0.197724 , 0.142940 },{ -0.842223 , -0.238188 , 0.483659}},
11058 {{0.006904 , 0.171425 , 0.117550 },{ -0.862897 , -0.209601 , 0.459865}},
11059 {{0.018838 , 0.176800 , 0.142393 },{ -0.862897 , -0.209601 , 0.459865}},
11060 {{0.014047 , 0.197724 , 0.142940 },{ -0.862897 , -0.209601 , 0.459865}},
11061 {{0.014047 , 0.197724 , 0.142940 },{ -0.587593 , -0.155302 , 0.794113}},
11062 {{0.018838 , 0.176800 , 0.142393 },{ -0.587593 , -0.155302 , 0.794113}},
11063 {{0.039781 , 0.183133 , 0.159128 },{ -0.587593 , -0.155302 , 0.794113}},
11064 {{0.037205 , 0.202471 , 0.160399 },{ -0.579739 , -0.130093 , 0.804350}},
11065 {{0.014047 , 0.197724 , 0.142940 },{ -0.579739 , -0.130093 , 0.804350}},
11066 {{0.039781 , 0.183133 , 0.159128 },{ -0.579739 , -0.130093 , 0.804350}},
11067 {{-0.112567 , 0.520098 , -0.050527 },{ -0.853661 , 0.195863 , 0.482597}},
11068 {{-0.097121 , 0.529543 , -0.027038 },{ -0.853661 , 0.195863 , 0.482597}},
11069 {{-0.087789 , 0.561415 , -0.023466 },{ -0.853661 , 0.195863 , 0.482597}},
11070 {{-0.106944 , 0.541453 , -0.051186 },{ -0.871008 , 0.242529 , 0.427229}},
11071 {{-0.112567 , 0.520098 , -0.050527 },{ -0.871008 , 0.242529 , 0.427229}},
11072 {{-0.087789 , 0.561415 , -0.023466 },{ -0.871008 , 0.242529 , 0.427229}},
11073 {{-0.115469 , 0.523981 , -0.078657 },{ -0.957274 , 0.256199 , 0.134122}},
11074 {{-0.112567 , 0.520098 , -0.050527 },{ -0.957274 , 0.256199 , 0.134122}},
11075 {{-0.106944 , 0.541453 , -0.051186 },{ -0.957274 , 0.256199 , 0.134122}},
11076 {{-0.115469 , 0.523981 , -0.078657 },{ -0.959755 , 0.247269 , 0.133145}},
11077 {{-0.119186 , 0.508283 , -0.076297 },{ -0.959755 , 0.247269 , 0.133145}},
11078 {{-0.112567 , 0.520098 , -0.050527 },{ -0.959755 , 0.247269 , 0.133145}},
11079 {{-0.059447 , 0.730562 , -0.102424 },{ -0.859551 , 0.497047 , -0.118811}},
11080 {{-0.060368 , 0.732844 , -0.086214 },{ -0.859551 , 0.497047 , -0.118811}},
11081 {{-0.053679 , 0.743820 , -0.088688 },{ -0.859551 , 0.497047 , -0.118811}},
11082 {{-0.053788 , 0.741013 , -0.104348 },{ -0.882617 , 0.463746 , -0.076982}},
11083 {{-0.059447 , 0.730562 , -0.102424 },{ -0.882617 , 0.463746 , -0.076982}},
11084 {{-0.053679 , 0.743820 , -0.088688 },{ -0.882617 , 0.463746 , -0.076982}},
11085 {{-0.051858 , 0.736978 , -0.118896 },{ -0.872234 , 0.429084 , -0.234724}},
11086 {{-0.059447 , 0.730562 , -0.102424 },{ -0.872234 , 0.429084 , -0.234724}},
11087 {{-0.053788 , 0.741013 , -0.104348 },{ -0.872234 , 0.429084 , -0.234724}},
11088 {{-0.051858 , 0.736978 , -0.118896 },{ -0.876514 , 0.416318 , -0.241668}},
11089 {{-0.056575 , 0.727654 , -0.117850 },{ -0.876514 , 0.416318 , -0.241668}},
11090 {{-0.059447 , 0.730562 , -0.102424 },{ -0.876514 , 0.416318 , -0.241668}},
11091 {{-0.053679 , 0.743820 , -0.088688 },{ -0.744577 , 0.646714 , 0.165427}},
11092 {{-0.058259 , 0.733705 , -0.069759 },{ -0.744577 , 0.646714 , 0.165427}},
11093 {{-0.050000 , 0.743821 , -0.072133 },{ -0.744577 , 0.646714 , 0.165427}},
11094 {{-0.053679 , 0.743820 , -0.088688 },{ -0.843034 , 0.531844 , 0.080222}},
11095 {{-0.060368 , 0.732844 , -0.086214 },{ -0.843034 , 0.531844 , 0.080222}},
11096 {{-0.058259 , 0.733705 , -0.069759 },{ -0.843034 , 0.531844 , 0.080222}},
11097 {{-0.044284 , 0.742439 , -0.055880 },{ -0.627952 , 0.763270 , 0.151973}},
11098 {{-0.058259 , 0.733705 , -0.069759 },{ -0.627952 , 0.763270 , 0.151973}},
11099 {{-0.054302 , 0.733808 , -0.053926 },{ -0.627952 , 0.763270 , 0.151973}},
11100 {{-0.050000 , 0.743821 , -0.072133 },{ -0.702554 , 0.644427 , 0.301878}},
11101 {{-0.058259 , 0.733705 , -0.069759 },{ -0.702554 , 0.644427 , 0.301878}},
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11103 {{-0.049903 , 0.553417 , -0.000558 },{ -0.443638 , -0.069842 , 0.893480}},
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11288 {{-0.049709 , 0.733144 , -0.039721 },{ -0.833151 , 0.550773 , -0.050085}},
11289 {{-0.038883 , 0.749239 , -0.042816 },{ -0.832658 , 0.552315 , -0.040341}},
11290 {{-0.049800 , 0.732775 , -0.042895 },{ -0.832658 , 0.552315 , -0.040341}},
11291 {{-0.049709 , 0.733144 , -0.039721 },{ -0.832658 , 0.552315 , -0.040341}},
11292 {{-0.038883 , 0.749239 , -0.042816 },{ -0.832253 , 0.552095 , -0.050462}},
11293 {{-0.038945 , 0.748855 , -0.045995 },{ -0.832253 , 0.552095 , -0.050462}},
11294 {{-0.049800 , 0.732775 , -0.042895 },{ -0.832253 , 0.552095 , -0.050462}},
11295 {{-0.033481 , 0.763593 , -0.044979 },{ -0.936830 , 0.348969 , -0.023884}},
11296 {{-0.038945 , 0.748855 , -0.045995 },{ -0.936830 , 0.348969 , -0.023884}},
11297 {{-0.038883 , 0.749239 , -0.042816 },{ -0.936830 , 0.348969 , -0.023884}},
11298 {{-0.033481 , 0.763593 , -0.044979 },{ -0.936672 , 0.349144 , -0.027271}},
11299 {{-0.033533 , 0.763205 , -0.048160 },{ -0.936672 , 0.349144 , -0.027271}},
11300 {{-0.038945 , 0.748855 , -0.045995 },{ -0.936672 , 0.349144 , -0.027271}},
11301 {{-0.033429 , 0.763982 , -0.041798 },{ -0.937085 , 0.348297 , -0.023676}},
11302 {{-0.038883 , 0.749239 , -0.042816 },{ -0.937085 , 0.348297 , -0.023676}},
11303 {{-0.038821 , 0.749622 , -0.039636 },{ -0.937085 , 0.348297 , -0.023676}},
11304 {{-0.033429 , 0.763982 , -0.041798 },{ -0.936916 , 0.348486 , -0.027305}},
11305 {{-0.033481 , 0.763593 , -0.044979 },{ -0.936916 , 0.348486 , -0.027305}},
11306 {{-0.038883 , 0.749239 , -0.042816 },{ -0.936916 , 0.348486 , -0.027305}},
11307 {{-0.030738 , 0.777466 , -0.043494 },{ -0.980819 , 0.194763 , -0.007787}},
11308 {{-0.033481 , 0.763593 , -0.044979 },{ -0.980819 , 0.194763 , -0.007787}},
11309 {{-0.033429 , 0.763982 , -0.041798 },{ -0.980819 , 0.194763 , -0.007787}},
11310 {{-0.030738 , 0.777466 , -0.043494 },{ -0.980821 , 0.194757 , -0.007720}},
11311 {{-0.030790 , 0.777078 , -0.046675 },{ -0.980821 , 0.194757 , -0.007720}},
11312 {{-0.033481 , 0.763593 , -0.044979 },{ -0.980821 , 0.194757 , -0.007720}},
11313 {{-0.030790 , 0.777078 , -0.046675 },{ -0.980821 , 0.194757 , -0.007719}},
11314 {{-0.033533 , 0.763205 , -0.048160 },{ -0.980821 , 0.194757 , -0.007719}},
11315 {{-0.033481 , 0.763593 , -0.044979 },{ -0.980821 , 0.194757 , -0.007719}},
11316 {{-0.030790 , 0.777078 , -0.046675 },{ -0.980819 , 0.194763 , -0.007780}},
11317 {{-0.030842 , 0.776689 , -0.049857 },{ -0.980819 , 0.194763 , -0.007780}},
11318 {{-0.033533 , 0.763205 , -0.048160 },{ -0.980819 , 0.194763 , -0.007780}},
11319 {{-0.067542 , 0.479326 , 0.002223 },{ -0.775429 , -0.024493 , 0.630960}},
11320 {{-0.064622 , 0.437682 , 0.004195 },{ -0.775429 , -0.024493 , 0.630960}},
11321 {{-0.065515 , 0.478988 , 0.004701 },{ -0.775429 , -0.024493 , 0.630960}},
11322 {{-0.067542 , 0.479326 , 0.002223 },{ -0.770627 , -0.023878 , 0.636839}},
11323 {{-0.066369 , 0.448297 , 0.002479 },{ -0.770627 , -0.023878 , 0.636839}},
11324 {{-0.064622 , 0.437682 , 0.004195 },{ -0.770627 , -0.023878 , 0.636839}},
11325 {{-0.065515 , 0.478988 , 0.004701 },{ -0.787016 , -0.026577 , 0.616360}},
11326 {{-0.062587 , 0.437274 , 0.006641 },{ -0.787016 , -0.026577 , 0.616360}},
11327 {{-0.063539 , 0.478684 , 0.007211 },{ -0.787016 , -0.026577 , 0.616360}},
11328 {{-0.065515 , 0.478988 , 0.004701 },{ -0.770508 , -0.024460 , 0.636960}},
11329 {{-0.064622 , 0.437682 , 0.004195 },{ -0.770508 , -0.024460 , 0.636960}},
11330 {{-0.062587 , 0.437274 , 0.006641 },{ -0.770508 , -0.024460 , 0.636960}},
11331 {{-0.066107 , 0.514871 , 0.004954 },{ -0.804037 , -0.019995 , 0.594243}},
11332 {{-0.063539 , 0.478684 , 0.007211 },{ -0.804037 , -0.019995 , 0.594243}},
11333 {{-0.064200 , 0.514596 , 0.007525 },{ -0.804037 , -0.019995 , 0.594243}},
11334 {{-0.066107 , 0.514871 , 0.004954 },{ -0.786633 , -0.017329 , 0.617178}},
11335 {{-0.065515 , 0.478988 , 0.004701 },{ -0.786633 , -0.017329 , 0.617178}},
11336 {{-0.063539 , 0.478684 , 0.007211 },{ -0.786633 , -0.017329 , 0.617178}},
11337 {{-0.068102 , 0.515156 , 0.002438 },{ -0.784401 , -0.017313 , 0.620012}},
11338 {{-0.065515 , 0.478988 , 0.004701 },{ -0.784401 , -0.017313 , 0.620012}},
11339 {{-0.066107 , 0.514871 , 0.004954 },{ -0.784401 , -0.017313 , 0.620012}},
11340 {{-0.068102 , 0.515156 , 0.002438 },{ -0.774990 , -0.015904 , 0.631773}},
11341 {{-0.067542 , 0.479326 , 0.002223 },{ -0.774990 , -0.015904 , 0.631773}},
11342 {{-0.065515 , 0.478988 , 0.004701 },{ -0.774990 , -0.015904 , 0.631773}},
11343 {{-0.066093 , 0.539907 , 0.004702 },{ -0.783178 , 0.006696 , 0.621762}},
11344 {{-0.068102 , 0.515156 , 0.002438 },{ -0.783178 , 0.006696 , 0.621762}},
11345 {{-0.066107 , 0.514871 , 0.004954 },{ -0.783178 , 0.006696 , 0.621762}},
11346 {{-0.066093 , 0.539907 , 0.004702 },{ -0.800129 , 0.010086 , 0.599743}},
11347 {{-0.068013 , 0.540174 , 0.002136 },{ -0.800129 , 0.010086 , 0.599743}},
11348 {{-0.068102 , 0.515156 , 0.002438 },{ -0.800129 , 0.010086 , 0.599743}},
11349 {{-0.064265 , 0.539645 , 0.007324 },{ -0.803034 , 0.002698 , 0.595927}},
11350 {{-0.066107 , 0.514871 , 0.004954 },{ -0.803034 , 0.002698 , 0.595927}},
11351 {{-0.064200 , 0.514596 , 0.007525 },{ -0.803034 , 0.002698 , 0.595927}},
11352 {{-0.064265 , 0.539645 , 0.007324 },{ -0.820011 , 0.006219 , 0.572315}},
11353 {{-0.066093 , 0.539907 , 0.004702 },{ -0.820011 , 0.006219 , 0.572315}},
11354 {{-0.066107 , 0.514871 , 0.004954 },{ -0.820011 , 0.006219 , 0.572315}},
11355 {{-0.066093 , 0.539907 , 0.004702 },{ -0.820892 , -0.013953 , 0.570913}},
11356 {{-0.064265 , 0.539645 , 0.007324 },{ -0.820892 , -0.013953 , 0.570913}},
11357 {{-0.065048 , 0.558665 , 0.006663 },{ -0.820892 , -0.013953 , 0.570913}},
11358 {{-0.066773 , 0.558918 , 0.003979 },{ -0.841611 , -0.009567 , 0.540000}},
11359 {{-0.066093 , 0.539907 , 0.004702 },{ -0.841611 , -0.009567 , 0.540000}},
11360 {{-0.065048 , 0.558665 , 0.006663 },{ -0.841611 , -0.009567 , 0.540000}},
11361 {{-0.068576 , 0.559178 , 0.001346 },{ -0.825435 , -0.008059 , 0.564439}},
11362 {{-0.066093 , 0.539907 , 0.004702 },{ -0.825435 , -0.008059 , 0.564439}},
11363 {{-0.066773 , 0.558918 , 0.003979 },{ -0.825435 , -0.008059 , 0.564439}},
11364 {{-0.068576 , 0.559178 , 0.001346 },{ -0.800614 , 0.001189 , 0.599180}},
11365 {{-0.068013 , 0.540174 , 0.002136 },{ -0.800614 , 0.001189 , 0.599180}},
11366 {{-0.066093 , 0.539907 , 0.004702 },{ -0.800614 , 0.001189 , 0.599180}},
11367 {{-0.068179 , 0.655053 , -0.017355 },{ -0.896869 , 0.167679 , 0.409279}},
11368 {{-0.070962 , 0.604907 , -0.002909 },{ -0.896869 , 0.167679 , 0.409279}},
11369 {{-0.069672 , 0.604765 , -0.000024 },{ -0.896869 , 0.167679 , 0.409279}},
11370 {{-0.068179 , 0.655053 , -0.017355 },{ -0.963738 , 0.112074 , 0.242175}},
11371 {{-0.069672 , 0.604765 , -0.000024 },{ -0.963738 , 0.112074 , 0.242175}},
11372 {{-0.067411 , 0.655125 , -0.014332 },{ -0.963738 , 0.112074 , 0.242175}},
11373 {{-0.060816 , 0.705423 , -0.029211 },{ -0.951714 , 0.194940 , 0.237148}},
11374 {{-0.068179 , 0.655053 , -0.017355 },{ -0.951714 , 0.194940 , 0.237148}},
11375 {{-0.067411 , 0.655125 , -0.014332 },{ -0.951714 , 0.194940 , 0.237148}},
11376 {{-0.061096 , 0.705139 , -0.032349 },{ -0.984215 , 0.161110 , 0.073240}},
11377 {{-0.068179 , 0.655053 , -0.017355 },{ -0.984215 , 0.161110 , 0.073240}},
11378 {{-0.060816 , 0.705423 , -0.029211 },{ -0.984215 , 0.161110 , 0.073240}},
11379 {{-0.061384 , 0.704855 , -0.035477 },{ -0.983891 , 0.161859 , 0.075893}},
11380 {{-0.068179 , 0.655053 , -0.017355 },{ -0.983891 , 0.161859 , 0.075893}},
11381 {{-0.061096 , 0.705139 , -0.032349 },{ -0.983891 , 0.161859 , 0.075893}},
11382 {{-0.061384 , 0.704855 , -0.035477 },{ -0.943874 , 0.218818 , 0.247429}},
11383 {{-0.068982 , 0.654985 , -0.020358 },{ -0.943874 , 0.218818 , 0.247429}},
11384 {{-0.068179 , 0.655053 , -0.017355 },{ -0.943874 , 0.218818 , 0.247429}},
11385 {{-0.068982 , 0.654985 , -0.020358 },{ -0.957612 , 0.137843 , 0.252938}},
11386 {{-0.072313 , 0.605057 , -0.005760 },{ -0.957612 , 0.137843 , 0.252938}},
11387 {{-0.068179 , 0.655053 , -0.017355 },{ -0.957612 , 0.137843 , 0.252938}},
11388 {{-0.068179 , 0.655053 , -0.017355 },{ -0.886522 , 0.172840 , 0.429190}},
11389 {{-0.072313 , 0.605057 , -0.005760 },{ -0.886522 , 0.172840 , 0.429190}},
11390 {{-0.070962 , 0.604907 , -0.002909 },{ -0.886522 , 0.172840 , 0.429190}},
11391 {{-0.069445 , 0.576724 , 0.002823 },{ -0.841603 , -0.091738 , 0.532249}},
11392 {{-0.066773 , 0.558918 , 0.003979 },{ -0.841603 , -0.091738 , 0.532249}},
11393 {{-0.065048 , 0.558665 , 0.006663 },{ -0.841603 , -0.091738 , 0.532249}},
11394 {{-0.069445 , 0.576724 , 0.002823 },{ -0.867746 , -0.108128 , 0.485104}},
11395 {{-0.065048 , 0.558665 , 0.006663 },{ -0.867746 , -0.108128 , 0.485104}},
11396 {{-0.067867 , 0.576492 , 0.005594 },{ -0.867746 , -0.108128 , 0.485104}},
11397 {{-0.069672 , 0.604765 , -0.000024 },{ -0.866585 , 0.043459 , 0.497133}},
11398 {{-0.069445 , 0.576724 , 0.002823 },{ -0.866585 , 0.043459 , 0.497133}},
11399 {{-0.067867 , 0.576492 , 0.005594 },{ -0.866585 , 0.043459 , 0.497133}},
11400 {{-0.070962 , 0.604907 , -0.002909 },{ -0.911734 , 0.034181 , 0.409356}},
11401 {{-0.069445 , 0.576724 , 0.002823 },{ -0.911734 , 0.034181 , 0.409356}},
11402 {{-0.069672 , 0.604765 , -0.000024 },{ -0.911734 , 0.034181 , 0.409356}},
11403 {{-0.072313 , 0.605057 , -0.005760 },{ -0.902201 , 0.038805 , 0.429567}},
11404 {{-0.069445 , 0.576724 , 0.002823 },{ -0.902201 , 0.038805 , 0.429567}},
11405 {{-0.070962 , 0.604907 , -0.002909 },{ -0.902201 , 0.038805 , 0.429567}},
11406 {{-0.072313 , 0.605057 , -0.005760 },{ -0.851054 , 0.071437 , 0.520195}},
11407 {{-0.071093 , 0.576963 , 0.000094 },{ -0.851054 , 0.071437 , 0.520195}},
11408 {{-0.069445 , 0.576724 , 0.002823 },{ -0.851054 , 0.071437 , 0.520195}},
11409 {{-0.071093 , 0.576963 , 0.000094 },{ -0.856191 , -0.085299 , 0.509570}},
11410 {{-0.068576 , 0.559178 , 0.001346 },{ -0.856191 , -0.085299 , 0.509570}},
11411 {{-0.069445 , 0.576724 , 0.002823 },{ -0.856191 , -0.085299 , 0.509570}},
11412 {{-0.068576 , 0.559178 , 0.001346 },{ -0.825926 , -0.087785 , 0.556902}},
11413 {{-0.066773 , 0.558918 , 0.003979 },{ -0.825926 , -0.087785 , 0.556902}},
11414 {{-0.069445 , 0.576724 , 0.002823 },{ -0.825926 , -0.087785 , 0.556902}},
11415 {{-0.008912 , 0.856142 , 0.236128 },{ 0.388187 , 0.709879 , -0.587693}},
11416 {{-0.023803 , 0.854775 , 0.224641 },{ 0.388187 , 0.709879 , -0.587693}},
11417 {{-0.020142 , 0.871368 , 0.247102 },{ 0.388187 , 0.709879 , -0.587693}},
11418 {{-0.020142 , 0.871368 , 0.247102 },{ 0.460380 , 0.676501 , -0.574802}},
11419 {{-0.023803 , 0.854775 , 0.224641 },{ 0.460380 , 0.676501 , -0.574802}},
11420 {{-0.030212 , 0.868573 , 0.235747 },{ 0.460380 , 0.676501 , -0.574802}},
11421 {{-0.008912 , 0.856142 , 0.236128 },{ 0.747401 , 0.650070 , -0.137115}},
11422 {{-0.020142 , 0.871368 , 0.247102 },{ 0.747401 , 0.650070 , -0.137115}},
11423 {{-0.000672 , 0.850735 , 0.255409 },{ 0.747401 , 0.650070 , -0.137115}},
11424 {{-0.020142 , 0.871368 , 0.247102 },{ 0.729313 , 0.684104 , -0.010186}},
11425 {{-0.014854 , 0.865970 , 0.263182 },{ 0.729313 , 0.684104 , -0.010186}},
11426 {{-0.000672 , 0.850735 , 0.255409 },{ 0.729313 , 0.684104 , -0.010186}},
11427 {{-0.020142 , 0.871368 , 0.247102 },{ 0.813276 , 0.577194 , -0.073687}},
11428 {{-0.022022 , 0.876618 , 0.267476 },{ 0.813276 , 0.577194 , -0.073687}},
11429 {{-0.014854 , 0.865970 , 0.263182 },{ 0.813276 , 0.577194 , -0.073687}},
11430 {{-0.020142 , 0.871368 , 0.247102 },{ 0.904550 , 0.425563 , -0.026192}},
11431 {{-0.023614 , 0.879421 , 0.258039 },{ 0.904550 , 0.425563 , -0.026192}},
11432 {{-0.022022 , 0.876618 , 0.267476 },{ 0.904550 , 0.425563 , -0.026192}},
11433 {{-0.020142 , 0.871368 , 0.247102 },{ 0.820508 , 0.552573 , -0.146390}},
11434 {{-0.025984 , 0.881863 , 0.253973 },{ 0.820508 , 0.552573 , -0.146390}},
11435 {{-0.023614 , 0.879421 , 0.258039 },{ 0.820508 , 0.552573 , -0.146390}},
11436 {{-0.020142 , 0.871368 , 0.247102 },{ 0.763726 , 0.592656 , -0.255893}},
11437 {{-0.026913 , 0.880280 , 0.247534 },{ 0.763726 , 0.592656 , -0.255893}},
11438 {{-0.025984 , 0.881863 , 0.253973 },{ 0.763726 , 0.592656 , -0.255893}},
11439 {{-0.020142 , 0.871368 , 0.247102 },{ 0.592061 , 0.484169 , -0.644239}},
11440 {{-0.030212 , 0.868573 , 0.235747 },{ 0.592061 , 0.484169 , -0.644239}},
11441 {{-0.033200 , 0.878490 , 0.240454 },{ 0.592061 , 0.484169 , -0.644239}},
11442 {{-0.020142 , 0.871368 , 0.247102 },{ 0.591695 , 0.480913 , -0.647008}},
11443 {{-0.033200 , 0.878490 , 0.240454 },{ 0.591695 , 0.480913 , -0.647008}},
11444 {{-0.026913 , 0.880280 , 0.247534 },{ 0.591695 , 0.480913 , -0.647008}},
11445 {{-0.000672 , 0.850735 , 0.255409 },{ 0.744374 , 0.433998 , 0.507497}},
11446 {{-0.014854 , 0.865970 , 0.263182 },{ 0.744374 , 0.433998 , 0.507497}},
11447 {{-0.022615 , 0.858979 , 0.280544 },{ 0.744374 , 0.433998 , 0.507497}},
11448 {{-0.000672 , 0.850735 , 0.255409 },{ 0.762180 , 0.329193 , 0.557416}},
11449 {{-0.022615 , 0.858979 , 0.280544 },{ 0.762180 , 0.329193 , 0.557416}},
11450 {{-0.008193 , 0.839095 , 0.272567 },{ 0.762180 , 0.329193 , 0.557416}},
11451 {{-0.022615 , 0.858979 , 0.280544 },{ 0.441845 , -0.039077 , 0.896240}},
11452 {{-0.022725 , 0.829204 , 0.279300 },{ 0.441845 , -0.039077 , 0.896240}},
11453 {{-0.008193 , 0.839095 , 0.272567 },{ 0.441845 , -0.039077 , 0.896240}},
11454 {{-0.022615 , 0.858979 , 0.280544 },{ 0.310093 , -0.040829 , 0.949829}},
11455 {{-0.032717 , 0.848068 , 0.283373 },{ 0.310093 , -0.040829 , 0.949829}},
11456 {{-0.022725 , 0.829204 , 0.279300 },{ 0.310093 , -0.040829 , 0.949829}},
11457 {{-0.022615 , 0.858979 , 0.280544 },{ 0.404906 , -0.140629 , 0.903479}},
11458 {{-0.039711 , 0.857959 , 0.288047 },{ 0.404906 , -0.140629 , 0.903479}},
11459 {{-0.032717 , 0.848068 , 0.283373 },{ 0.404906 , -0.140629 , 0.903479}},
11460 {{-0.022615 , 0.858979 , 0.280544 },{ 0.295517 , -0.767386 , 0.569024}},
11461 {{-0.032753 , 0.861638 , 0.289395 },{ 0.295517 , -0.767386 , 0.569024}},
11462 {{-0.039711 , 0.857959 , 0.288047 },{ 0.295517 , -0.767386 , 0.569024}},
11463 {{-0.030277 , 0.865378 , 0.290179 },{ 0.500935 , -0.482279 , 0.718659}},
11464 {{-0.032753 , 0.861638 , 0.289395 },{ 0.500935 , -0.482279 , 0.718659}},
11465 {{-0.022615 , 0.858979 , 0.280544 },{ 0.500935 , -0.482279 , 0.718659}},
11466 {{-0.026059 , 0.866626 , 0.286810 },{ 0.648248 , -0.286212 , 0.705590}},
11467 {{-0.030277 , 0.865378 , 0.290179 },{ 0.648248 , -0.286212 , 0.705590}},
11468 {{-0.022615 , 0.858979 , 0.280544 },{ 0.648248 , -0.286212 , 0.705590}},
11469 {{-0.022615 , 0.858979 , 0.280544 },{ 0.935657 , 0.166365 , 0.311237}},
11470 {{-0.025701 , 0.872266 , 0.282719 },{ 0.935657 , 0.166365 , 0.311237}},
11471 {{-0.026059 , 0.866626 , 0.286810 },{ 0.935657 , 0.166365 , 0.311237}},
11472 {{-0.024170 , 0.872673 , 0.277515 },{ 0.941488 , 0.171135 , 0.290369}},
11473 {{-0.025701 , 0.872266 , 0.282719 },{ 0.941488 , 0.171135 , 0.290369}},
11474 {{-0.022615 , 0.858979 , 0.280544 },{ 0.941488 , 0.171135 , 0.290369}},
11475 {{-0.022022 , 0.876618 , 0.267476 },{ 0.948625 , 0.167143 , 0.268654}},
11476 {{-0.024170 , 0.872673 , 0.277515 },{ 0.948625 , 0.167143 , 0.268654}},
11477 {{-0.022615 , 0.858979 , 0.280544 },{ 0.948625 , 0.167143 , 0.268654}},
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11481 {{-0.042625 , 0.848848 , 0.272701 },{ -0.670380 , -0.575182 , 0.468781}},
11482 {{-0.039711 , 0.857959 , 0.288047 },{ -0.670380 , -0.575182 , 0.468781}},
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11485 {{-0.039711 , 0.857959 , 0.288047 },{ -0.582726 , -0.645414 , 0.493834}},
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11487 {{-0.042625 , 0.848848 , 0.272701 },{ -0.661712 , -0.475638 , 0.579574}},
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11489 {{-0.032717 , 0.848068 , 0.283373 },{ -0.661712 , -0.475638 , 0.579574}},
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11492 {{-0.022725 , 0.829204 , 0.279300 },{ -0.622550 , -0.405895 , 0.669090}},
11493 {{-0.041660 , 0.835662 , 0.247508 },{ -0.914530 , -0.371732 , 0.159534}},
11494 {{-0.035518 , 0.829046 , 0.267301 },{ -0.914530 , -0.371732 , 0.159534}},
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11497 {{-0.042625 , 0.848848 , 0.272701 },{ -0.949232 , -0.292183 , 0.116569}},
11498 {{-0.046006 , 0.852435 , 0.254160 },{ -0.949232 , -0.292183 , 0.116569}},
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11500 {{-0.042625 , 0.848848 , 0.272701 },{ -0.908679 , -0.408395 , 0.086692}},
11501 {{-0.050036 , 0.862136 , 0.257619 },{ -0.908679 , -0.408395 , 0.086692}},
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11503 {{-0.042625 , 0.848848 , 0.272701 },{ -0.893948 , -0.445747 , 0.046544}},
11504 {{-0.048299 , 0.859846 , 0.269049 },{ -0.893948 , -0.445747 , 0.046544}},
11505 {{-0.048299 , 0.859846 , 0.269049 },{ -0.894580 , -0.387728 , 0.222247}},
11506 {{-0.042625 , 0.848848 , 0.272701 },{ -0.894580 , -0.387728 , 0.222247}},
11507 {{-0.047681 , 0.861395 , 0.274239 },{ -0.894580 , -0.387728 , 0.222247}},
11508 {{-0.042625 , 0.848848 , 0.272701 },{ -0.903253 , -0.386764 , 0.185869}},
11509 {{-0.044984 , 0.858323 , 0.280953 },{ -0.903253 , -0.386764 , 0.185869}},
11510 {{-0.047681 , 0.861395 , 0.274239 },{ -0.903253 , -0.386764 , 0.185869}},
11511 {{-0.041853 , 0.862597 , 0.239799 },{ -0.932965 , -0.105212 , -0.344249}},
11512 {{-0.041660 , 0.835662 , 0.247508 },{ -0.932965 , -0.105212 , -0.344249}},
11513 {{-0.046006 , 0.852435 , 0.254160 },{ -0.932965 , -0.105212 , -0.344249}},
11514 {{-0.036237 , 0.846093 , 0.230862 },{ -0.921771 , -0.112780 , -0.370970}},
11515 {{-0.041660 , 0.835662 , 0.247508 },{ -0.921771 , -0.112780 , -0.370970}},
11516 {{-0.041853 , 0.862597 , 0.239799 },{ -0.921771 , -0.112780 , -0.370970}},
11517 {{-0.041853 , 0.862597 , 0.239799 },{ -0.562227 , 0.237616 , -0.792111}},
11518 {{-0.023803 , 0.854775 , 0.224641 },{ -0.562227 , 0.237616 , -0.792111}},
11519 {{-0.036237 , 0.846093 , 0.230862 },{ -0.562227 , 0.237616 , -0.792111}},
11520 {{-0.030212 , 0.868573 , 0.235747 },{ -0.478895 , 0.404627 , -0.779061}},
11521 {{-0.023803 , 0.854775 , 0.224641 },{ -0.478895 , 0.404627 , -0.779061}},
11522 {{-0.041853 , 0.862597 , 0.239799 },{ -0.478895 , 0.404627 , -0.779061}},
11523 {{-0.033200 , 0.878490 , 0.240454 },{ -0.438608 , 0.274075 , -0.855865}},
11524 {{-0.030212 , 0.868573 , 0.235747 },{ -0.438608 , 0.274075 , -0.855865}},
11525 {{-0.041853 , 0.862597 , 0.239799 },{ -0.438608 , 0.274075 , -0.855865}},
11526 {{-0.033200 , 0.878490 , 0.240454 },{ 0.168080 , -0.050939 , -0.984456}},
11527 {{-0.041853 , 0.862597 , 0.239799 },{ 0.168080 , -0.050939 , -0.984456}},
11528 {{-0.041838 , 0.874165 , 0.239203 },{ 0.168080 , -0.050939 , -0.984456}},
11529 {{-0.041838 , 0.874165 , 0.239203 },{ -0.339612 , -0.047956 , -0.939342}},
11530 {{-0.041853 , 0.862597 , 0.239799 },{ -0.339612 , -0.047956 , -0.939342}},
11531 {{-0.046966 , 0.871579 , 0.241189 },{ -0.339612 , -0.047956 , -0.939342}},
11532 {{-0.041853 , 0.862597 , 0.239799 },{ -0.741854 , -0.332152 , -0.582518}},
11533 {{-0.048995 , 0.867270 , 0.246230 },{ -0.741854 , -0.332152 , -0.582518}},
11534 {{-0.046966 , 0.871579 , 0.241189 },{ -0.741854 , -0.332152 , -0.582518}},
11535 {{-0.041853 , 0.862597 , 0.239799 },{ -0.710459 , -0.614963 , -0.342151}},
11536 {{-0.050036 , 0.862136 , 0.257619 },{ -0.710459 , -0.614963 , -0.342151}},
11537 {{-0.048995 , 0.867270 , 0.246230 },{ -0.710459 , -0.614963 , -0.342151}},
11538 {{-0.041853 , 0.862597 , 0.239799 },{ -0.884220 , -0.220512 , -0.411740}},
11539 {{-0.046006 , 0.852435 , 0.254160 },{ -0.884220 , -0.220512 , -0.411740}},
11540 {{-0.050036 , 0.862136 , 0.257619 },{ -0.884220 , -0.220512 , -0.411740}},
11541 {{-0.182443 , 0.918114 , -0.250399 },{ 0.947861 , 0.227660 , 0.223003}},
11542 {{-0.184266 , 0.920533 , -0.245120 },{ 0.947861 , 0.227660 , 0.223003}},
11543 {{-0.181736 , 0.909680 , -0.244794 },{ 0.947861 , 0.227660 , 0.223003}},
11544 {{-0.184266 , 0.920533 , -0.245120 },{ 0.970829 , 0.228498 , 0.072665}},
11545 {{-0.184555 , 0.920070 , -0.239803 },{ 0.970829 , 0.228498 , 0.072665}},
11546 {{-0.181736 , 0.909680 , -0.244794 },{ 0.970829 , 0.228498 , 0.072665}},
11547 {{-0.181736 , 0.909680 , -0.244794 },{ 0.930824 , 0.328998 , -0.159143}},
11548 {{-0.184555 , 0.920070 , -0.239803 },{ 0.930824 , 0.328998 , -0.159143}},
11549 {{-0.183763 , 0.922515 , -0.230116 },{ 0.930824 , 0.328998 , -0.159143}},
11550 {{-0.181736 , 0.909680 , -0.244794 },{ 0.965076 , 0.248214 , -0.083773}},
11551 {{-0.183763 , 0.922515 , -0.230116 },{ 0.965076 , 0.248214 , -0.083773}},
11552 {{-0.180777 , 0.911935 , -0.227065 },{ 0.965076 , 0.248214 , -0.083773}},
11553 {{-0.181736 , 0.909680 , -0.244794 },{ 0.997903 , 0.029309 , -0.057706}},
11554 {{-0.180777 , 0.911935 , -0.227065 },{ 0.997903 , 0.029309 , -0.057706}},
11555 {{-0.179928 , 0.891971 , -0.222523 },{ 0.997903 , 0.029309 , -0.057706}},
11556 {{-0.181736 , 0.909680 , -0.244794 },{ 0.996693 , 0.079268 , -0.017882}},
11557 {{-0.179928 , 0.891971 , -0.222523 },{ 0.996693 , 0.079268 , -0.017882}},
11558 {{-0.180159 , 0.890011 , -0.244086 },{ 0.996693 , 0.079268 , -0.017882}},
11559 {{-0.170105 , 0.891618 , -0.259958 },{ 0.837620 , 0.086572 , 0.539349}},
11560 {{-0.181736 , 0.909680 , -0.244794 },{ 0.837620 , 0.086572 , 0.539349}},
11561 {{-0.180159 , 0.890011 , -0.244086 },{ 0.837620 , 0.086572 , 0.539349}},
11562 {{-0.170105 , 0.891618 , -0.259958 },{ 0.845621 , 0.105183 , 0.523318}},
11563 {{-0.173642 , 0.909118 , -0.257760 },{ 0.845621 , 0.105183 , 0.523318}},
11564 {{-0.181736 , 0.909680 , -0.244794 },{ 0.845621 , 0.105183 , 0.523318}},
11565 {{-0.177103 , 0.918539 , -0.258369 },{ 0.807581 , 0.328351 , 0.489897}},
11566 {{-0.181736 , 0.909680 , -0.244794 },{ 0.807581 , 0.328351 , 0.489897}},
11567 {{-0.173642 , 0.909118 , -0.257760 },{ 0.807581 , 0.328351 , 0.489897}},
11568 {{-0.177103 , 0.918539 , -0.258369 },{ 0.747465 , 0.410012 , 0.522672}},
11569 {{-0.182443 , 0.918114 , -0.250399 },{ 0.747465 , 0.410012 , 0.522672}},
11570 {{-0.181736 , 0.909680 , -0.244794 },{ 0.747465 , 0.410012 , 0.522672}},
11571 {{-0.179320 , 0.927530 , -0.221106 },{ 0.685321 , 0.407374 , -0.603640}},
11572 {{-0.178025 , 0.931246 , -0.217128 },{ 0.685321 , 0.407374 , -0.603640}},
11573 {{-0.169309 , 0.922128 , -0.213386 },{ 0.685321 , 0.407374 , -0.603640}},
11574 {{-0.172408 , 0.931636 , -0.211950 },{ 0.631884 , 0.313040 , -0.709034}},
11575 {{-0.169309 , 0.922128 , -0.213386 },{ 0.631884 , 0.313040 , -0.709034}},
11576 {{-0.178025 , 0.931246 , -0.217128 },{ 0.631884 , 0.313040 , -0.709034}},
11577 {{-0.168744 , 0.935925 , -0.210331 },{ 0.184418 , 0.205276 , -0.961172}},
11578 {{-0.169309 , 0.922128 , -0.213386 },{ 0.184418 , 0.205276 , -0.961172}},
11579 {{-0.172408 , 0.931636 , -0.211950 },{ 0.184418 , 0.205276 , -0.961172}},
11580 {{-0.168744 , 0.935925 , -0.210331 },{ -0.074580 , 0.218498 , -0.972983}},
11581 {{-0.164319 , 0.935574 , -0.210749 },{ -0.074580 , 0.218498 , -0.972983}},
11582 {{-0.169309 , 0.922128 , -0.213386 },{ -0.074580 , 0.218498 , -0.972983}},
11583 {{-0.158272 , 0.937894 , -0.213418 },{ -0.485579 , 0.338293 , -0.806084}},
11584 {{-0.169309 , 0.922128 , -0.213386 },{ -0.485579 , 0.338293 , -0.806084}},
11585 {{-0.164319 , 0.935574 , -0.210749 },{ -0.485579 , 0.338293 , -0.806084}},
11586 {{-0.158272 , 0.937894 , -0.213418 },{ 0.124203 , -0.088955 , -0.988261}},
11587 {{-0.154826 , 0.924141 , -0.211747 },{ 0.124203 , -0.088955 , -0.988261}},
11588 {{-0.169309 , 0.922128 , -0.213386 },{ 0.124203 , -0.088955 , -0.988261}},
11589 {{-0.154826 , 0.924141 , -0.211747 },{ 0.140987 , -0.230421 , -0.962823}},
11590 {{-0.146705 , 0.903366 , -0.205586 },{ 0.140987 , -0.230421 , -0.962823}},
11591 {{-0.169309 , 0.922128 , -0.213386 },{ 0.140987 , -0.230421 , -0.962823}},
11592 {{-0.169309 , 0.922128 , -0.213386 },{ 0.179297 , -0.185638 , -0.966122}},
11593 {{-0.146705 , 0.903366 , -0.205586 },{ 0.179297 , -0.185638 , -0.966122}},
11594 {{-0.164558 , 0.897843 , -0.207838 },{ 0.179297 , -0.185638 , -0.966122}},
11595 {{-0.169309 , 0.922128 , -0.213386 },{ 0.696064 , -0.027728 , -0.717444}},
11596 {{-0.164558 , 0.897843 , -0.207838 },{ 0.696064 , -0.027728 , -0.717444}},
11597 {{-0.179928 , 0.891971 , -0.222523 },{ 0.696064 , -0.027728 , -0.717444}},
11598 {{-0.180777 , 0.911935 , -0.227065 },{ 0.798214 , -0.101153 , -0.593820}},
11599 {{-0.169309 , 0.922128 , -0.213386 },{ 0.798214 , -0.101153 , -0.593820}},
11600 {{-0.179928 , 0.891971 , -0.222523 },{ 0.798214 , -0.101153 , -0.593820}},
11601 {{-0.183763 , 0.922515 , -0.230116 },{ 0.756751 , 0.025206 , -0.653217}},
11602 {{-0.169309 , 0.922128 , -0.213386 },{ 0.756751 , 0.025206 , -0.653217}},
11603 {{-0.180777 , 0.911935 , -0.227065 },{ 0.756751 , 0.025206 , -0.653217}},
11604 {{-0.183763 , 0.922515 , -0.230116 },{ 0.685150 , 0.438268 , -0.581800}},
11605 {{-0.179320 , 0.927530 , -0.221106 },{ 0.685150 , 0.438268 , -0.581800}},
11606 {{-0.169309 , 0.922128 , -0.213386 },{ 0.685150 , 0.438268 , -0.581800}},
11607 {{-0.156620 , 0.933315 , -0.244481 },{ -0.902678 , -0.401167 , 0.155685}},
11608 {{-0.150104 , 0.926190 , -0.225060 },{ -0.902678 , -0.401167 , 0.155685}},
11609 {{-0.156180 , 0.936659 , -0.233313 },{ -0.902678 , -0.401167 , 0.155685}},
11610 {{-0.156620 , 0.933315 , -0.244481 },{ -0.910962 , -0.377032 , 0.167318}},
11611 {{-0.151183 , 0.920620 , -0.243486 },{ -0.910962 , -0.377032 , 0.167318}},
11612 {{-0.150104 , 0.926190 , -0.225060 },{ -0.910962 , -0.377032 , 0.167318}},
11613 {{-0.151183 , 0.920620 , -0.243486 },{ -0.880960 , -0.436185 , 0.183443}},
11614 {{-0.141624 , 0.901622 , -0.242753 },{ -0.880960 , -0.436185 , 0.183443}},
11615 {{-0.150104 , 0.926190 , -0.225060 },{ -0.880960 , -0.436185 , 0.183443}},
11616 {{-0.141624 , 0.901622 , -0.242753 },{ -0.891528 , -0.423485 , 0.160743}},
11617 {{-0.139022 , 0.904278 , -0.221324 },{ -0.891528 , -0.423485 , 0.160743}},
11618 {{-0.150104 , 0.926190 , -0.225060 },{ -0.891528 , -0.423485 , 0.160743}},
11619 {{-0.150104 , 0.926190 , -0.225060 },{ -0.783974 , -0.466358 , -0.409749}},
11620 {{-0.139022 , 0.904278 , -0.221324 },{ -0.783974 , -0.466358 , -0.409749}},
11621 {{-0.146705 , 0.903366 , -0.205586 },{ -0.783974 , -0.466358 , -0.409749}},
11622 {{-0.150104 , 0.926190 , -0.225060 },{ -0.827842 , -0.430324 , -0.359860}},
11623 {{-0.146705 , 0.903366 , -0.205586 },{ -0.827842 , -0.430324 , -0.359860}},
11624 {{-0.154826 , 0.924141 , -0.211747 },{ -0.827842 , -0.430324 , -0.359860}},
11625 {{-0.150104 , 0.926190 , -0.225060 },{ -0.894372 , -0.267646 , -0.358419}},
11626 {{-0.154826 , 0.924141 , -0.211747 },{ -0.894372 , -0.267646 , -0.358419}},
11627 {{-0.158272 , 0.937894 , -0.213418 },{ -0.894372 , -0.267646 , -0.358419}},
11628 {{-0.150104 , 0.926190 , -0.225060 },{ -0.892631 , -0.376773 , -0.247490}},
11629 {{-0.158272 , 0.937894 , -0.213418 },{ -0.892631 , -0.376773 , -0.247490}},
11630 {{-0.156338 , 0.938676 , -0.221584 },{ -0.892631 , -0.376773 , -0.247490}},
11631 {{-0.157898 , 0.939827 , -0.229159 },{ -0.876803 , -0.468233 , 0.109425}},
11632 {{-0.150104 , 0.926190 , -0.225060 },{ -0.876803 , -0.468233 , 0.109425}},
11633 {{-0.156338 , 0.938676 , -0.221584 },{ -0.876803 , -0.468233 , 0.109425}},
11634 {{-0.156180 , 0.936659 , -0.233313 },{ -0.870131 , -0.492567 , 0.015782}},
11635 {{-0.150104 , 0.926190 , -0.225060 },{ -0.870131 , -0.492567 , 0.015782}},
11636 {{-0.157898 , 0.939827 , -0.229159 },{ -0.870131 , -0.492567 , 0.015782}},
11637 {{-0.163382 , 0.928067 , -0.260535 },{ -0.842994 , 0.016529 , 0.537669}},
11638 {{-0.161506 , 0.916009 , -0.257223 },{ -0.842994 , 0.016529 , 0.537669}},
11639 {{-0.160195 , 0.929329 , -0.255577 },{ -0.842994 , 0.016529 , 0.537669}},
11640 {{-0.163382 , 0.928067 , -0.260535 },{ -0.363532 , 0.193726 , 0.911216}},
11641 {{-0.168419 , 0.922693 , -0.261402 },{ -0.363532 , 0.193726 , 0.911216}},
11642 {{-0.161506 , 0.916009 , -0.257223 },{ -0.363532 , 0.193726 , 0.911216}},
11643 {{-0.168419 , 0.922693 , -0.261402 },{ 0.028009 , 0.550591 , 0.834305}},
11644 {{-0.177103 , 0.918539 , -0.258369 },{ 0.028009 , 0.550591 , 0.834305}},
11645 {{-0.161506 , 0.916009 , -0.257223 },{ 0.028009 , 0.550591 , 0.834305}},
11646 {{-0.177103 , 0.918539 , -0.258369 },{ -0.066780 , 0.039915 , 0.996969}},
11647 {{-0.173642 , 0.909118 , -0.257760 },{ -0.066780 , 0.039915 , 0.996969}},
11648 {{-0.161506 , 0.916009 , -0.257223 },{ -0.066780 , 0.039915 , 0.996969}},
11649 {{-0.161506 , 0.916009 , -0.257223 },{ 0.024100 , -0.119789 , 0.992507}},
11650 {{-0.173642 , 0.909118 , -0.257760 },{ 0.024100 , -0.119789 , 0.992507}},
11651 {{-0.170105 , 0.891618 , -0.259958 },{ 0.024100 , -0.119789 , 0.992507}},
11652 {{-0.161506 , 0.916009 , -0.257223 },{ -0.132401 , -0.064234 , 0.989113}},
11653 {{-0.170105 , 0.891618 , -0.259958 },{ -0.132401 , -0.064234 , 0.989113}},
11654 {{-0.154622 , 0.896445 , -0.257572 },{ -0.132401 , -0.064234 , 0.989113}},
11655 {{-0.161506 , 0.916009 , -0.257223 },{ -0.682084 , -0.252250 , 0.686390}},
11656 {{-0.154622 , 0.896445 , -0.257572 },{ -0.682084 , -0.252250 , 0.686390}},
11657 {{-0.141624 , 0.901622 , -0.242753 },{ -0.682084 , -0.252250 , 0.686390}},
11658 {{-0.161506 , 0.916009 , -0.257223 },{ -0.699339 , -0.327362 , 0.635420}},
11659 {{-0.141624 , 0.901622 , -0.242753 },{ -0.699339 , -0.327362 , 0.635420}},
11660 {{-0.151183 , 0.920620 , -0.243486 },{ -0.699339 , -0.327362 , 0.635420}},
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11662 {{-0.151183 , 0.920620 , -0.243486 },{ -0.727312 , -0.261769 , 0.634424}},
11663 {{-0.156620 , 0.933315 , -0.244481 },{ -0.727312 , -0.261769 , 0.634424}},
11664 {{-0.161506 , 0.916009 , -0.257223 },{ -0.956137 , 0.058641 , 0.286991}},
11665 {{-0.156620 , 0.933315 , -0.244481 },{ -0.956137 , 0.058641 , 0.286991}},
11666 {{-0.160195 , 0.929329 , -0.255577 },{ -0.956137 , 0.058641 , 0.286991}},
11667 {{-0.091890 , 0.906939 , 0.236654 },{ -0.546031 , 0.781212 , -0.302586}},
11668 {{-0.095933 , 0.903168 , 0.234214 },{ -0.546031 , 0.781212 , -0.302586}},
11669 {{-0.098437 , 0.902985 , 0.238260 },{ -0.546031 , 0.781212 , -0.302586}},
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11671 {{-0.098437 , 0.902985 , 0.238260 },{ -0.541378 , 0.720180 , -0.433879}},
11672 {{-0.092914 , 0.908361 , 0.240292 },{ -0.541378 , 0.720180 , -0.433879}},
11673 {{-0.098437 , 0.902985 , 0.238260 },{ -0.656009 , 0.442972 , 0.611087}},
11674 {{-0.092499 , 0.905266 , 0.242981 },{ -0.656009 , 0.442972 , 0.611087}},
11675 {{-0.092914 , 0.908361 , 0.240292 },{ -0.656009 , 0.442972 , 0.611087}},
11676 {{-0.098437 , 0.902985 , 0.238260 },{ -0.636213 , 0.561821 , 0.528763}},
11677 {{-0.096746 , 0.901028 , 0.242374 },{ -0.636213 , 0.561821 , 0.528763}},
11678 {{-0.092499 , 0.905266 , 0.242981 },{ -0.636213 , 0.561821 , 0.528763}},
11679 {{-0.098437 , 0.902985 , 0.238260 },{ -0.929417 , -0.029865 , 0.367820}},
11680 {{-0.097526 , 0.895879 , 0.239985 },{ -0.929417 , -0.029865 , 0.367820}},
11681 {{-0.096746 , 0.901028 , 0.242374 },{ -0.929417 , -0.029865 , 0.367820}},
11682 {{-0.099765 , 0.895835 , 0.236297 },{ -0.854775 , 0.016341 , 0.518742}},
11683 {{-0.097526 , 0.895879 , 0.239985 },{ -0.854775 , 0.016341 , 0.518742}},
11684 {{-0.098437 , 0.902985 , 0.238260 },{ -0.854775 , 0.016341 , 0.518742}},
11685 {{-0.096918 , 0.897551 , 0.233663 },{ -0.739120 , 0.302510 , -0.601822}},
11686 {{-0.099765 , 0.895835 , 0.236297 },{ -0.739120 , 0.302510 , -0.601822}},
11687 {{-0.098437 , 0.902985 , 0.238260 },{ -0.739120 , 0.302510 , -0.601822}},
11688 {{-0.096918 , 0.897551 , 0.233663 },{ -0.837648 , 0.196866 , -0.509500}},
11689 {{-0.098437 , 0.902985 , 0.238260 },{ -0.837648 , 0.196866 , -0.509500}},
11690 {{-0.095933 , 0.903168 , 0.234214 },{ -0.837648 , 0.196866 , -0.509500}},
11691 {{-0.090603 , 0.897814 , 0.244466 },{ -0.069050 , -0.031339 , 0.997121}},
11692 {{-0.082642 , 0.894337 , 0.244908 },{ -0.069050 , -0.031339 , 0.997121}},
11693 {{-0.079206 , 0.901593 , 0.245374 },{ -0.069050 , -0.031339 , 0.997121}},
11694 {{-0.090603 , 0.897814 , 0.244466 },{ -0.064139 , -0.046090 , 0.996876}},
11695 {{-0.079206 , 0.901593 , 0.245374 },{ -0.064139 , -0.046090 , 0.996876}},
11696 {{-0.087119 , 0.904667 , 0.245007 },{ -0.064139 , -0.046090 , 0.996876}},
11697 {{-0.090603 , 0.897814 , 0.244466 },{ -0.234188 , -0.425044 , 0.874353}},
11698 {{-0.085700 , 0.887989 , 0.241003 },{ -0.234188 , -0.425044 , 0.874353}},
11699 {{-0.082642 , 0.894337 , 0.244908 },{ -0.234188 , -0.425044 , 0.874353}},
11700 {{-0.090603 , 0.897814 , 0.244466 },{ -0.206009 , -0.415133 , 0.886129}},
11701 {{-0.093809 , 0.891774 , 0.240891 },{ -0.206009 , -0.415133 , 0.886129}},
11702 {{-0.085700 , 0.887989 , 0.241003 },{ -0.206009 , -0.415133 , 0.886129}},
11703 {{-0.090603 , 0.897814 , 0.244466 },{ -0.477286 , -0.245981 , 0.843618}},
11704 {{-0.097526 , 0.895879 , 0.239985 },{ -0.477286 , -0.245981 , 0.843618}},
11705 {{-0.093809 , 0.891774 , 0.240891 },{ -0.477286 , -0.245981 , 0.843618}},
11706 {{-0.096746 , 0.901028 , 0.242374 },{ -0.450681 , -0.318626 , 0.833885}},
11707 {{-0.097526 , 0.895879 , 0.239985 },{ -0.450681 , -0.318626 , 0.833885}},
11708 {{-0.090603 , 0.897814 , 0.244466 },{ -0.450681 , -0.318626 , 0.833885}},
11709 {{-0.092499 , 0.905266 , 0.242981 },{ -0.260939 , 0.124378 , 0.957309}},
11710 {{-0.096746 , 0.901028 , 0.242374 },{ -0.260939 , 0.124378 , 0.957309}},
11711 {{-0.090603 , 0.897814 , 0.244466 },{ -0.260939 , 0.124378 , 0.957309}},
11712 {{-0.092499 , 0.905266 , 0.242981 },{ -0.340944 , 0.099537 , 0.934799}},
11713 {{-0.090603 , 0.897814 , 0.244466 },{ -0.340944 , 0.099537 , 0.934799}},
11714 {{-0.087119 , 0.904667 , 0.245007 },{ -0.340944 , 0.099537 , 0.934799}},
11715 {{-0.069008 , 0.878874 , 0.231778 },{ -0.782694 , -0.622117 , 0.018994}},
11716 {{-0.068121 , 0.878065 , 0.241833 },{ -0.782694 , -0.622117 , 0.018994}},
11717 {{-0.070079 , 0.880418 , 0.238218 },{ -0.782694 , -0.622117 , 0.018994}},
11718 {{-0.065438 , 0.876268 , 0.234126 },{ -0.583581 , -0.811937 , -0.013842}},
11719 {{-0.068121 , 0.878065 , 0.241833 },{ -0.583581 , -0.811937 , -0.013842}},
11720 {{-0.069008 , 0.878874 , 0.231778 },{ -0.583581 , -0.811937 , -0.013842}},
11721 {{-0.062384 , 0.879463 , 0.228425 },{ -0.213508 , -0.798997 , -0.562155}},
11722 {{-0.065438 , 0.876268 , 0.234126 },{ -0.213508 , -0.798997 , -0.562155}},
11723 {{-0.069008 , 0.878874 , 0.231778 },{ -0.213508 , -0.798997 , -0.562155}},
11724 {{-0.065892 , 0.882432 , 0.227023 },{ -0.288876 , -0.666053 , -0.687695}},
11725 {{-0.062384 , 0.879463 , 0.228425 },{ -0.288876 , -0.666053 , -0.687695}},
11726 {{-0.069008 , 0.878874 , 0.231778 },{ -0.288876 , -0.666053 , -0.687695}},
11727 {{-0.069888 , 0.884651 , 0.227046 },{ -0.350956 , -0.624773 , -0.697488}},
11728 {{-0.065892 , 0.882432 , 0.227023 },{ -0.350956 , -0.624773 , -0.697488}},
11729 {{-0.069008 , 0.878874 , 0.231778 },{ -0.350956 , -0.624773 , -0.697488}},
11730 {{-0.069888 , 0.884651 , 0.227046 },{ -0.385188 , -0.619176 , -0.684289}},
11731 {{-0.069008 , 0.878874 , 0.231778 },{ -0.385188 , -0.619176 , -0.684289}},
11732 {{-0.072426 , 0.880840 , 0.231923 },{ -0.385188 , -0.619176 , -0.684289}},
11733 {{-0.069008 , 0.878874 , 0.231778 },{ -0.489126 , -0.860745 , 0.140975}},
11734 {{-0.072817 , 0.882142 , 0.238516 },{ -0.489126 , -0.860745 , 0.140975}},
11735 {{-0.072426 , 0.880840 , 0.231923 },{ -0.489126 , -0.860745 , 0.140975}},
11736 {{-0.069008 , 0.878874 , 0.231778 },{ -0.520110 , -0.846134 , 0.116373}},
11737 {{-0.070079 , 0.880418 , 0.238218 },{ -0.520110 , -0.846134 , 0.116373}},
11738 {{-0.072817 , 0.882142 , 0.238516 },{ -0.520110 , -0.846134 , 0.116373}},
11739 {{-0.078041 , 0.904309 , 0.235067 },{ 0.295804 , 0.932988 , -0.205020}},
11740 {{-0.086284 , 0.907105 , 0.235898 },{ 0.295804 , 0.932988 , -0.205020}},
11741 {{-0.085586 , 0.908035 , 0.241137 },{ 0.295804 , 0.932988 , -0.205020}},
11742 {{-0.077536 , 0.905216 , 0.240950 },{ 0.322083 , 0.931103 , -0.171200}},
11743 {{-0.078041 , 0.904309 , 0.235067 },{ 0.322083 , 0.931103 , -0.171200}},
11744 {{-0.085586 , 0.908035 , 0.241137 },{ 0.322083 , 0.931103 , -0.171200}},
11745 {{-0.077536 , 0.905216 , 0.240950 },{ 0.259551 , 0.696822 , 0.668634}},
11746 {{-0.085586 , 0.908035 , 0.241137 },{ 0.259551 , 0.696822 , 0.668634}},
11747 {{-0.079206 , 0.901593 , 0.245374 },{ 0.259551 , 0.696822 , 0.668634}},
11748 {{-0.085586 , 0.908035 , 0.241137 },{ 0.234313 , 0.685467 , 0.689372}},
11749 {{-0.087119 , 0.904667 , 0.245007 },{ 0.234313 , 0.685467 , 0.689372}},
11750 {{-0.079206 , 0.901593 , 0.245374 },{ 0.234313 , 0.685467 , 0.689372}},
11751 {{-0.085586 , 0.908035 , 0.241137 },{ -0.145766 , 0.774148 , 0.615992}},
11752 {{-0.092499 , 0.905266 , 0.242981 },{ -0.145766 , 0.774148 , 0.615992}},
11753 {{-0.087119 , 0.904667 , 0.245007 },{ -0.145766 , 0.774148 , 0.615992}},
11754 {{-0.092914 , 0.908361 , 0.240292 },{ -0.058416 , 0.650273 , 0.757452}},
11755 {{-0.092499 , 0.905266 , 0.242981 },{ -0.058416 , 0.650273 , 0.757452}},
11756 {{-0.085586 , 0.908035 , 0.241137 },{ -0.058416 , 0.650273 , 0.757452}},
11757 {{-0.085586 , 0.908035 , 0.241137 },{ 0.081175 , 0.935842 , -0.342943}},
11758 {{-0.091890 , 0.906939 , 0.236654 },{ 0.081175 , 0.935842 , -0.342943}},
11759 {{-0.092914 , 0.908361 , 0.240292 },{ 0.081175 , 0.935842 , -0.342943}},
11760 {{-0.085586 , 0.908035 , 0.241137 },{ -0.051796 , 0.984452 , -0.167845}},
11761 {{-0.086284 , 0.907105 , 0.235898 },{ -0.051796 , 0.984452 , -0.167845}},
11762 {{-0.091890 , 0.906939 , 0.236654 },{ -0.051796 , 0.984452 , -0.167845}},
11763 {{-0.089491 , 0.901063 , 0.232327 },{ -0.081168 , 0.118692 , -0.989608}},
11764 {{-0.084598 , 0.890727 , 0.230686 },{ -0.081168 , 0.118692 , -0.989608}},
11765 {{-0.092977 , 0.894210 , 0.231791 },{ -0.081168 , 0.118692 , -0.989608}},
11766 {{-0.089491 , 0.901063 , 0.232327 },{ -0.097267 , 0.110982 , -0.989051}},
11767 {{-0.081131 , 0.897972 , 0.231158 },{ -0.097267 , 0.110982 , -0.989051}},
11768 {{-0.084598 , 0.890727 , 0.230686 },{ -0.097267 , 0.110982 , -0.989051}},
11769 {{-0.078041 , 0.904309 , 0.235067 },{ 0.064525 , 0.500930 , -0.863079}},
11770 {{-0.081131 , 0.897972 , 0.231158 },{ 0.064525 , 0.500930 , -0.863079}},
11771 {{-0.089491 , 0.901063 , 0.232327 },{ 0.064525 , 0.500930 , -0.863079}},
11772 {{-0.086284 , 0.907105 , 0.235898 },{ 0.073920 , 0.478040 , -0.875222}},
11773 {{-0.078041 , 0.904309 , 0.235067 },{ 0.073920 , 0.478040 , -0.875222}},
11774 {{-0.089491 , 0.901063 , 0.232327 },{ 0.073920 , 0.478040 , -0.875222}},
11775 {{-0.086284 , 0.907105 , 0.235898 },{ -0.127364 , 0.553889 , -0.822791}},
11776 {{-0.089491 , 0.901063 , 0.232327 },{ -0.127364 , 0.553889 , -0.822791}},
11777 {{-0.091890 , 0.906939 , 0.236654 },{ -0.127364 , 0.553889 , -0.822791}},
11778 {{-0.091890 , 0.906939 , 0.236654 },{ -0.049103 , 0.579168 , -0.813728}},
11779 {{-0.089491 , 0.901063 , 0.232327 },{ -0.049103 , 0.579168 , -0.813728}},
11780 {{-0.095933 , 0.903168 , 0.234214 },{ -0.049103 , 0.579168 , -0.813728}},
11781 {{-0.095933 , 0.903168 , 0.234214 },{ -0.237321 , 0.135967 , -0.961869}},
11782 {{-0.089491 , 0.901063 , 0.232327 },{ -0.237321 , 0.135967 , -0.961869}},
11783 {{-0.096918 , 0.897551 , 0.233663 },{ -0.237321 , 0.135967 , -0.961869}},
11784 {{-0.089491 , 0.901063 , 0.232327 },{ -0.268456 , 0.210090 , -0.940103}},
11785 {{-0.092977 , 0.894210 , 0.231791 },{ -0.268456 , 0.210090 , -0.940103}},
11786 {{-0.096918 , 0.897551 , 0.233663 },{ -0.268456 , 0.210090 , -0.940103}},
11787 {{-0.106951 , 0.910956 , 0.246477 },{ -0.993172 , 0.001968 , -0.116642}},
11788 {{-0.107628 , 0.906659 , 0.252169 },{ -0.993172 , 0.001968 , -0.116642}},
11789 {{-0.107279 , 0.913517 , 0.249313 },{ -0.993172 , 0.001968 , -0.116642}},
11790 {{-0.107279 , 0.913517 , 0.249313 },{ -0.954270 , -0.072242 , -0.290085}},
11791 {{-0.107628 , 0.906659 , 0.252169 },{ -0.954270 , -0.072242 , -0.290085}},
11792 {{-0.108480 , 0.910846 , 0.253929 },{ -0.954270 , -0.072242 , -0.290085}},
11793 {{-0.107628 , 0.906659 , 0.252169 },{ -0.851501 , -0.340783 , 0.398514}},
11794 {{-0.105952 , 0.909552 , 0.258224 },{ -0.851501 , -0.340783 , 0.398514}},
11795 {{-0.108480 , 0.910846 , 0.253929 },{ -0.851501 , -0.340783 , 0.398514}},
11796 {{-0.107628 , 0.906659 , 0.252169 },{ -0.922491 , -0.180138 , 0.341410}},
11797 {{-0.105132 , 0.905675 , 0.258394 },{ -0.922491 , -0.180138 , 0.341410}},
11798 {{-0.105952 , 0.909552 , 0.258224 },{ -0.922491 , -0.180138 , 0.341410}},
11799 {{-0.102329 , 0.905696 , 0.255973 },{ -0.094719 , -0.988452 , -0.118280}},
11800 {{-0.105132 , 0.905675 , 0.258394 },{ -0.094719 , -0.988452 , -0.118280}},
11801 {{-0.107628 , 0.906659 , 0.252169 },{ -0.094719 , -0.988452 , -0.118280}},
11802 {{-0.102329 , 0.905696 , 0.255973 },{ -0.202205 , -0.978756 , 0.033904}},
11803 {{-0.107628 , 0.906659 , 0.252169 },{ -0.202205 , -0.978756 , 0.033904}},
11804 {{-0.103603 , 0.905785 , 0.250942 },{ -0.202205 , -0.978756 , 0.033904}},
11805 {{-0.103603 , 0.905785 , 0.250942 },{ -0.345928 , -0.667798 , -0.659075}},
11806 {{-0.107628 , 0.906659 , 0.252169 },{ -0.345928 , -0.667798 , -0.659075}},
11807 {{-0.103670 , 0.909650 , 0.247061 },{ -0.345928 , -0.667798 , -0.659075}},
11808 {{-0.103670 , 0.909650 , 0.247061 },{ -0.198984 , -0.770628 , -0.605424}},
11809 {{-0.107628 , 0.906659 , 0.252169 },{ -0.198984 , -0.770628 , -0.605424}},
11810 {{-0.106951 , 0.910956 , 0.246477 },{ -0.198984 , -0.770628 , -0.605424}},
11811 {{-0.102846 , 0.913277 , 0.260893 },{ -0.180945 , -0.008260 , 0.983459}},
11812 {{-0.100099 , 0.909658 , 0.261368 },{ -0.180945 , -0.008260 , 0.983459}},
11813 {{-0.093910 , 0.915525 , 0.262556 },{ -0.180945 , -0.008260 , 0.983459}},
11814 {{-0.102846 , 0.913277 , 0.260893 },{ -0.183461 , 0.002065 , 0.983025}},
11815 {{-0.093910 , 0.915525 , 0.262556 },{ -0.183461 , 0.002065 , 0.983025}},
11816 {{-0.096173 , 0.919647 , 0.262125 },{ -0.183461 , 0.002065 , 0.983025}},
11817 {{-0.093910 , 0.915525 , 0.262556 },{ 0.482299 , -0.631667 , 0.606947}},
11818 {{-0.100099 , 0.909658 , 0.261368 },{ 0.482299 , -0.631667 , 0.606947}},
11819 {{-0.097944 , 0.907851 , 0.257775 },{ 0.482299 , -0.631667 , 0.606947}},
11820 {{-0.093910 , 0.915525 , 0.262556 },{ 0.488202 , -0.631758 , 0.602113}},
11821 {{-0.097944 , 0.907851 , 0.257775 },{ 0.488202 , -0.631758 , 0.602113}},
11822 {{-0.092169 , 0.913262 , 0.258770 },{ 0.488202 , -0.631758 , 0.602113}},
11823 {{-0.097944 , 0.907851 , 0.257775 },{ 0.188958 , -0.827122 , 0.529305}},
11824 {{-0.100099 , 0.909658 , 0.261368 },{ 0.188958 , -0.827122 , 0.529305}},
11825 {{-0.102329 , 0.905696 , 0.255973 },{ 0.188958 , -0.827122 , 0.529305}},
11826 {{-0.100099 , 0.909658 , 0.261368 },{ 0.384370 , -0.812693 , 0.437937}},
11827 {{-0.105132 , 0.905675 , 0.258394 },{ 0.384370 , -0.812693 , 0.437937}},
11828 {{-0.102329 , 0.905696 , 0.255973 },{ 0.384370 , -0.812693 , 0.437937}},
11829 {{-0.100099 , 0.909658 , 0.261368 },{ -0.471469 , -0.061142 , 0.879760}},
11830 {{-0.105952 , 0.909552 , 0.258224 },{ -0.471469 , -0.061142 , 0.879760}},
11831 {{-0.105132 , 0.905675 , 0.258394 },{ -0.471469 , -0.061142 , 0.879760}},
11832 {{-0.102846 , 0.913277 , 0.260893 },{ -0.456776 , -0.234065 , 0.858236}},
11833 {{-0.105952 , 0.909552 , 0.258224 },{ -0.456776 , -0.234065 , 0.858236}},
11834 {{-0.100099 , 0.909658 , 0.261368 },{ -0.456776 , -0.234065 , 0.858236}},
11835 {{-0.073001 , 0.909919 , 0.255109 },{ -0.690219 , -0.723323 , 0.020044}},
11836 {{-0.078046 , 0.914804 , 0.257668 },{ -0.690219 , -0.723323 , 0.020044}},
11837 {{-0.079266 , 0.915753 , 0.249904 },{ -0.690219 , -0.723323 , 0.020044}},
11838 {{-0.073001 , 0.909919 , 0.255109 },{ -0.662370 , -0.748044 , -0.041186}},
11839 {{-0.079266 , 0.915753 , 0.249904 },{ -0.662370 , -0.748044 , -0.041186}},
11840 {{-0.073779 , 0.911077 , 0.246589 },{ -0.662370 , -0.748044 , -0.041186}},
11841 {{-0.072140 , 0.914490 , 0.240359 },{ -0.719618 , -0.511537 , -0.469553}},
11842 {{-0.073779 , 0.911077 , 0.246589 },{ -0.719618 , -0.511537 , -0.469553}},
11843 {{-0.079266 , 0.915753 , 0.249904 },{ -0.719618 , -0.511537 , -0.469553}},
11844 {{-0.072140 , 0.914490 , 0.240359 },{ -0.687169 , -0.581023 , -0.436132}},
11845 {{-0.079266 , 0.915753 , 0.249904 },{ -0.687169 , -0.581023 , -0.436132}},
11846 {{-0.078277 , 0.919563 , 0.243270 },{ -0.687169 , -0.581023 , -0.436132}},
11847 {{-0.078277 , 0.919563 , 0.243270 },{ -0.604716 , -0.648376 , -0.462522}},
11848 {{-0.079266 , 0.915753 , 0.249904 },{ -0.604716 , -0.648376 , -0.462522}},
11849 {{-0.083719 , 0.923107 , 0.245417 },{ -0.604716 , -0.648376 , -0.462522}},
11850 {{-0.079266 , 0.915753 , 0.249904 },{ -0.623007 , -0.646193 , -0.440792}},
11851 {{-0.083839 , 0.918958 , 0.251669 },{ -0.623007 , -0.646193 , -0.440792}},
11852 {{-0.083719 , 0.923107 , 0.245417 },{ -0.623007 , -0.646193 , -0.440792}},
11853 {{-0.079266 , 0.915753 , 0.249904 },{ -0.585710 , -0.809075 , -0.048392}},
11854 {{-0.083076 , 0.917956 , 0.259186 },{ -0.585710 , -0.809075 , -0.048392}},
11855 {{-0.083839 , 0.918958 , 0.251669 },{ -0.585710 , -0.809075 , -0.048392}},
11856 {{-0.078046 , 0.914804 , 0.257668 },{ -0.535048 , -0.844604 , -0.019164}},
11857 {{-0.083076 , 0.917956 , 0.259186 },{ -0.535048 , -0.844604 , -0.019164}},
11858 {{-0.079266 , 0.915753 , 0.249904 },{ -0.535048 , -0.844604 , -0.019164}},
11859 {{-0.097698 , 0.925262 , 0.249473 },{ -0.685091 , 0.700642 , 0.199377}},
11860 {{-0.104605 , 0.918730 , 0.248694 },{ -0.685091 , 0.700642 , 0.199377}},
11861 {{-0.104540 , 0.916910 , 0.255313 },{ -0.685091 , 0.700642 , 0.199377}},
11862 {{-0.097698 , 0.925262 , 0.249473 },{ -0.692230 , 0.697252 , 0.186164}},
11863 {{-0.104540 , 0.916910 , 0.255313 },{ -0.692230 , 0.697252 , 0.186164}},
11864 {{-0.097596 , 0.923525 , 0.256358 },{ -0.692230 , 0.697252 , 0.186164}},
11865 {{-0.104540 , 0.916910 , 0.255313 },{ -0.623003 , 0.569235 , 0.536506}},
11866 {{-0.096173 , 0.919647 , 0.262125 },{ -0.623003 , 0.569235 , 0.536506}},
11867 {{-0.097596 , 0.923525 , 0.256358 },{ -0.623003 , 0.569235 , 0.536506}},
11868 {{-0.104540 , 0.916910 , 0.255313 },{ -0.627745 , 0.551322 , 0.549528}},
11869 {{-0.102846 , 0.913277 , 0.260893 },{ -0.627745 , 0.551322 , 0.549528}},
11870 {{-0.096173 , 0.919647 , 0.262125 },{ -0.627745 , 0.551322 , 0.549528}},
11871 {{-0.104540 , 0.916910 , 0.255313 },{ -0.813849 , 0.342022 , 0.469756}},
11872 {{-0.105952 , 0.909552 , 0.258224 },{ -0.813849 , 0.342022 , 0.469756}},
11873 {{-0.102846 , 0.913277 , 0.260893 },{ -0.813849 , 0.342022 , 0.469756}},
11874 {{-0.108480 , 0.910846 , 0.253929 },{ -0.751404 , 0.362357 , 0.551443}},
11875 {{-0.105952 , 0.909552 , 0.258224 },{ -0.751404 , 0.362357 , 0.551443}},
11876 {{-0.104540 , 0.916910 , 0.255313 },{ -0.751404 , 0.362357 , 0.551443}},
11877 {{-0.107279 , 0.913517 , 0.249313 },{ -0.844302 , 0.528864 , 0.086350}},
11878 {{-0.108480 , 0.910846 , 0.253929 },{ -0.844302 , 0.528864 , 0.086350}},
11879 {{-0.104540 , 0.916910 , 0.255313 },{ -0.844302 , 0.528864 , 0.086350}},
11880 {{-0.104605 , 0.918730 , 0.248694 },{ -0.874779 , 0.464919 , 0.136424}},
11881 {{-0.107279 , 0.913517 , 0.249313 },{ -0.874779 , 0.464919 , 0.136424}},
11882 {{-0.104540 , 0.916910 , 0.255313 },{ -0.874779 , 0.464919 , 0.136424}},
11883 {{-0.093776 , 0.918805 , 0.246111 },{ 0.123276 , -0.036730 , -0.991692}},
11884 {{-0.099734 , 0.913280 , 0.245575 },{ 0.123276 , -0.036730 , -0.991692}},
11885 {{-0.102465 , 0.916912 , 0.245101 },{ 0.123276 , -0.036730 , -0.991692}},
11886 {{-0.093776 , 0.918805 , 0.246111 },{ 0.123176 , -0.036256 , -0.991722}},
11887 {{-0.102465 , 0.916912 , 0.245101 },{ 0.123176 , -0.036256 , -0.991722}},
11888 {{-0.095998 , 0.922963 , 0.245683 },{ 0.123176 , -0.036256 , -0.991722}},
11889 {{-0.102465 , 0.916912 , 0.245101 },{ -0.507023 , 0.608886 , -0.610071}},
11890 {{-0.104605 , 0.918730 , 0.248694 },{ -0.507023 , 0.608886 , -0.610071}},
11891 {{-0.097698 , 0.925262 , 0.249473 },{ -0.507023 , 0.608886 , -0.610071}},
11892 {{-0.102465 , 0.916912 , 0.245101 },{ -0.516332 , 0.609670 , -0.601418}},
11893 {{-0.097698 , 0.925262 , 0.249473 },{ -0.516332 , 0.609670 , -0.601418}},
11894 {{-0.095998 , 0.922963 , 0.245683 },{ -0.516332 , 0.609670 , -0.601418}},
11895 {{-0.102465 , 0.916912 , 0.245101 },{ -0.740281 , 0.308820 , -0.597172}},
11896 {{-0.107279 , 0.913517 , 0.249313 },{ -0.740281 , 0.308820 , -0.597172}},
11897 {{-0.104605 , 0.918730 , 0.248694 },{ -0.740281 , 0.308820 , -0.597172}},
11898 {{-0.102465 , 0.916912 , 0.245101 },{ -0.746426 , 0.448655 , -0.491485}},
11899 {{-0.106951 , 0.910956 , 0.246477 },{ -0.746426 , 0.448655 , -0.491485}},
11900 {{-0.107279 , 0.913517 , 0.249313 },{ -0.746426 , 0.448655 , -0.491485}},
11901 {{-0.102465 , 0.916912 , 0.245101 },{ 0.063596 , -0.269871 , -0.960794}},
11902 {{-0.103670 , 0.909650 , 0.247061 },{ 0.063596 , -0.269871 , -0.960794}},
11903 {{-0.106951 , 0.910956 , 0.246477 },{ 0.063596 , -0.269871 , -0.960794}},
11904 {{-0.102465 , 0.916912 , 0.245101 },{ -0.145931 , -0.235144 , -0.960943}},
11905 {{-0.099734 , 0.913280 , 0.245575 },{ -0.145931 , -0.235144 , -0.960943}},
11906 {{-0.103670 , 0.909650 , 0.247061 },{ -0.145931 , -0.235144 , -0.960943}},
11907 {{-0.111705 , 0.903773 , 0.255257 },{ -0.959033 , 0.006438 , -0.283221}},
11908 {{-0.113498 , 0.900282 , 0.261249 },{ -0.959033 , 0.006438 , -0.283221}},
11909 {{-0.112387 , 0.906837 , 0.257636 },{ -0.959033 , 0.006438 , -0.283221}},
11910 {{-0.112387 , 0.906837 , 0.257636 },{ -0.888945 , -0.096158 , -0.447806}},
11911 {{-0.113498 , 0.900282 , 0.261249 },{ -0.888945 , -0.096158 , -0.447806}},
11912 {{-0.114491 , 0.904805 , 0.262249 },{ -0.888945 , -0.096158 , -0.447806}},
11913 {{-0.113498 , 0.900282 , 0.261249 },{ -0.913700 , -0.268118 , 0.305394}},
11914 {{-0.112717 , 0.904335 , 0.267144 },{ -0.913700 , -0.268118 , 0.305394}},
11915 {{-0.114491 , 0.904805 , 0.262249 },{ -0.913700 , -0.268118 , 0.305394}},
11916 {{-0.113498 , 0.900282 , 0.261249 },{ -0.972955 , -0.108850 , 0.203741}},
11917 {{-0.112104 , 0.900428 , 0.267984 },{ -0.972955 , -0.108850 , 0.203741}},
11918 {{-0.112717 , 0.904335 , 0.267144 },{ -0.972955 , -0.108850 , 0.203741}},
11919 {{-0.108933 , 0.900195 , 0.266183 },{ -0.054617 , -0.997964 , 0.032943}},
11920 {{-0.112104 , 0.900428 , 0.267984 },{ -0.054617 , -0.997964 , 0.032943}},
11921 {{-0.113498 , 0.900282 , 0.261249 },{ -0.054617 , -0.997964 , 0.032943}},
11922 {{-0.108933 , 0.900195 , 0.266183 },{ -0.194955 , -0.967117 , 0.163329}},
11923 {{-0.113498 , 0.900282 , 0.261249 },{ -0.194955 , -0.967117 , 0.163329}},
11924 {{-0.109318 , 0.899396 , 0.260992 },{ -0.194955 , -0.967117 , 0.163329}},
11925 {{-0.108623 , 0.902695 , 0.256674 },{ -0.199520 , -0.762886 , -0.614977}},
11926 {{-0.109318 , 0.899396 , 0.260992 },{ -0.199520 , -0.762886 , -0.614977}},
11927 {{-0.113498 , 0.900282 , 0.261249 },{ -0.199520 , -0.762886 , -0.614977}},
11928 {{-0.108623 , 0.902695 , 0.256674 },{ -0.061500 , -0.854303 , -0.516124}},
11929 {{-0.113498 , 0.900282 , 0.261249 },{ -0.061500 , -0.854303 , -0.516124}},
11930 {{-0.111705 , 0.903773 , 0.255257 },{ -0.061500 , -0.854303 , -0.516124}},
11931 {{-0.109866 , 0.908776 , 0.269914 },{ -0.391084 , 0.117448 , 0.912830}},
11932 {{-0.107446 , 0.905277 , 0.271401 },{ -0.391084 , 0.117448 , 0.912830}},
11933 {{-0.101558 , 0.911958 , 0.273064 },{ -0.391084 , 0.117448 , 0.912830}},
11934 {{-0.109866 , 0.908776 , 0.269914 },{ -0.393816 , 0.127015 , 0.910371}},
11935 {{-0.101558 , 0.911958 , 0.273064 },{ -0.393816 , 0.127015 , 0.910371}},
11936 {{-0.103641 , 0.915878 , 0.271616 },{ -0.393816 , 0.127015 , 0.910371}},
11937 {{-0.107446 , 0.905277 , 0.271401 },{ 0.375378 , -0.517215 , 0.769142}},
11938 {{-0.104865 , 0.902918 , 0.268555 },{ 0.375378 , -0.517215 , 0.769142}},
11939 {{-0.099254 , 0.909215 , 0.270051 },{ 0.375378 , -0.517215 , 0.769142}},
11940 {{-0.107446 , 0.905277 , 0.271401 },{ 0.377278 , -0.522779 , 0.764437}},
11941 {{-0.099254 , 0.909215 , 0.270051 },{ 0.377278 , -0.522779 , 0.764437}},
11942 {{-0.101558 , 0.911958 , 0.273064 },{ 0.377278 , -0.522779 , 0.764437}},
11943 {{-0.104865 , 0.902918 , 0.268555 },{ 0.088357 , -0.726047 , 0.681945}},
11944 {{-0.107446 , 0.905277 , 0.271401 },{ 0.088357 , -0.726047 , 0.681945}},
11945 {{-0.108933 , 0.900195 , 0.266183 },{ 0.088357 , -0.726047 , 0.681945}},
11946 {{-0.107446 , 0.905277 , 0.271401 },{ 0.299233 , -0.724775 , 0.620613}},
11947 {{-0.112104 , 0.900428 , 0.267984 },{ 0.299233 , -0.724775 , 0.620613}},
11948 {{-0.108933 , 0.900195 , 0.266183 },{ 0.299233 , -0.724775 , 0.620613}},
11949 {{-0.107446 , 0.905277 , 0.271401 },{ -0.634059 , 0.066164 , 0.770449}},
11950 {{-0.112717 , 0.904335 , 0.267144 },{ -0.634059 , 0.066164 , 0.770449}},
11951 {{-0.112104 , 0.900428 , 0.267984 },{ -0.634059 , 0.066164 , 0.770449}},
11952 {{-0.109866 , 0.908776 , 0.269914 },{ -0.615461 , -0.093060 , 0.782654}},
11953 {{-0.112717 , 0.904335 , 0.267144 },{ -0.615461 , -0.093060 , 0.782654}},
11954 {{-0.107446 , 0.905277 , 0.271401 },{ -0.615461 , -0.093060 , 0.782654}},
11955 {{-0.072631 , 0.911977 , 0.273167 },{ -0.459631 , -0.883246 , -0.092823}},
11956 {{-0.081137 , 0.916431 , 0.272905 },{ -0.459631 , -0.883246 , -0.092823}},
11957 {{-0.080951 , 0.917157 , 0.265076 },{ -0.459631 , -0.883246 , -0.092823}},
11958 {{-0.072631 , 0.911977 , 0.273167 },{ -0.429782 , -0.893512 , -0.130090}},
11959 {{-0.080951 , 0.917157 , 0.265076 },{ -0.429782 , -0.893512 , -0.130090}},
11960 {{-0.072799 , 0.913413 , 0.263859 },{ -0.429782 , -0.893512 , -0.130090}},
11961 {{-0.071032 , 0.916363 , 0.255839 },{ -0.431543 , -0.811679 , -0.393634}},
11962 {{-0.072799 , 0.913413 , 0.263859 },{ -0.431543 , -0.811679 , -0.393634}},
11963 {{-0.080951 , 0.917157 , 0.265076 },{ -0.431543 , -0.811679 , -0.393634}},
11964 {{-0.071032 , 0.916363 , 0.255839 },{ -0.465930 , -0.771043 , -0.434053}},
11965 {{-0.080951 , 0.917157 , 0.265076 },{ -0.465930 , -0.771043 , -0.434053}},
11966 {{-0.079558 , 0.920271 , 0.258049 },{ -0.465930 , -0.771043 , -0.434053}},
11967 {{-0.079558 , 0.920271 , 0.258049 },{ -0.065348 , -0.907433 , -0.415085}},
11968 {{-0.080951 , 0.917157 , 0.265076 },{ -0.065348 , -0.907433 , -0.415085}},
11969 {{-0.088154 , 0.920853 , 0.258130 },{ -0.065348 , -0.907433 , -0.415085}},
11970 {{-0.080951 , 0.917157 , 0.265076 },{ -0.041656 , -0.899307 , -0.435329}},
11971 {{-0.088686 , 0.917630 , 0.264839 },{ -0.041656 , -0.899307 , -0.435329}},
11972 {{-0.088154 , 0.920853 , 0.258130 },{ -0.041656 , -0.899307 , -0.435329}},
11973 {{-0.080951 , 0.917157 , 0.265076 },{ -0.058710 , -0.995732 , -0.071211}},
11974 {{-0.089402 , 0.917140 , 0.272281 },{ -0.058710 , -0.995732 , -0.071211}},
11975 {{-0.088686 , 0.917630 , 0.264839 },{ -0.058710 , -0.995732 , -0.071211}},
11976 {{-0.080951 , 0.917157 , 0.265076 },{ -0.078053 , -0.992518 , -0.093891}},
11977 {{-0.081137 , 0.916431 , 0.272905 },{ -0.078053 , -0.992518 , -0.093891}},
11978 {{-0.089402 , 0.917140 , 0.272281 },{ -0.078053 , -0.992518 , -0.093891}},
11979 {{-0.110443 , 0.911465 , 0.263641 },{ -0.743722 , 0.666460 , -0.052033}},
11980 {{-0.104014 , 0.918760 , 0.265187 },{ -0.743722 , 0.666460 , -0.052033}},
11981 {{-0.102938 , 0.919418 , 0.258236 },{ -0.743722 , 0.666460 , -0.052033}},
11982 {{-0.110443 , 0.911465 , 0.263641 },{ -0.741995 , 0.668814 , -0.046170}},
11983 {{-0.102938 , 0.919418 , 0.258236 },{ -0.741995 , 0.668814 , -0.046170}},
11984 {{-0.109361 , 0.912201 , 0.256914 },{ -0.741995 , 0.668814 , -0.046170}},
11985 {{-0.109866 , 0.908776 , 0.269914 },{ -0.751108 , 0.585058 , 0.305849}},
11986 {{-0.103641 , 0.915878 , 0.271616 },{ -0.751108 , 0.585058 , 0.305849}},
11987 {{-0.104014 , 0.918760 , 0.265187 },{ -0.751108 , 0.585058 , 0.305849}},
11988 {{-0.109866 , 0.908776 , 0.269914 },{ -0.743379 , 0.587288 , 0.320126}},
11989 {{-0.104014 , 0.918760 , 0.265187 },{ -0.743379 , 0.587288 , 0.320126}},
11990 {{-0.110443 , 0.911465 , 0.263641 },{ -0.743379 , 0.587288 , 0.320126}},
11991 {{-0.110443 , 0.911465 , 0.263641 },{ -0.878171 , 0.405077 , 0.254417}},
11992 {{-0.112717 , 0.904335 , 0.267144 },{ -0.878171 , 0.405077 , 0.254417}},
11993 {{-0.109866 , 0.908776 , 0.269914 },{ -0.878171 , 0.405077 , 0.254417}},
11994 {{-0.114491 , 0.904805 , 0.262249 },{ -0.832698 , 0.434327 , 0.343474}},
11995 {{-0.112717 , 0.904335 , 0.267144 },{ -0.832698 , 0.434327 , 0.343474}},
11996 {{-0.110443 , 0.911465 , 0.263641 },{ -0.832698 , 0.434327 , 0.343474}},
11997 {{-0.112387 , 0.906837 , 0.257636 },{ -0.832093 , 0.535746 , -0.143521}},
11998 {{-0.114491 , 0.904805 , 0.262249 },{ -0.832093 , 0.535746 , -0.143521}},
11999 {{-0.110443 , 0.911465 , 0.263641 },{ -0.832093 , 0.535746 , -0.143521}},
12000 {{-0.109361 , 0.912201 , 0.256914 },{ -0.872616 , 0.480453 , -0.087789}},
12001 {{-0.112387 , 0.906837 , 0.257636 },{ -0.872616 , 0.480453 , -0.087789}},
12002 {{-0.110443 , 0.911465 , 0.263641 },{ -0.872616 , 0.480453 , -0.087789}},
12003 {{-0.098630 , 0.912741 , 0.256666 },{ 0.348615 , -0.153860 , -0.924551}},
12004 {{-0.104405 , 0.906338 , 0.255554 },{ 0.348615 , -0.153860 , -0.924551}},
12005 {{-0.106803 , 0.909840 , 0.254067 },{ 0.348615 , -0.153860 , -0.924551}},
12006 {{-0.098630 , 0.912741 , 0.256666 },{ 0.349745 , -0.158062 , -0.923415}},
12007 {{-0.106803 , 0.909840 , 0.254067 },{ 0.349745 , -0.158062 , -0.923415}},
12008 {{-0.100673 , 0.916668 , 0.255220 },{ 0.349745 , -0.158062 , -0.923415}},
12009 {{-0.100673 , 0.916668 , 0.255220 },{ -0.403579 , 0.492526 , -0.771066}},
12010 {{-0.106803 , 0.909840 , 0.254067 },{ -0.403579 , 0.492526 , -0.771066}},
12011 {{-0.109361 , 0.912201 , 0.256914 },{ -0.403579 , 0.492526 , -0.771066}},
12012 {{-0.100673 , 0.916668 , 0.255220 },{ -0.406883 , 0.501922 , -0.763230}},
12013 {{-0.109361 , 0.912201 , 0.256914 },{ -0.406883 , 0.501922 , -0.763230}},
12014 {{-0.102938 , 0.919418 , 0.258236 },{ -0.406883 , 0.501922 , -0.763230}},
12015 {{-0.109361 , 0.912201 , 0.256914 },{ -0.612023 , 0.244007 , -0.752255}},
12016 {{-0.106803 , 0.909840 , 0.254067 },{ -0.612023 , 0.244007 , -0.752255}},
12017 {{-0.112387 , 0.906837 , 0.257636 },{ -0.612023 , 0.244007 , -0.752255}},
12018 {{-0.106803 , 0.909840 , 0.254067 },{ -0.634620 , 0.380861 , -0.672460}},
12019 {{-0.111705 , 0.903773 , 0.255257 },{ -0.634620 , 0.380861 , -0.672460}},
12020 {{-0.112387 , 0.906837 , 0.257636 },{ -0.634620 , 0.380861 , -0.672460}},
12021 {{-0.106803 , 0.909840 , 0.254067 },{ 0.268640 , -0.389820 , -0.880837}},
12022 {{-0.108623 , 0.902695 , 0.256674 },{ 0.268640 , -0.389820 , -0.880837}},
12023 {{-0.111705 , 0.903773 , 0.255257 },{ 0.268640 , -0.389820 , -0.880837}},
12024 {{-0.106803 , 0.909840 , 0.254067 },{ 0.059316 , -0.355462 , -0.932807}},
12025 {{-0.104405 , 0.906338 , 0.255554 },{ 0.059316 , -0.355462 , -0.932807}},
12026 {{-0.108623 , 0.902695 , 0.256674 },{ 0.059316 , -0.355462 , -0.932807}},
12027 {{-0.108256 , 0.896310 , 0.263277 },{ -0.809985 , -0.042511 , -0.584908}},
12028 {{-0.112196 , 0.895156 , 0.268817 },{ -0.809985 , -0.042511 , -0.584908}},
12029 {{-0.109317 , 0.899740 , 0.264497 },{ -0.809985 , -0.042511 , -0.584908}},
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12126 {{-0.096285 , 0.902720 , 0.267660 },{ 0.621356 , -0.420279 , -0.661273}},
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12211 {{-0.080577 , 0.904722 , 0.282377 },{ -0.097181 , -0.861832 , -0.497796}},
12212 {{-0.075861 , 0.903649 , 0.283314 },{ -0.097181 , -0.861832 , -0.497796}},
12213 {{-0.079632 , 0.899645 , 0.296529 },{ -0.173290 , -0.974191 , -0.144645}},
12214 {{-0.084659 , 0.900735 , 0.295210 },{ -0.173290 , -0.974191 , -0.144645}},
12215 {{-0.082541 , 0.901370 , 0.288396 },{ -0.173290 , -0.974191 , -0.144645}},
12216 {{-0.079632 , 0.899645 , 0.296529 },{ -0.187902 , -0.972300 , -0.139018}},
12217 {{-0.082541 , 0.901370 , 0.288396 },{ -0.187902 , -0.972300 , -0.139018}},
12218 {{-0.077821 , 0.900301 , 0.289493 },{ -0.187902 , -0.972300 , -0.139018}},
12219 {{-0.095666 , 0.907046 , 0.277195 },{ -0.447875 , 0.887575 , -0.107792}},
12220 {{-0.098691 , 0.906255 , 0.283251 },{ -0.447875 , 0.887575 , -0.107792}},
12221 {{-0.093833 , 0.909091 , 0.286418 },{ -0.447875 , 0.887575 , -0.107792}},
12222 {{-0.095666 , 0.907046 , 0.277195 },{ -0.440581 , 0.890949 , -0.109990}},
12223 {{-0.093833 , 0.909091 , 0.286418 },{ -0.440581 , 0.890949 , -0.109990}},
12224 {{-0.090879 , 0.909777 , 0.280142 },{ -0.440581 , 0.890949 , -0.109990}},
12225 {{-0.098691 , 0.906255 , 0.283251 },{ -0.598530 , 0.767571 , 0.229341}},
12226 {{-0.100694 , 0.903019 , 0.288854 },{ -0.598530 , 0.767571 , 0.229341}},
12227 {{-0.095846 , 0.905814 , 0.292152 },{ -0.598530 , 0.767571 , 0.229341}},
12228 {{-0.098691 , 0.906255 , 0.283251 },{ -0.597828 , 0.768175 , 0.229147}},
12229 {{-0.095846 , 0.905814 , 0.292152 },{ -0.597828 , 0.768175 , 0.229147}},
12230 {{-0.093833 , 0.909091 , 0.286418 },{ -0.597828 , 0.768175 , 0.229147}},
12231 {{-0.098691 , 0.906255 , 0.283251 },{ -0.819968 , 0.571226 , 0.036782}},
12232 {{-0.102291 , 0.900954 , 0.285323 },{ -0.819968 , 0.571226 , 0.036782}},
12233 {{-0.100694 , 0.903019 , 0.288854 },{ -0.819968 , 0.571226 , 0.036782}},
12234 {{-0.101737 , 0.902770 , 0.280577 },{ -0.794755 , 0.592008 , 0.133756}},
12235 {{-0.102291 , 0.900954 , 0.285323 },{ -0.794755 , 0.592008 , 0.133756}},
12236 {{-0.098691 , 0.906255 , 0.283251 },{ -0.794755 , 0.592008 , 0.133756}},
12237 {{-0.098577 , 0.903962 , 0.276787 },{ -0.609730 , 0.743553 , -0.274515}},
12238 {{-0.101737 , 0.902770 , 0.280577 },{ -0.609730 , 0.743553 , -0.274515}},
12239 {{-0.098691 , 0.906255 , 0.283251 },{ -0.609730 , 0.743553 , -0.274515}},
12240 {{-0.098577 , 0.903962 , 0.276787 },{ -0.686395 , 0.681486 , -0.253850}},
12241 {{-0.098691 , 0.906255 , 0.283251 },{ -0.686395 , 0.681486 , -0.253850}},
12242 {{-0.095666 , 0.907046 , 0.277195 },{ -0.686395 , 0.681486 , -0.253850}},
12243 {{-0.088066 , 0.902089 , 0.278568 },{ 0.561561 , -0.149577 , -0.813803}},
12244 {{-0.092589 , 0.899771 , 0.275873 },{ 0.561561 , -0.149577 , -0.813803}},
12245 {{-0.093288 , 0.904089 , 0.274597 },{ 0.561561 , -0.149577 , -0.813803}},
12246 {{-0.088066 , 0.902089 , 0.278568 },{ 0.563224 , -0.144702 , -0.813535}},
12247 {{-0.093288 , 0.904089 , 0.274597 },{ 0.563224 , -0.144702 , -0.813535}},
12248 {{-0.088647 , 0.906608 , 0.277362 },{ 0.563224 , -0.144702 , -0.813535}},
12249 {{-0.088647 , 0.906608 , 0.277362 },{ 0.060051 , 0.685660 , -0.725441}},
12250 {{-0.093288 , 0.904089 , 0.274597 },{ 0.060051 , 0.685660 , -0.725441}},
12251 {{-0.095666 , 0.907046 , 0.277195 },{ 0.060051 , 0.685660 , -0.725441}},
12252 {{-0.088647 , 0.906608 , 0.277362 },{ 0.059896 , 0.681781 , -0.729101}},
12253 {{-0.095666 , 0.907046 , 0.277195 },{ 0.059896 , 0.681781 , -0.729101}},
12254 {{-0.090879 , 0.909777 , 0.280142 },{ 0.059896 , 0.681781 , -0.729101}},
12255 {{-0.095666 , 0.907046 , 0.277195 },{ -0.352260 , 0.441668 , -0.825132}},
12256 {{-0.093288 , 0.904089 , 0.274597 },{ -0.352260 , 0.441668 , -0.825132}},
12257 {{-0.098577 , 0.903962 , 0.276787 },{ -0.352260 , 0.441668 , -0.825132}},
12258 {{-0.093288 , 0.904089 , 0.274597 },{ -0.317075 , 0.604587 , -0.730711}},
12259 {{-0.097756 , 0.901330 , 0.274253 },{ -0.317075 , 0.604587 , -0.730711}},
12260 {{-0.098577 , 0.903962 , 0.276787 },{ -0.317075 , 0.604587 , -0.730711}},
12261 {{-0.093288 , 0.904089 , 0.274597 },{ 0.299656 , -0.375954 , -0.876850}},
12262 {{-0.096350 , 0.898712 , 0.275856 },{ 0.299656 , -0.375954 , -0.876850}},
12263 {{-0.097756 , 0.901330 , 0.274253 },{ 0.299656 , -0.375954 , -0.876850}},
12264 {{-0.093288 , 0.904089 , 0.274597 },{ 0.080489 , -0.270465 , -0.959359}},
12265 {{-0.092589 , 0.899771 , 0.275873 },{ 0.080489 , -0.270465 , -0.959359}},
12266 {{-0.096350 , 0.898712 , 0.275856 },{ 0.080489 , -0.270465 , -0.959359}},
12267 {{-0.068225 , 0.920999 , 0.256842 },{ 0.384690 , -0.033350 , -0.922443}},
12268 {{-0.065795 , 0.917193 , 0.257993 },{ 0.384690 , -0.033350 , -0.922443}},
12269 {{-0.071032 , 0.916363 , 0.255839 },{ 0.384690 , -0.033350 , -0.922443}},
12270 {{-0.065795 , 0.917193 , 0.257993 },{ 0.326718 , 0.280639 , -0.902495}},
12271 {{-0.069982 , 0.912838 , 0.255123 },{ 0.326718 , 0.280639 , -0.902495}},
12272 {{-0.071032 , 0.916363 , 0.255839 },{ 0.326718 , 0.280639 , -0.902495}},
12273 {{-0.065795 , 0.917193 , 0.257993 },{ 0.692847 , -0.716947 , 0.077130}},
12274 {{-0.073001 , 0.909919 , 0.255109 },{ 0.692847 , -0.716947 , 0.077130}},
12275 {{-0.069982 , 0.912838 , 0.255123 },{ 0.692847 , -0.716947 , 0.077130}},
12276 {{-0.065795 , 0.917193 , 0.257993 },{ 0.629333 , -0.729578 , 0.267687}},
12277 {{-0.068435 , 0.915585 , 0.259817 },{ 0.629333 , -0.729578 , 0.267687}},
12278 {{-0.073001 , 0.909919 , 0.255109 },{ 0.629333 , -0.729578 , 0.267687}},
12279 {{-0.061078 , 0.919588 , 0.259933 },{ 0.477368 , -0.875011 , -0.080470}},
12280 {{-0.068435 , 0.915585 , 0.259817 },{ 0.477368 , -0.875011 , -0.080470}},
12281 {{-0.065795 , 0.917193 , 0.257993 },{ 0.477368 , -0.875011 , -0.080470}},
12282 {{-0.061078 , 0.919588 , 0.259933 },{ 0.466660 , -0.883334 , -0.044160}},
12283 {{-0.065795 , 0.917193 , 0.257993 },{ 0.466660 , -0.883334 , -0.044160}},
12284 {{-0.059808 , 0.920282 , 0.259472 },{ 0.466660 , -0.883334 , -0.044160}},
12285 {{-0.061881 , 0.923344 , 0.259813 },{ 0.136318 , 0.200333 , -0.970198}},
12286 {{-0.059808 , 0.920282 , 0.259472 },{ 0.136318 , 0.200333 , -0.970198}},
12287 {{-0.065795 , 0.917193 , 0.257993 },{ 0.136318 , 0.200333 , -0.970198}},
12288 {{-0.061881 , 0.923344 , 0.259813 },{ 0.424870 , -0.002497 , -0.905251}},
12289 {{-0.065795 , 0.917193 , 0.257993 },{ 0.424870 , -0.002497 , -0.905251}},
12290 {{-0.068225 , 0.920999 , 0.256842 },{ 0.424870 , -0.002497 , -0.905251}},
12291 {{-0.071537 , 0.912733 , 0.270065 },{ 0.742328 , -0.140633 , -0.655111}},
12292 {{-0.068465 , 0.914000 , 0.273274 },{ 0.742328 , -0.140633 , -0.655111}},
12293 {{-0.069973 , 0.908998 , 0.272639 },{ 0.742328 , -0.140633 , -0.655111}},
12294 {{-0.071537 , 0.912733 , 0.270065 },{ 0.753245 , -0.129061 , -0.644954}},
12295 {{-0.069973 , 0.908998 , 0.272639 },{ 0.753245 , -0.129061 , -0.644954}},
12296 {{-0.071211 , 0.906640 , 0.271665 },{ 0.753245 , -0.129061 , -0.644954}},
12297 {{-0.068465 , 0.914000 , 0.273274 },{ 0.041683 , -0.138187 , 0.989528}},
12298 {{-0.072631 , 0.911977 , 0.273167 },{ 0.041683 , -0.138187 , 0.989528}},
12299 {{-0.069973 , 0.908998 , 0.272639 },{ 0.041683 , -0.138187 , 0.989528}},
12300 {{-0.070758 , 0.916419 , 0.276101 },{ 0.276154 , -0.608070 , 0.744305}},
12301 {{-0.072631 , 0.911977 , 0.273167 },{ 0.276154 , -0.608070 , 0.744305}},
12302 {{-0.068465 , 0.914000 , 0.273274 },{ 0.276154 , -0.608070 , 0.744305}},
12303 {{-0.064459 , 0.919678 , 0.276126 },{ 0.301970 , -0.589407 , 0.749275}},
12304 {{-0.070758 , 0.916419 , 0.276101 },{ 0.301970 , -0.589407 , 0.749275}},
12305 {{-0.068465 , 0.914000 , 0.273274 },{ 0.301970 , -0.589407 , 0.749275}},
12306 {{-0.064459 , 0.919678 , 0.276126 },{ 0.440919 , -0.631468 , 0.637839}},
12307 {{-0.068465 , 0.914000 , 0.273274 },{ 0.440919 , -0.631468 , 0.637839}},
12308 {{-0.064907 , 0.917248 , 0.274030 },{ 0.440919 , -0.631468 , 0.637839}},
12309 {{-0.064907 , 0.917248 , 0.274030 },{ 0.467987 , -0.321009 , -0.823372}},
12310 {{-0.068465 , 0.914000 , 0.273274 },{ 0.467987 , -0.321009 , -0.823372}},
12311 {{-0.069147 , 0.917102 , 0.271677 },{ 0.467987 , -0.321009 , -0.823372}},
12312 {{-0.071537 , 0.912733 , 0.270065 },{ 0.744440 , -0.168897 , -0.645974}},
12313 {{-0.069147 , 0.917102 , 0.271677 },{ 0.744440 , -0.168897 , -0.645974}},
12314 {{-0.068465 , 0.914000 , 0.273274 },{ 0.744440 , -0.168897 , -0.645974}},
12315 {{-0.071463 , 0.907810 , 0.283792 },{ 0.993187 , 0.043581 , 0.108074}},
12316 {{-0.071897 , 0.910281 , 0.286784 },{ 0.993187 , 0.043581 , 0.108074}},
12317 {{-0.071580 , 0.904443 , 0.286225 },{ 0.993187 , 0.043581 , 0.108074}},
12318 {{-0.071463 , 0.907810 , 0.283792 },{ 0.993496 , 0.041962 , 0.105848}},
12319 {{-0.071580 , 0.904443 , 0.286225 },{ 0.993496 , 0.041962 , 0.105848}},
12320 {{-0.071171 , 0.901121 , 0.283703 },{ 0.993496 , 0.041962 , 0.105848}},
12321 {{-0.071897 , 0.910281 , 0.286784 },{ 0.470428 , -0.058764 , 0.880480}},
12322 {{-0.074509 , 0.907186 , 0.287973 },{ 0.470428 , -0.058764 , 0.880480}},
12323 {{-0.071580 , 0.904443 , 0.286225 },{ 0.470428 , -0.058764 , 0.880480}},
12324 {{-0.076061 , 0.913562 , 0.288988 },{ 0.446751 , -0.033577 , 0.894028}},
12325 {{-0.074509 , 0.907186 , 0.287973 },{ 0.446751 , -0.033577 , 0.894028}},
12326 {{-0.071897 , 0.910281 , 0.286784 },{ 0.446751 , -0.033577 , 0.894028}},
12327 {{-0.073188 , 0.917705 , 0.287671 },{ 0.450065 , -0.028375 , 0.892545}},
12328 {{-0.076061 , 0.913562 , 0.288988 },{ 0.450065 , -0.028375 , 0.892545}},
12329 {{-0.071897 , 0.910281 , 0.286784 },{ 0.450065 , -0.028375 , 0.892545}},
12330 {{-0.073188 , 0.917705 , 0.287671 },{ -0.119880 , -0.138305 , 0.983108}},
12331 {{-0.071897 , 0.910281 , 0.286784 },{ -0.119880 , -0.138305 , 0.983108}},
12332 {{-0.069759 , 0.913759 , 0.287534 },{ -0.119880 , -0.138305 , 0.983108}},
12333 {{-0.069759 , 0.913759 , 0.287534 },{ 0.102393 , -0.269430 , 0.957561}},
12334 {{-0.071897 , 0.910281 , 0.286784 },{ 0.102393 , -0.269430 , 0.957561}},
12335 {{-0.069157 , 0.910910 , 0.286668 },{ 0.102393 , -0.269430 , 0.957561}},
12336 {{-0.069157 , 0.910910 , 0.286668 },{ 0.197407 , -0.741625 , 0.641111}},
12337 {{-0.071897 , 0.910281 , 0.286784 },{ 0.197407 , -0.741625 , 0.641111}},
12338 {{-0.071463 , 0.907810 , 0.283792 },{ 0.197407 , -0.741625 , 0.641111}},
12339 {{-0.062046 , 0.901948 , 0.243413 },{ -0.682320 , -0.707258 , -0.185002}},
12340 {{-0.067723 , 0.906440 , 0.247178 },{ -0.682320 , -0.707258 , -0.185002}},
12341 {{-0.066990 , 0.907239 , 0.241420 },{ -0.682320 , -0.707258 , -0.185002}},
12342 {{-0.061381 , 0.903847 , 0.237264 },{ -0.642913 , -0.709473 , -0.288637}},
12343 {{-0.062046 , 0.901948 , 0.243413 },{ -0.642913 , -0.709473 , -0.288637}},
12344 {{-0.066990 , 0.907239 , 0.241420 },{ -0.642913 , -0.709473 , -0.288637}},
12345 {{-0.058323 , 0.903791 , 0.233525 },{ -0.691179 , -0.458735 , -0.558420}},
12346 {{-0.061381 , 0.903847 , 0.237264 },{ -0.691179 , -0.458735 , -0.558420}},
12347 {{-0.066990 , 0.907239 , 0.241420 },{ -0.691179 , -0.458735 , -0.558420}},
12348 {{-0.058323 , 0.903791 , 0.233525 },{ -0.701976 , -0.367143 , -0.610275}},
12349 {{-0.066990 , 0.907239 , 0.241420 },{ -0.701976 , -0.367143 , -0.610275}},
12350 {{-0.065110 , 0.910541 , 0.237271 },{ -0.701976 , -0.367143 , -0.610275}},
12351 {{-0.072140 , 0.914490 , 0.240359 },{ -0.567871 , -0.499107 , -0.654534}},
12352 {{-0.065110 , 0.910541 , 0.237271 },{ -0.567871 , -0.499107 , -0.654534}},
12353 {{-0.066990 , 0.907239 , 0.241420 },{ -0.567871 , -0.499107 , -0.654534}},
12354 {{-0.072140 , 0.914490 , 0.240359 },{ -0.679582 , -0.553178 , -0.481832}},
12355 {{-0.066990 , 0.907239 , 0.241420 },{ -0.679582 , -0.553178 , -0.481832}},
12356 {{-0.073779 , 0.911077 , 0.246589 },{ -0.679582 , -0.553178 , -0.481832}},
12357 {{-0.066990 , 0.907239 , 0.241420 },{ -0.529022 , -0.845985 , -0.066675}},
12358 {{-0.073001 , 0.909919 , 0.255109 },{ -0.529022 , -0.845985 , -0.066675}},
12359 {{-0.073779 , 0.911077 , 0.246589 },{ -0.529022 , -0.845985 , -0.066675}},
12360 {{-0.066990 , 0.907239 , 0.241420 },{ -0.718963 , -0.670111 , -0.184512}},
12361 {{-0.067723 , 0.906440 , 0.247178 },{ -0.718963 , -0.670111 , -0.184512}},
12362 {{-0.073001 , 0.909919 , 0.255109 },{ -0.718963 , -0.670111 , -0.184512}},
12363 {{-0.060749 , 0.915414 , 0.238798 },{ -0.116119 , 0.390145 , -0.913402}},
12364 {{-0.058323 , 0.903791 , 0.233525 },{ -0.116119 , 0.390145 , -0.913402}},
12365 {{-0.065110 , 0.910541 , 0.237271 },{ -0.116119 , 0.390145 , -0.913402}},
12366 {{-0.060749 , 0.915414 , 0.238798 },{ 0.309278 , 0.445669 , -0.840075}},
12367 {{-0.053630 , 0.909665 , 0.238369 },{ 0.309278 , 0.445669 , -0.840075}},
12368 {{-0.058323 , 0.903791 , 0.233525 },{ 0.309278 , 0.445669 , -0.840075}},
12369 {{-0.049206 , 0.915111 , 0.245092 },{ 0.408131 , 0.559238 , -0.721583}},
12370 {{-0.053630 , 0.909665 , 0.238369 },{ 0.408131 , 0.559238 , -0.721583}},
12371 {{-0.060749 , 0.915414 , 0.238798 },{ 0.408131 , 0.559238 , -0.721583}},
12372 {{-0.049206 , 0.915111 , 0.245092 },{ 0.406417 , 0.564853 , -0.718169}},
12373 {{-0.060749 , 0.915414 , 0.238798 },{ 0.406417 , 0.564853 , -0.718169}},
12374 {{-0.056418 , 0.919283 , 0.244292 },{ 0.406417 , 0.564853 , -0.718169}},
12375 {{-0.056418 , 0.919283 , 0.244292 },{ 0.221553 , 0.706472 , -0.672169}},
12376 {{-0.060749 , 0.915414 , 0.238798 },{ 0.221553 , 0.706472 , -0.672169}},
12377 {{-0.063535 , 0.921278 , 0.244043 },{ 0.221553 , 0.706472 , -0.672169}},
12378 {{-0.060749 , 0.915414 , 0.238798 },{ 0.199492 , 0.704225 , -0.681374}},
12379 {{-0.067928 , 0.918420 , 0.239803 },{ 0.199492 , 0.704225 , -0.681374}},
12380 {{-0.063535 , 0.921278 , 0.244043 },{ 0.199492 , 0.704225 , -0.681374}},
12381 {{-0.067928 , 0.918420 , 0.239803 },{ -0.136232 , 0.005855 , -0.990660}},
12382 {{-0.060749 , 0.915414 , 0.238798 },{ -0.136232 , 0.005855 , -0.990660}},
12383 {{-0.072140 , 0.914490 , 0.240359 },{ -0.136232 , 0.005855 , -0.990660}},
12384 {{-0.060749 , 0.915414 , 0.238798 },{ -0.156574 , 0.420212 , -0.893816}},
12385 {{-0.065110 , 0.910541 , 0.237271 },{ -0.156574 , 0.420212 , -0.893816}},
12386 {{-0.072140 , 0.914490 , 0.240359 },{ -0.156574 , 0.420212 , -0.893816}},
12387 {{-0.066540 , 0.908843 , 0.251181 },{ -0.271867 , -0.787511 , 0.553095}},
12388 {{-0.068641 , 0.909076 , 0.250480 },{ -0.271867 , -0.787511 , 0.553095}},
12389 {{-0.067723 , 0.906440 , 0.247178 },{ -0.271867 , -0.787511 , 0.553095}},
12390 {{-0.066540 , 0.908843 , 0.251181 },{ -0.260314 , -0.791935 , 0.552337}},
12391 {{-0.067723 , 0.906440 , 0.247178 },{ -0.260314 , -0.791935 , 0.552337}},
12392 {{-0.062046 , 0.901948 , 0.243413 },{ -0.260314 , -0.791935 , 0.552337}},
12393 {{-0.073001 , 0.909919 , 0.255109 },{ 0.537919 , -0.579533 , 0.612196}},
12394 {{-0.067723 , 0.906440 , 0.247178 },{ 0.537919 , -0.579533 , 0.612196}},
12395 {{-0.068641 , 0.909076 , 0.250480 },{ 0.537919 , -0.579533 , 0.612196}},
12396 {{-0.073001 , 0.909919 , 0.255109 },{ 0.545499 , -0.567138 , 0.617078}},
12397 {{-0.068641 , 0.909076 , 0.250480 },{ 0.545499 , -0.567138 , 0.617078}},
12398 {{-0.069982 , 0.912838 , 0.255123 },{ 0.545499 , -0.567138 , 0.617078}},
12399 {{-0.068641 , 0.909076 , 0.250480 },{ 0.959936 , 0.274861 , 0.054543}},
12400 {{-0.071032 , 0.916363 , 0.255839 },{ 0.959936 , 0.274861 , 0.054543}},
12401 {{-0.069982 , 0.912838 , 0.255123 },{ 0.959936 , 0.274861 , 0.054543}},
12402 {{-0.071032 , 0.916363 , 0.255839 },{ -0.308206 , -0.627177 , 0.715302}},
12403 {{-0.068641 , 0.909076 , 0.250480 },{ -0.308206 , -0.627177 , 0.715302}},
12404 {{-0.066540 , 0.908843 , 0.251181 },{ -0.308206 , -0.627177 , 0.715302}},
12405 {{-0.049206 , 0.915111 , 0.245092 },{ 0.507472 , 0.848720 , -0.148815}},
12406 {{-0.056418 , 0.919283 , 0.244292 },{ 0.507472 , 0.848720 , -0.148815}},
12407 {{-0.054633 , 0.919575 , 0.252044 },{ 0.507472 , 0.848720 , -0.148815}},
12408 {{-0.049206 , 0.915111 , 0.245092 },{ 0.504620 , 0.849893 , -0.151794}},
12409 {{-0.054633 , 0.919575 , 0.252044 },{ 0.504620 , 0.849893 , -0.151794}},
12410 {{-0.047772 , 0.915542 , 0.252272 },{ 0.504620 , 0.849893 , -0.151794}},
12411 {{-0.047772 , 0.915542 , 0.252272 },{ 0.500757 , 0.858257 , 0.112421}},
12412 {{-0.054633 , 0.919575 , 0.252044 },{ 0.500757 , 0.858257 , 0.112421}},
12413 {{-0.049167 , 0.915374 , 0.259768 },{ 0.500757 , 0.858257 , 0.112421}},
12414 {{-0.049167 , 0.915374 , 0.259768 },{ 0.536003 , 0.840616 , 0.077884}},
12415 {{-0.054633 , 0.919575 , 0.252044 },{ 0.536003 , 0.840616 , 0.077884}},
12416 {{-0.054654 , 0.918994 , 0.258459 },{ 0.536003 , 0.840616 , 0.077884}},
12417 {{-0.054633 , 0.919575 , 0.252044 },{ 0.112156 , 0.989607 , 0.089990}},
12418 {{-0.061078 , 0.919588 , 0.259933 },{ 0.112156 , 0.989607 , 0.089990}},
12419 {{-0.054654 , 0.918994 , 0.258459 },{ 0.112156 , 0.989607 , 0.089990}},
12420 {{-0.054633 , 0.919575 , 0.252044 },{ 0.270800 , 0.937234 , 0.219682}},
12421 {{-0.061353 , 0.921480 , 0.252200 },{ 0.270800 , 0.937234 , 0.219682}},
12422 {{-0.061078 , 0.919588 , 0.259933 },{ 0.270800 , 0.937234 , 0.219682}},
12423 {{-0.056418 , 0.919283 , 0.244292 },{ 0.271783 , 0.957517 , -0.096414}},
12424 {{-0.063535 , 0.921278 , 0.244043 },{ 0.271783 , 0.957517 , -0.096414}},
12425 {{-0.061353 , 0.921480 , 0.252200 },{ 0.271783 , 0.957517 , -0.096414}},
12426 {{-0.056418 , 0.919283 , 0.244292 },{ 0.269322 , 0.958041 , -0.098095}},
12427 {{-0.061353 , 0.921480 , 0.252200 },{ 0.269322 , 0.958041 , -0.098095}},
12428 {{-0.054633 , 0.919575 , 0.252044 },{ 0.269322 , 0.958041 , -0.098095}},
12429 {{-0.066422 , 0.906366 , 0.260199 },{ -0.890044 , -0.415174 , -0.188287}},
12430 {{-0.062282 , 0.893170 , 0.269726 },{ -0.890044 , -0.415174 , -0.188287}},
12431 {{-0.067307 , 0.903923 , 0.269769 },{ -0.890044 , -0.415174 , -0.188287}},
12432 {{-0.062822 , 0.898928 , 0.257015 },{ -0.913310 , -0.384161 , -0.135222}},
12433 {{-0.062282 , 0.893170 , 0.269726 },{ -0.913310 , -0.384161 , -0.135222}},
12434 {{-0.066422 , 0.906366 , 0.260199 },{ -0.913310 , -0.384161 , -0.135222}},
12435 {{-0.062046 , 0.901948 , 0.243413 },{ -0.913361 , -0.383332 , -0.137217}},
12436 {{-0.062822 , 0.898928 , 0.257015 },{ -0.913361 , -0.383332 , -0.137217}},
12437 {{-0.066422 , 0.906366 , 0.260199 },{ -0.913361 , -0.383332 , -0.137217}},
12438 {{-0.062046 , 0.901948 , 0.243413 },{ -0.885565 , -0.450755 , -0.112226}},
12439 {{-0.066422 , 0.906366 , 0.260199 },{ -0.885565 , -0.450755 , -0.112226}},
12440 {{-0.066540 , 0.908843 , 0.251181 },{ -0.885565 , -0.450755 , -0.112226}},
12441 {{-0.066540 , 0.908843 , 0.251181 },{ -0.882379 , -0.456556 , -0.113861}},
12442 {{-0.066422 , 0.906366 , 0.260199 },{ -0.882379 , -0.456556 , -0.113861}},
12443 {{-0.071032 , 0.916363 , 0.255839 },{ -0.882379 , -0.456556 , -0.113861}},
12444 {{-0.071032 , 0.916363 , 0.255839 },{ -0.777039 , -0.515718 , -0.360894}},
12445 {{-0.066422 , 0.906366 , 0.260199 },{ -0.777039 , -0.515718 , -0.360894}},
12446 {{-0.072799 , 0.913413 , 0.263859 },{ -0.777039 , -0.515718 , -0.360894}},
12447 {{-0.066422 , 0.906366 , 0.260199 },{ -0.760468 , -0.643711 , -0.085584}},
12448 {{-0.072631 , 0.911977 , 0.273167 },{ -0.760468 , -0.643711 , -0.085584}},
12449 {{-0.072799 , 0.913413 , 0.263859 },{ -0.760468 , -0.643711 , -0.085584}},
12450 {{-0.066422 , 0.906366 , 0.260199 },{ -0.854062 , -0.479597 , -0.201405}},
12451 {{-0.067307 , 0.903923 , 0.269769 },{ -0.854062 , -0.479597 , -0.201405}},
12452 {{-0.072631 , 0.911977 , 0.273167 },{ -0.854062 , -0.479597 , -0.201405}},
12453 {{-0.054654 , 0.918994 , 0.258459 },{ 0.556831 , 0.790001 , -0.256587}},
12454 {{-0.055745 , 0.920245 , 0.259943 },{ 0.556831 , 0.790001 , -0.256587}},
12455 {{-0.054900 , 0.920172 , 0.261552 },{ 0.556831 , 0.790001 , -0.256587}},
12456 {{-0.054654 , 0.918994 , 0.258459 },{ 0.574071 , 0.779336 , -0.251154}},
12457 {{-0.054900 , 0.920172 , 0.261552 },{ 0.574071 , 0.779336 , -0.251154}},
12458 {{-0.049167 , 0.915374 , 0.259768 },{ 0.574071 , 0.779336 , -0.251154}},
12459 {{-0.054900 , 0.920172 , 0.261552 },{ 0.445505 , 0.873939 , -0.194311}},
12460 {{-0.055745 , 0.920245 , 0.259943 },{ 0.445505 , 0.873939 , -0.194311}},
12461 {{-0.061881 , 0.923344 , 0.259813 },{ 0.445505 , 0.873939 , -0.194311}},
12462 {{-0.061881 , 0.923344 , 0.259813 },{ 0.114809 , 0.186390 , -0.975745}},
12463 {{-0.055745 , 0.920245 , 0.259943 },{ 0.114809 , 0.186390 , -0.975745}},
12464 {{-0.059808 , 0.920282 , 0.259472 },{ 0.114809 , 0.186390 , -0.975745}},
12465 {{-0.059808 , 0.920282 , 0.259472 },{ 0.081582 , -0.650747 , -0.754899}},
12466 {{-0.055745 , 0.920245 , 0.259943 },{ 0.081582 , -0.650747 , -0.754899}},
12467 {{-0.061078 , 0.919588 , 0.259933 },{ 0.081582 , -0.650747 , -0.754899}},
12468 {{-0.054654 , 0.918994 , 0.258459 },{ -0.088477 , 0.728581 , -0.679222}},
12469 {{-0.061078 , 0.919588 , 0.259933 },{ -0.088477 , 0.728581 , -0.679222}},
12470 {{-0.055745 , 0.920245 , 0.259943 },{ -0.088477 , 0.728581 , -0.679222}},
12471 {{-0.062282 , 0.893170 , 0.269726 },{ -0.861616 , -0.415217 , -0.291913}},
12472 {{-0.066793 , 0.900215 , 0.273020 },{ -0.861616 , -0.415217 , -0.291913}},
12473 {{-0.068215 , 0.903795 , 0.272125 },{ -0.861616 , -0.415217 , -0.291913}},
12474 {{-0.062282 , 0.893170 , 0.269726 },{ -0.849557 , -0.395612 , -0.348919}},
12475 {{-0.068215 , 0.903795 , 0.272125 },{ -0.849557 , -0.395612 , -0.348919}},
12476 {{-0.067307 , 0.903923 , 0.269769 },{ -0.849557 , -0.395612 , -0.348919}},
12477 {{-0.067307 , 0.903923 , 0.269769 },{ -0.843027 , -0.410780 , -0.347226}},
12478 {{-0.068215 , 0.903795 , 0.272125 },{ -0.843027 , -0.410780 , -0.347226}},
12479 {{-0.072631 , 0.911977 , 0.273167 },{ -0.843027 , -0.410780 , -0.347226}},
12480 {{-0.072631 , 0.911977 , 0.273167 },{ 0.139919 , -0.050420 , 0.988878}},
12481 {{-0.068215 , 0.903795 , 0.272125 },{ 0.139919 , -0.050420 , 0.988878}},
12482 {{-0.069973 , 0.908998 , 0.272639 },{ 0.139919 , -0.050420 , 0.988878}},
12483 {{-0.069973 , 0.908998 , 0.272639 },{ 0.335006 , 0.204069 , -0.919852}},
12484 {{-0.068215 , 0.903795 , 0.272125 },{ 0.335006 , 0.204069 , -0.919852}},
12485 {{-0.071211 , 0.906640 , 0.271665 },{ 0.335006 , 0.204069 , -0.919852}},
12486 {{-0.071211 , 0.906640 , 0.271665 },{ -0.127810 , -0.288034 , -0.949053}},
12487 {{-0.068215 , 0.903795 , 0.272125 },{ -0.127810 , -0.288034 , -0.949053}},
12488 {{-0.066793 , 0.900215 , 0.273020 },{ -0.127810 , -0.288034 , -0.949053}},
12489 {{-0.049167 , 0.915374 , 0.259768 },{ 0.663789 , 0.725346 , 0.182368}},
12490 {{-0.054900 , 0.920172 , 0.261552 },{ 0.663789 , 0.725346 , 0.182368}},
12491 {{-0.055308 , 0.918821 , 0.268410 },{ 0.663789 , 0.725346 , 0.182368}},
12492 {{-0.048463 , 0.912576 , 0.267649 },{ 0.672916 , 0.713994 , 0.193382}},
12493 {{-0.049167 , 0.915374 , 0.259768 },{ 0.672916 , 0.713994 , 0.193382}},
12494 {{-0.055308 , 0.918821 , 0.268410 },{ 0.672916 , 0.713994 , 0.193382}},
12495 {{-0.048463 , 0.912576 , 0.267649 },{ 0.667861 , 0.701821 , 0.247807}},
12496 {{-0.055308 , 0.918821 , 0.268410 },{ 0.667861 , 0.701821 , 0.247807}},
12497 {{-0.050931 , 0.912102 , 0.275643 },{ 0.667861 , 0.701821 , 0.247807}},
12498 {{-0.050931 , 0.912102 , 0.275643 },{ 0.587233 , 0.738706 , 0.330863}},
12499 {{-0.055308 , 0.918821 , 0.268410 },{ 0.587233 , 0.738706 , 0.330863}},
12500 {{-0.057128 , 0.917417 , 0.274775 },{ 0.587233 , 0.738706 , 0.330863}},
12501 {{-0.055308 , 0.918821 , 0.268410 },{ 0.330631 , 0.897297 , 0.292474}},
12502 {{-0.064459 , 0.919678 , 0.276126 },{ 0.330631 , 0.897297 , 0.292474}},
12503 {{-0.057128 , 0.917417 , 0.274775 },{ 0.330631 , 0.897297 , 0.292474}},
12504 {{-0.055308 , 0.918821 , 0.268410 },{ 0.397697 , 0.835645 , 0.378860}},
12505 {{-0.063053 , 0.922503 , 0.268419 },{ 0.397697 , 0.835645 , 0.378860}},
12506 {{-0.064459 , 0.919678 , 0.276126 },{ 0.397697 , 0.835645 , 0.378860}},
12507 {{-0.055308 , 0.918821 , 0.268410 },{ 0.424933 , 0.893506 , 0.145187}},
12508 {{-0.061881 , 0.923344 , 0.259813 },{ 0.424933 , 0.893506 , 0.145187}},
12509 {{-0.063053 , 0.922503 , 0.268419 },{ 0.424933 , 0.893506 , 0.145187}},
12510 {{-0.054900 , 0.920172 , 0.261552 },{ 0.363351 , 0.909752 , 0.200818}},
12511 {{-0.061881 , 0.923344 , 0.259813 },{ 0.363351 , 0.909752 , 0.200818}},
12512 {{-0.055308 , 0.918821 , 0.268410 },{ 0.363351 , 0.909752 , 0.200818}},
12513 {{-0.067468 , 0.898027 , 0.279116 },{ -0.898341 , -0.359224 , -0.252867}},
12514 {{-0.063889 , 0.886325 , 0.283025 },{ -0.898341 , -0.359224 , -0.252867}},
12515 {{-0.068851 , 0.897281 , 0.285089 },{ -0.898341 , -0.359224 , -0.252867}},
12516 {{-0.062375 , 0.888321 , 0.276348 },{ -0.875493 , -0.371141 , -0.309463}},
12517 {{-0.063889 , 0.886325 , 0.283025 },{ -0.875493 , -0.371141 , -0.309463}},
12518 {{-0.067468 , 0.898027 , 0.279116 },{ -0.875493 , -0.371141 , -0.309463}},
12519 {{-0.062282 , 0.893170 , 0.269726 },{ -0.879050 , -0.378665 , -0.289627}},
12520 {{-0.062375 , 0.888321 , 0.276348 },{ -0.879050 , -0.378665 , -0.289627}},
12521 {{-0.067468 , 0.898027 , 0.279116 },{ -0.879050 , -0.378665 , -0.289627}},
12522 {{-0.062282 , 0.893170 , 0.269726 },{ -0.864184 , -0.435518 , -0.252009}},
12523 {{-0.067468 , 0.898027 , 0.279116 },{ -0.864184 , -0.435518 , -0.252009}},
12524 {{-0.066793 , 0.900215 , 0.273020 },{ -0.864184 , -0.435518 , -0.252009}},
12525 {{-0.067468 , 0.898027 , 0.279116 },{ -0.754771 , -0.584914 , -0.296979}},
12526 {{-0.073287 , 0.905218 , 0.279742 },{ -0.754771 , -0.584914 , -0.296979}},
12527 {{-0.071211 , 0.906640 , 0.271665 },{ -0.754771 , -0.584914 , -0.296979}},
12528 {{-0.067468 , 0.898027 , 0.279116 },{ -0.757816 , -0.582913 , -0.293135}},
12529 {{-0.071211 , 0.906640 , 0.271665 },{ -0.757816 , -0.582913 , -0.293135}},
12530 {{-0.066793 , 0.900215 , 0.273020 },{ -0.757816 , -0.582913 , -0.293135}},
12531 {{-0.067468 , 0.898027 , 0.279116 },{ -0.775352 , -0.630523 , 0.035646}},
12532 {{-0.074509 , 0.907186 , 0.287973 },{ -0.775352 , -0.630523 , 0.035646}},
12533 {{-0.073287 , 0.905218 , 0.279742 },{ -0.775352 , -0.630523 , 0.035646}},
12534 {{-0.067468 , 0.898027 , 0.279116 },{ -0.869816 , -0.422847 , -0.254208}},
12535 {{-0.068851 , 0.897281 , 0.285089 },{ -0.869816 , -0.422847 , -0.254208}},
12536 {{-0.074509 , 0.907186 , 0.287973 },{ -0.869816 , -0.422847 , -0.254208}},
12537 {{-0.057128 , 0.917417 , 0.274775 },{ 0.025077 , 0.189534 , 0.981554}},
12538 {{-0.060517 , 0.917187 , 0.274906 },{ 0.025077 , 0.189534 , 0.981554}},
12539 {{-0.050931 , 0.912102 , 0.275643 },{ 0.025077 , 0.189534 , 0.981554}},
12540 {{-0.060517 , 0.917187 , 0.274906 },{ 0.195583 , 0.491684 , 0.848525}},
12541 {{-0.060341 , 0.915921 , 0.275599 },{ 0.195583 , 0.491684 , 0.848525}},
12542 {{-0.050931 , 0.912102 , 0.275643 },{ 0.195583 , 0.491684 , 0.848525}},
12543 {{-0.060517 , 0.917187 , 0.274906 },{ -0.321674 , 0.419854 , 0.848674}},
12544 {{-0.069147 , 0.917102 , 0.271677 },{ -0.321674 , 0.419854 , 0.848674}},
12545 {{-0.060341 , 0.915921 , 0.275599 },{ -0.321674 , 0.419854 , 0.848674}},
12546 {{-0.060517 , 0.917187 , 0.274906 },{ -0.040631 , -0.990062 , 0.134634}},
12547 {{-0.064907 , 0.917248 , 0.274030 },{ -0.040631 , -0.990062 , 0.134634}},
12548 {{-0.069147 , 0.917102 , 0.271677 },{ -0.040631 , -0.990062 , 0.134634}},
12549 {{-0.064459 , 0.919678 , 0.276126 },{ -0.160747 , -0.627501 , 0.761842}},
12550 {{-0.064907 , 0.917248 , 0.274030 },{ -0.160747 , -0.627501 , 0.761842}},
12551 {{-0.060517 , 0.917187 , 0.274906 },{ -0.160747 , -0.627501 , 0.761842}},
12552 {{-0.064459 , 0.919678 , 0.276126 },{ 0.060444 , -0.360260 , 0.930892}},
12553 {{-0.060517 , 0.917187 , 0.274906 },{ 0.060444 , -0.360260 , 0.930892}},
12554 {{-0.057128 , 0.917417 , 0.274775 },{ 0.060444 , -0.360260 , 0.930892}},
12555 {{-0.067994 , 0.893557 , 0.285370 },{ -0.720193 , -0.215496 , -0.659457}},
12556 {{-0.069554 , 0.898030 , 0.285612 },{ -0.720193 , -0.215496 , -0.659457}},
12557 {{-0.068851 , 0.897281 , 0.285089 },{ -0.720193 , -0.215496 , -0.659457}},
12558 {{-0.067994 , 0.893557 , 0.285370 },{ -0.745510 , -0.219059 , -0.629467}},
12559 {{-0.068851 , 0.897281 , 0.285089 },{ -0.745510 , -0.219059 , -0.629467}},
12560 {{-0.063889 , 0.886325 , 0.283025 },{ -0.745510 , -0.219059 , -0.629467}},
12561 {{-0.068851 , 0.897281 , 0.285089 },{ -0.723670 , -0.223236 , -0.653045}},
12562 {{-0.069554 , 0.898030 , 0.285612 },{ -0.723670 , -0.223236 , -0.653045}},
12563 {{-0.074509 , 0.907186 , 0.287973 },{ -0.723670 , -0.223236 , -0.653045}},
12564 {{-0.074509 , 0.907186 , 0.287973 },{ 0.581201 , 0.106497 , 0.806762}},
12565 {{-0.069554 , 0.898030 , 0.285612 },{ 0.581201 , 0.106497 , 0.806762}},
12566 {{-0.071580 , 0.904443 , 0.286225 },{ 0.581201 , 0.106497 , 0.806762}},
12567 {{-0.071171 , 0.901121 , 0.283703 },{ 0.911906 , 0.313417 , -0.264947}},
12568 {{-0.071580 , 0.904443 , 0.286225 },{ 0.911906 , 0.313417 , -0.264947}},
12569 {{-0.069554 , 0.898030 , 0.285612 },{ 0.911906 , 0.313417 , -0.264947}},
12570 {{-0.071171 , 0.901121 , 0.283703 },{ 0.913244 , 0.331327 , -0.237081}},
12571 {{-0.069554 , 0.898030 , 0.285612 },{ 0.913244 , 0.331327 , -0.237081}},
12572 {{-0.067994 , 0.893557 , 0.285370 },{ 0.913244 , 0.331327 , -0.237081}},
12573 {{-0.050931 , 0.912102 , 0.275643 },{ 0.367439 , 0.907692 , 0.202688}},
12574 {{-0.060341 , 0.915921 , 0.275599 },{ 0.367439 , 0.907692 , 0.202688}},
12575 {{-0.061078 , 0.914840 , 0.281776 },{ 0.367439 , 0.907692 , 0.202688}},
12576 {{-0.050322 , 0.908209 , 0.282566 },{ 0.458163 , 0.791388 , 0.404712}},
12577 {{-0.050931 , 0.912102 , 0.275643 },{ 0.458163 , 0.791388 , 0.404712}},
12578 {{-0.061078 , 0.914840 , 0.281776 },{ 0.458163 , 0.791388 , 0.404712}},
12579 {{-0.050322 , 0.908209 , 0.282566 },{ 0.479018 , 0.815652 , 0.324429}},
12580 {{-0.061078 , 0.914840 , 0.281776 },{ 0.479018 , 0.815652 , 0.324429}},
12581 {{-0.051859 , 0.906171 , 0.289959 },{ 0.479018 , 0.815652 , 0.324429}},
12582 {{-0.051859 , 0.906171 , 0.289959 },{ 0.539280 , 0.805471 , 0.245752}},
12583 {{-0.061078 , 0.914840 , 0.281776 },{ 0.539280 , 0.805471 , 0.245752}},
12584 {{-0.062512 , 0.913910 , 0.287971 },{ 0.539280 , 0.805471 , 0.245752}},
12585 {{-0.061078 , 0.914840 , 0.281776 },{ 0.321934 , 0.922489 , 0.213008}},
12586 {{-0.073188 , 0.917705 , 0.287671 },{ 0.321934 , 0.922489 , 0.213008}},
12587 {{-0.062512 , 0.913910 , 0.287971 },{ 0.321934 , 0.922489 , 0.213008}},
12588 {{-0.061078 , 0.914840 , 0.281776 },{ 0.285422 , 0.950282 , 0.124494}},
12589 {{-0.071357 , 0.918223 , 0.279519 },{ 0.285422 , 0.950282 , 0.124494}},
12590 {{-0.073188 , 0.917705 , 0.287671 },{ 0.285422 , 0.950282 , 0.124494}},
12591 {{-0.061078 , 0.914840 , 0.281776 },{ 0.321158 , 0.945969 , -0.044722}},
12592 {{-0.069147 , 0.917102 , 0.271677 },{ 0.321158 , 0.945969 , -0.044722}},
12593 {{-0.071357 , 0.918223 , 0.279519 },{ 0.321158 , 0.945969 , -0.044722}},
12594 {{-0.060341 , 0.915921 , 0.275599 },{ 0.052409 , 0.982596 , 0.178209}},
12595 {{-0.069147 , 0.917102 , 0.271677 },{ 0.052409 , 0.982596 , 0.178209}},
12596 {{-0.061078 , 0.914840 , 0.281776 },{ 0.052409 , 0.982596 , 0.178209}},
12597 {{-0.068348 , 0.890550 , 0.290328 },{ -0.774802 , -0.632062 , -0.013396}},
12598 {{-0.062044 , 0.882728 , 0.294781 },{ -0.774802 , -0.632062 , -0.013396}},
12599 {{-0.068392 , 0.890471 , 0.296602 },{ -0.774802 , -0.632062 , -0.013396}},
12600 {{-0.063330 , 0.882490 , 0.288522 },{ -0.814280 , -0.549122 , 0.188181}},
12601 {{-0.062044 , 0.882728 , 0.294781 },{ -0.814280 , -0.549122 , 0.188181}},
12602 {{-0.068348 , 0.890550 , 0.290328 },{ -0.814280 , -0.549122 , 0.188181}},
12603 {{-0.063889 , 0.886325 , 0.283025 },{ -0.846892 , -0.472667 , -0.243639}},
12604 {{-0.063330 , 0.882490 , 0.288522 },{ -0.846892 , -0.472667 , -0.243639}},
12605 {{-0.068348 , 0.890550 , 0.290328 },{ -0.846892 , -0.472667 , -0.243639}},
12606 {{-0.063889 , 0.886325 , 0.283025 },{ -0.867871 , -0.394873 , -0.301454}},
12607 {{-0.068348 , 0.890550 , 0.290328 },{ -0.867871 , -0.394873 , -0.301454}},
12608 {{-0.067994 , 0.893557 , 0.285370 },{ -0.867871 , -0.394873 , -0.301454}},
12609 {{-0.071171 , 0.901121 , 0.283703 },{ -0.846757 , -0.425901 , -0.318764}},
12610 {{-0.067994 , 0.893557 , 0.285370 },{ -0.846757 , -0.425901 , -0.318764}},
12611 {{-0.068348 , 0.890550 , 0.290328 },{ -0.846757 , -0.425901 , -0.318764}},
12612 {{-0.071171 , 0.901121 , 0.283703 },{ -0.684548 , -0.509528 , -0.521321}},
12613 {{-0.068348 , 0.890550 , 0.290328 },{ -0.684548 , -0.509528 , -0.521321}},
12614 {{-0.072861 , 0.896869 , 0.290078 },{ -0.684548 , -0.509528 , -0.521321}},
12615 {{-0.072861 , 0.896869 , 0.290078 },{ -0.795675 , -0.575718 , -0.188280}},
12616 {{-0.068348 , 0.890550 , 0.290328 },{ -0.795675 , -0.575718 , -0.188280}},
12617 {{-0.074112 , 0.896329 , 0.297016 },{ -0.795675 , -0.575718 , -0.188280}},
12618 {{-0.068348 , 0.890550 , 0.290328 },{ -0.715904 , -0.698062 , -0.013815}},
12619 {{-0.068392 , 0.890471 , 0.296602 },{ -0.715904 , -0.698062 , -0.013815}},
12620 {{-0.074112 , 0.896329 , 0.297016 },{ -0.715904 , -0.698062 , -0.013815}},
12621 {{-0.062512 , 0.913910 , 0.287971 },{ 0.156165 , 0.441890 , 0.883372}},
12622 {{-0.064423 , 0.913094 , 0.288717 },{ 0.156165 , 0.441890 , 0.883372}},
12623 {{-0.051859 , 0.906171 , 0.289959 },{ 0.156165 , 0.441890 , 0.883372}},
12624 {{-0.064423 , 0.913094 , 0.288717 },{ 0.185919 , 0.490182 , 0.851561}},
12625 {{-0.061149 , 0.909434 , 0.290109 },{ 0.185919 , 0.490182 , 0.851561}},
12626 {{-0.051859 , 0.906171 , 0.289959 },{ 0.185919 , 0.490182 , 0.851561}},
12627 {{-0.064423 , 0.913094 , 0.288717 },{ -0.395481 , -0.004452 , 0.918463}},
12628 {{-0.069157 , 0.910910 , 0.286668 },{ -0.395481 , -0.004452 , 0.918463}},
12629 {{-0.061149 , 0.909434 , 0.290109 },{ -0.395481 , -0.004452 , 0.918463}},
12630 {{-0.069759 , 0.913759 , 0.287534 },{ -0.243285 , -0.328786 , 0.912530}},
12631 {{-0.069157 , 0.910910 , 0.286668 },{ -0.243285 , -0.328786 , 0.912530}},
12632 {{-0.064423 , 0.913094 , 0.288717 },{ -0.243285 , -0.328786 , 0.912530}},
12633 {{-0.073188 , 0.917705 , 0.287671 },{ -0.238531 , -0.239950 , 0.941024}},
12634 {{-0.069759 , 0.913759 , 0.287534 },{ -0.238531 , -0.239950 , 0.941024}},
12635 {{-0.064423 , 0.913094 , 0.288717 },{ -0.238531 , -0.239950 , 0.941024}},
12636 {{-0.073188 , 0.917705 , 0.287671 },{ 0.141429 , 0.466867 , 0.872945}},
12637 {{-0.064423 , 0.913094 , 0.288717 },{ 0.141429 , 0.466867 , 0.872945}},
12638 {{-0.062512 , 0.913910 , 0.287971 },{ 0.141429 , 0.466867 , 0.872945}},
12639 {{-0.062772 , 0.900697 , 0.300301 },{ 0.068675 , -0.035159 , 0.997019}},
12640 {{-0.065903 , 0.894780 , 0.300308 },{ 0.068675 , -0.035159 , 0.997019}},
12641 {{-0.052623 , 0.893978 , 0.299365 },{ 0.068675 , -0.035159 , 0.997019}},
12642 {{-0.065903 , 0.894780 , 0.300308 },{ 0.061717 , -0.140026 , 0.988222}},
12643 {{-0.057452 , 0.887467 , 0.298744 },{ 0.061717 , -0.140026 , 0.988222}},
12644 {{-0.052623 , 0.893978 , 0.299365 },{ 0.061717 , -0.140026 , 0.988222}},
12645 {{-0.065903 , 0.894780 , 0.300308 },{ -0.248383 , -0.468374 , 0.847899}},
12646 {{-0.062044 , 0.882728 , 0.294781 },{ -0.248383 , -0.468374 , 0.847899}},
12647 {{-0.057452 , 0.887467 , 0.298744 },{ -0.248383 , -0.468374 , 0.847899}},
12648 {{-0.065903 , 0.894780 , 0.300308 },{ -0.357773 , -0.481483 , 0.800108}},
12649 {{-0.068392 , 0.890471 , 0.296602 },{ -0.357773 , -0.481483 , 0.800108}},
12650 {{-0.062044 , 0.882728 , 0.294781 },{ -0.357773 , -0.481483 , 0.800108}},
12651 {{-0.074112 , 0.896329 , 0.297016 },{ -0.404216 , -0.450935 , 0.795781}},
12652 {{-0.068392 , 0.890471 , 0.296602 },{ -0.404216 , -0.450935 , 0.795781}},
12653 {{-0.065903 , 0.894780 , 0.300308 },{ -0.404216 , -0.450935 , 0.795781}},
12654 {{-0.073610 , 0.899892 , 0.300607 },{ -0.389111 , -0.626149 , 0.675670}},
12655 {{-0.074112 , 0.896329 , 0.297016 },{ -0.389111 , -0.626149 , 0.675670}},
12656 {{-0.065903 , 0.894780 , 0.300308 },{ -0.389111 , -0.626149 , 0.675670}},
12657 {{-0.072036 , 0.904868 , 0.299911 },{ 0.107528 , 0.104280 , 0.988718}},
12658 {{-0.073610 , 0.899892 , 0.300607 },{ 0.107528 , 0.104280 , 0.988718}},
12659 {{-0.065903 , 0.894780 , 0.300308 },{ 0.107528 , 0.104280 , 0.988718}},
12660 {{-0.072036 , 0.904868 , 0.299911 },{ -0.033543 , 0.018932 , 0.999258}},
12661 {{-0.065903 , 0.894780 , 0.300308 },{ -0.033543 , 0.018932 , 0.999258}},
12662 {{-0.062772 , 0.900697 , 0.300301 },{ -0.033543 , 0.018932 , 0.999258}},
12663 {{-0.051859 , 0.906171 , 0.289959 },{ 0.281144 , 0.774390 , 0.566814}},
12664 {{-0.061149 , 0.909434 , 0.290109 },{ 0.281144 , 0.774390 , 0.566814}},
12665 {{-0.060893 , 0.905442 , 0.295436 },{ 0.281144 , 0.774390 , 0.566814}},
12666 {{-0.051859 , 0.906171 , 0.289959 },{ 0.359001 , 0.641861 , 0.677593}},
12667 {{-0.060893 , 0.905442 , 0.295436 },{ 0.359001 , 0.641861 , 0.677593}},
12668 {{-0.050627 , 0.899529 , 0.295598 },{ 0.359001 , 0.641861 , 0.677593}},
12669 {{-0.060893 , 0.905442 , 0.295436 },{ 0.260949 , 0.476066 , 0.839802}},
12670 {{-0.052623 , 0.893978 , 0.299365 },{ 0.260949 , 0.476066 , 0.839802}},
12671 {{-0.050627 , 0.899529 , 0.295598 },{ 0.260949 , 0.476066 , 0.839802}},
12672 {{-0.060893 , 0.905442 , 0.295436 },{ 0.433373 , 0.555772 , 0.709440}},
12673 {{-0.062772 , 0.900697 , 0.300301 },{ 0.433373 , 0.555772 , 0.709440}},
12674 {{-0.052623 , 0.893978 , 0.299365 },{ 0.433373 , 0.555772 , 0.709440}},
12675 {{-0.060893 , 0.905442 , 0.295436 },{ 0.257712 , 0.640067 , 0.723809}},
12676 {{-0.072036 , 0.904868 , 0.299911 },{ 0.257712 , 0.640067 , 0.723809}},
12677 {{-0.062772 , 0.900697 , 0.300301 },{ 0.257712 , 0.640067 , 0.723809}},
12678 {{-0.060893 , 0.905442 , 0.295436 },{ 0.185018 , 0.804832 , 0.563927}},
12679 {{-0.070072 , 0.908566 , 0.293989 },{ 0.185018 , 0.804832 , 0.563927}},
12680 {{-0.072036 , 0.904868 , 0.299911 },{ 0.185018 , 0.804832 , 0.563927}},
12681 {{-0.060893 , 0.905442 , 0.295436 },{ 0.258708 , 0.910092 , 0.323733}},
12682 {{-0.069157 , 0.910910 , 0.286668 },{ 0.258708 , 0.910092 , 0.323733}},
12683 {{-0.070072 , 0.908566 , 0.293989 },{ 0.258708 , 0.910092 , 0.323733}},
12684 {{-0.060893 , 0.905442 , 0.295436 },{ -0.111445 , 0.792670 , 0.599379}},
12685 {{-0.061149 , 0.909434 , 0.290109 },{ -0.111445 , 0.792670 , 0.599379}},
12686 {{-0.069157 , 0.910910 , 0.286668 },{ -0.111445 , 0.792670 , 0.599379}},
12687 {{-0.057135 , 0.895454 , 0.231749 },{ -0.937224 , -0.072650 , -0.341076}},
12688 {{-0.059724 , 0.898544 , 0.238205 },{ -0.937224 , -0.072650 , -0.341076}},
12689 {{-0.059434 , 0.900507 , 0.236990 },{ -0.937224 , -0.072650 , -0.341076}},
12690 {{-0.057135 , 0.895454 , 0.231749 },{ -0.882492 , 0.079323 , -0.463589}},
12691 {{-0.059434 , 0.900507 , 0.236990 },{ -0.882492 , 0.079323 , -0.463589}},
12692 {{-0.057268 , 0.898638 , 0.232547 },{ -0.882492 , 0.079323 , -0.463589}},
12693 {{-0.057268 , 0.898638 , 0.232547 },{ -0.910918 , -0.111082 , -0.397352}},
12694 {{-0.059434 , 0.900507 , 0.236990 },{ -0.910918 , -0.111082 , -0.397352}},
12695 {{-0.058323 , 0.903791 , 0.233525 },{ -0.910918 , -0.111082 , -0.397352}},
12696 {{-0.058323 , 0.903791 , 0.233525 },{ -0.721114 , -0.372437 , -0.584196}},
12697 {{-0.059434 , 0.900507 , 0.236990 },{ -0.721114 , -0.372437 , -0.584196}},
12698 {{-0.061381 , 0.903847 , 0.237264 },{ -0.721114 , -0.372437 , -0.584196}},
12699 {{-0.059434 , 0.900507 , 0.236990 },{ -0.847441 , -0.474463 , -0.238178}},
12700 {{-0.062046 , 0.901948 , 0.243413 },{ -0.847441 , -0.474463 , -0.238178}},
12701 {{-0.061381 , 0.903847 , 0.237264 },{ -0.847441 , -0.474463 , -0.238178}},
12702 {{-0.059434 , 0.900507 , 0.236990 },{ -0.929445 , -0.091203 , -0.357511}},
12703 {{-0.061484 , 0.898408 , 0.242855 },{ -0.929445 , -0.091203 , -0.357511}},
12704 {{-0.062046 , 0.901948 , 0.243413 },{ -0.929445 , -0.091203 , -0.357511}},
12705 {{-0.059434 , 0.900507 , 0.236990 },{ -0.931367 , 0.288284 , -0.222367}},
12706 {{-0.063080 , 0.894907 , 0.245001 },{ -0.931367 , 0.288284 , -0.222367}},
12707 {{-0.061484 , 0.898408 , 0.242855 },{ -0.931367 , 0.288284 , -0.222367}},
12708 {{-0.059434 , 0.900507 , 0.236990 },{ -0.833217 , -0.196755 , -0.516756}},
12709 {{-0.059724 , 0.898544 , 0.238205 },{ -0.833217 , -0.196755 , -0.516756}},
12710 {{-0.063080 , 0.894907 , 0.245001 },{ -0.833217 , -0.196755 , -0.516756}},
12711 {{-0.066830 , 0.886396 , 0.248839 },{ -0.943942 , 0.289855 , 0.157979}},
12712 {{-0.065196 , 0.886642 , 0.258151 },{ -0.943942 , 0.289855 , 0.157979}},
12713 {{-0.065010 , 0.891022 , 0.251226 },{ -0.943942 , 0.289855 , 0.157979}},
12714 {{-0.066830 , 0.886396 , 0.248839 },{ -0.980747 , 0.096917 , 0.169534}},
12715 {{-0.066928 , 0.881381 , 0.251139 },{ -0.980747 , 0.096917 , 0.169534}},
12716 {{-0.065196 , 0.886642 , 0.258151 },{ -0.980747 , 0.096917 , 0.169534}},
12717 {{-0.068121 , 0.878065 , 0.241833 },{ -0.992392 , 0.066819 , 0.103412}},
12718 {{-0.066928 , 0.881381 , 0.251139 },{ -0.992392 , 0.066819 , 0.103412}},
12719 {{-0.066830 , 0.886396 , 0.248839 },{ -0.992392 , 0.066819 , 0.103412}},
12720 {{-0.068121 , 0.878065 , 0.241833 },{ -0.991834 , 0.121740 , 0.038002}},
12721 {{-0.066830 , 0.886396 , 0.248839 },{ -0.991834 , 0.121740 , 0.038002}},
12722 {{-0.066975 , 0.886650 , 0.244241 },{ -0.991834 , 0.121740 , 0.038002}},
12723 {{-0.066975 , 0.886650 , 0.244241 },{ -0.905041 , 0.422152 , 0.051858}},
12724 {{-0.066830 , 0.886396 , 0.248839 },{ -0.905041 , 0.422152 , 0.051858}},
12725 {{-0.063080 , 0.894907 , 0.245001 },{ -0.905041 , 0.422152 , 0.051858}},
12726 {{-0.063080 , 0.894907 , 0.245001 },{ -0.921508 , 0.385747 , -0.044963}},
12727 {{-0.066830 , 0.886396 , 0.248839 },{ -0.921508 , 0.385747 , -0.044963}},
12728 {{-0.065010 , 0.891022 , 0.251226 },{ -0.921508 , 0.385747 , -0.044963}},
12729 {{-0.053460 , 0.867960 , 0.262312 },{ -0.442686 , -0.895968 , -0.035636}},
12730 {{-0.060987 , 0.872165 , 0.250093 },{ -0.442686 , -0.895968 , -0.035636}},
12731 {{-0.058883 , 0.871524 , 0.240072 },{ -0.442686 , -0.895968 , -0.035636}},
12732 {{-0.052930 , 0.867631 , 0.245964 },{ -0.546711 , -0.837321 , -0.000872}},
12733 {{-0.053460 , 0.867960 , 0.262312 },{ -0.546711 , -0.837321 , -0.000872}},
12734 {{-0.058883 , 0.871524 , 0.240072 },{ -0.546711 , -0.837321 , -0.000872}},
12735 {{-0.050707 , 0.872059 , 0.232724 },{ -0.250530 , -0.904690 , -0.344632}},
12736 {{-0.052930 , 0.867631 , 0.245964 },{ -0.250530 , -0.904690 , -0.344632}},
12737 {{-0.058883 , 0.871524 , 0.240072 },{ -0.250530 , -0.904690 , -0.344632}},
12738 {{-0.050707 , 0.872059 , 0.232724 },{ -0.240087 , -0.911659 , -0.333520}},
12739 {{-0.058883 , 0.871524 , 0.240072 },{ -0.240087 , -0.911659 , -0.333520}},
12740 {{-0.057225 , 0.874385 , 0.231058 },{ -0.240087 , -0.911659 , -0.333520}},
12741 {{-0.057225 , 0.874385 , 0.231058 },{ -0.564600 , -0.751066 , -0.342237}},
12742 {{-0.058883 , 0.871524 , 0.240072 },{ -0.564600 , -0.751066 , -0.342237}},
12743 {{-0.062384 , 0.879463 , 0.228425 },{ -0.564600 , -0.751066 , -0.342237}},
12744 {{-0.058883 , 0.871524 , 0.240072 },{ -0.121279 , -0.836788 , -0.533927}},
12745 {{-0.065438 , 0.876268 , 0.234126 },{ -0.121279 , -0.836788 , -0.533927}},
12746 {{-0.062384 , 0.879463 , 0.228425 },{ -0.121279 , -0.836788 , -0.533927}},
12747 {{-0.058883 , 0.871524 , 0.240072 },{ -0.579303 , -0.815029 , -0.011632}},
12748 {{-0.068121 , 0.878065 , 0.241833 },{ -0.579303 , -0.815029 , -0.011632}},
12749 {{-0.065438 , 0.876268 , 0.234126 },{ -0.579303 , -0.815029 , -0.011632}},
12750 {{-0.058883 , 0.871524 , 0.240072 },{ -0.585409 , -0.807601 , -0.071254}},
12751 {{-0.060987 , 0.872165 , 0.250093 },{ -0.585409 , -0.807601 , -0.071254}},
12752 {{-0.068121 , 0.878065 , 0.241833 },{ -0.585409 , -0.807601 , -0.071254}},
12753 {{-0.062046 , 0.901948 , 0.243413 },{ -0.947302 , 0.301692 , 0.107702}},
12754 {{-0.063496 , 0.894457 , 0.251643 },{ -0.947302 , 0.301692 , 0.107702}},
12755 {{-0.063002 , 0.894014 , 0.257229 },{ -0.947302 , 0.301692 , 0.107702}},
12756 {{-0.062046 , 0.901948 , 0.243413 },{ -0.998191 , 0.034416 , -0.049306}},
12757 {{-0.063002 , 0.894014 , 0.257229 },{ -0.998191 , 0.034416 , -0.049306}},
12758 {{-0.062822 , 0.898928 , 0.257015 },{ -0.998191 , 0.034416 , -0.049306}},
12759 {{-0.062822 , 0.898928 , 0.257015 },{ -0.997424 , 0.039153 , 0.060109}},
12760 {{-0.063002 , 0.894014 , 0.257229 },{ -0.997424 , 0.039153 , 0.060109}},
12761 {{-0.062282 , 0.893170 , 0.269726 },{ -0.997424 , 0.039153 , 0.060109}},
12762 {{-0.063002 , 0.894014 , 0.257229 },{ -0.996539 , 0.056235 , 0.061212}},
12763 {{-0.062885 , 0.888863 , 0.263866 },{ -0.996539 , 0.056235 , 0.061212}},
12764 {{-0.062282 , 0.893170 , 0.269726 },{ -0.996539 , 0.056235 , 0.061212}},
12765 {{-0.063002 , 0.894014 , 0.257229 },{ -0.918218 , 0.304894 , 0.252815}},
12766 {{-0.065196 , 0.886642 , 0.258151 },{ -0.918218 , 0.304894 , 0.252815}},
12767 {{-0.062885 , 0.888863 , 0.263866 },{ -0.918218 , 0.304894 , 0.252815}},
12768 {{-0.063496 , 0.894457 , 0.251643 },{ -0.949156 , 0.295916 , 0.107408}},
12769 {{-0.065196 , 0.886642 , 0.258151 },{ -0.949156 , 0.295916 , 0.107408}},
12770 {{-0.063002 , 0.894014 , 0.257229 },{ -0.949156 , 0.295916 , 0.107408}},
12771 {{-0.056498 , 0.881094 , 0.228833 },{ 0.123914 , -0.324430 , -0.937758}},
12772 {{-0.050707 , 0.872059 , 0.232724 },{ 0.123914 , -0.324430 , -0.937758}},
12773 {{-0.057225 , 0.874385 , 0.231058 },{ 0.123914 , -0.324430 , -0.937758}},
12774 {{-0.054455 , 0.884087 , 0.230200 },{ 0.556880 , -0.000768 , -0.830592}},
12775 {{-0.050707 , 0.872059 , 0.232724 },{ 0.556880 , -0.000768 , -0.830592}},
12776 {{-0.056498 , 0.881094 , 0.228833 },{ 0.556880 , -0.000768 , -0.830592}},
12777 {{-0.057135 , 0.895454 , 0.231749 },{ 0.322665 , 0.202084 , -0.924689}},
12778 {{-0.054455 , 0.884087 , 0.230200 },{ 0.322665 , 0.202084 , -0.924689}},
12779 {{-0.056498 , 0.881094 , 0.228833 },{ 0.322665 , 0.202084 , -0.924689}},
12780 {{-0.057135 , 0.895454 , 0.231749 },{ 0.546889 , 0.189837 , -0.815398}},
12781 {{-0.056498 , 0.881094 , 0.228833 },{ 0.546889 , 0.189837 , -0.815398}},
12782 {{-0.059439 , 0.887028 , 0.228242 },{ 0.546889 , 0.189837 , -0.815398}},
12783 {{-0.059439 , 0.887028 , 0.228242 },{ 0.084768 , -0.057063 , -0.994765}},
12784 {{-0.056498 , 0.881094 , 0.228833 },{ 0.084768 , -0.057063 , -0.994765}},
12785 {{-0.062384 , 0.879463 , 0.228425 },{ 0.084768 , -0.057063 , -0.994765}},
12786 {{-0.056498 , 0.881094 , 0.228833 },{ 0.154998 , -0.326072 , -0.932552}},
12787 {{-0.057225 , 0.874385 , 0.231058 },{ 0.154998 , -0.326072 , -0.932552}},
12788 {{-0.062384 , 0.879463 , 0.228425 },{ 0.154998 , -0.326072 , -0.932552}},
12789 {{-0.028698 , 0.887768 , 0.270183 },{ 0.770304 , 0.582853 , 0.258676}},
12790 {{-0.038242 , 0.899161 , 0.272933 },{ 0.770304 , 0.582853 , 0.258676}},
12791 {{-0.038753 , 0.896617 , 0.280187 },{ 0.770304 , 0.582853 , 0.258676}},
12792 {{-0.028698 , 0.887768 , 0.270183 },{ 0.776600 , 0.563128 , 0.282452}},
12793 {{-0.038753 , 0.896617 , 0.280187 },{ 0.776600 , 0.563128 , 0.282452}},
12794 {{-0.029458 , 0.885268 , 0.277257 },{ 0.776600 , 0.563128 , 0.282452}},
12795 {{-0.029458 , 0.885268 , 0.277257 },{ 0.756120 , 0.515037 , 0.403757}},
12796 {{-0.038753 , 0.896617 , 0.280187 },{ 0.756120 , 0.515037 , 0.403757}},
12797 {{-0.030686 , 0.881831 , 0.283941 },{ 0.756120 , 0.515037 , 0.403757}},
12798 {{-0.038753 , 0.896617 , 0.280187 },{ 0.781575 , 0.515574 , 0.351176}},
12799 {{-0.039465 , 0.893100 , 0.286935 },{ 0.781575 , 0.515574 , 0.351176}},
12800 {{-0.030686 , 0.881831 , 0.283941 },{ 0.781575 , 0.515574 , 0.351176}},
12801 {{-0.038753 , 0.896617 , 0.280187 },{ 0.713190 , 0.587946 , 0.381680}},
12802 {{-0.051859 , 0.906171 , 0.289959 },{ 0.713190 , 0.587946 , 0.381680}},
12803 {{-0.039465 , 0.893100 , 0.286935 },{ 0.713190 , 0.587946 , 0.381680}},
12804 {{-0.038753 , 0.896617 , 0.280187 },{ 0.702459 , 0.635159 , 0.321128}},
12805 {{-0.050322 , 0.908209 , 0.282566 },{ 0.702459 , 0.635159 , 0.321128}},
12806 {{-0.051859 , 0.906171 , 0.289959 },{ 0.702459 , 0.635159 , 0.321128}},
12807 {{-0.050931 , 0.912102 , 0.275643 },{ 0.705377 , 0.642556 , 0.299274}},
12808 {{-0.050322 , 0.908209 , 0.282566 },{ 0.705377 , 0.642556 , 0.299274}},
12809 {{-0.038753 , 0.896617 , 0.280187 },{ 0.705377 , 0.642556 , 0.299274}},
12810 {{-0.038242 , 0.899161 , 0.272933 },{ 0.714569 , 0.642900 , 0.275809}},
12811 {{-0.050931 , 0.912102 , 0.275643 },{ 0.714569 , 0.642900 , 0.275809}},
12812 {{-0.038753 , 0.896617 , 0.280187 },{ 0.714569 , 0.642900 , 0.275809}},
12813 {{-0.054455 , 0.884087 , 0.230200 },{ 0.803617 , 0.128469 , -0.581115}},
12814 {{-0.054997 , 0.890187 , 0.230799 },{ 0.803617 , 0.128469 , -0.581115}},
12815 {{-0.050707 , 0.872059 , 0.232724 },{ 0.803617 , 0.128469 , -0.581115}},
12816 {{-0.054997 , 0.890187 , 0.230799 },{ 0.561349 , 0.045094 , -0.826350}},
12817 {{-0.052621 , 0.889508 , 0.232376 },{ 0.561349 , 0.045094 , -0.826350}},
12818 {{-0.050707 , 0.872059 , 0.232724 },{ 0.561349 , 0.045094 , -0.826350}},
12819 {{-0.058323 , 0.903791 , 0.233525 },{ 0.585473 , 0.294492 , -0.755312}},
12820 {{-0.052621 , 0.889508 , 0.232376 },{ 0.585473 , 0.294492 , -0.755312}},
12821 {{-0.054997 , 0.890187 , 0.230799 },{ 0.585473 , 0.294492 , -0.755312}},
12822 {{-0.058323 , 0.903791 , 0.233525 },{ -0.255128 , 0.129627 , -0.958179}},
12823 {{-0.054997 , 0.890187 , 0.230799 },{ -0.255128 , 0.129627 , -0.958179}},
12824 {{-0.057268 , 0.898638 , 0.232547 },{ -0.255128 , 0.129627 , -0.958179}},
12825 {{-0.057268 , 0.898638 , 0.232547 },{ 0.183608 , 0.246180 , -0.951674}},
12826 {{-0.054997 , 0.890187 , 0.230799 },{ 0.183608 , 0.246180 , -0.951674}},
12827 {{-0.057135 , 0.895454 , 0.231749 },{ 0.183608 , 0.246180 , -0.951674}},
12828 {{-0.057135 , 0.895454 , 0.231749 },{ -0.250200 , 0.072577 , -0.965470}},
12829 {{-0.054997 , 0.890187 , 0.230799 },{ -0.250200 , 0.072577 , -0.965470}},
12830 {{-0.054455 , 0.884087 , 0.230200 },{ -0.250200 , 0.072577 , -0.965470}},
12831 {{-0.053460 , 0.867960 , 0.262312 },{ -0.789102 , -0.481001 , 0.382042}},
12832 {{-0.057383 , 0.879221 , 0.268387 },{ -0.789102 , -0.481001 , 0.382042}},
12833 {{-0.059966 , 0.881538 , 0.265969 },{ -0.789102 , -0.481001 , 0.382042}},
12834 {{-0.060371 , 0.877231 , 0.261999 },{ -0.661656 , -0.473602 , 0.581302}},
12835 {{-0.053460 , 0.867960 , 0.262312 },{ -0.661656 , -0.473602 , 0.581302}},
12836 {{-0.059966 , 0.881538 , 0.265969 },{ -0.661656 , -0.473602 , 0.581302}},
12837 {{-0.065196 , 0.886642 , 0.258151 },{ -0.872256 , -0.284582 , 0.397721}},
12838 {{-0.060371 , 0.877231 , 0.261999 },{ -0.872256 , -0.284582 , 0.397721}},
12839 {{-0.059966 , 0.881538 , 0.265969 },{ -0.872256 , -0.284582 , 0.397721}},
12840 {{-0.065196 , 0.886642 , 0.258151 },{ -0.871161 , -0.221324 , 0.438287}},
12841 {{-0.059966 , 0.881538 , 0.265969 },{ -0.871161 , -0.221324 , 0.438287}},
12842 {{-0.062885 , 0.888863 , 0.263866 },{ -0.871161 , -0.221324 , 0.438287}},
12843 {{-0.062885 , 0.888863 , 0.263866 },{ -0.913009 , -0.278163 , 0.298395}},
12844 {{-0.059966 , 0.881538 , 0.265969 },{ -0.913009 , -0.278163 , 0.298395}},
12845 {{-0.062282 , 0.893170 , 0.269726 },{ -0.913009 , -0.278163 , 0.298395}},
12846 {{-0.059966 , 0.881538 , 0.265969 },{ -0.785272 , -0.326304 , 0.526188}},
12847 {{-0.057383 , 0.879221 , 0.268387 },{ -0.785272 , -0.326304 , 0.526188}},
12848 {{-0.062282 , 0.893170 , 0.269726 },{ -0.785272 , -0.326304 , 0.526188}},
12849 {{-0.046471 , 0.895643 , 0.237480 },{ 0.607310 , 0.050804 , -0.792839}},
12850 {{-0.050707 , 0.872059 , 0.232724 },{ 0.607310 , 0.050804 , -0.792839}},
12851 {{-0.052621 , 0.889508 , 0.232376 },{ 0.607310 , 0.050804 , -0.792839}},
12852 {{-0.046471 , 0.895643 , 0.237480 },{ 0.291193 , 0.138585 , -0.946573}},
12853 {{-0.041468 , 0.882105 , 0.237037 },{ 0.291193 , 0.138585 , -0.946573}},
12854 {{-0.050707 , 0.872059 , 0.232724 },{ 0.291193 , 0.138585 , -0.946573}},
12855 {{-0.046471 , 0.895643 , 0.237480 },{ 0.480434 , 0.205446 , -0.852629}},
12856 {{-0.033714 , 0.889060 , 0.243082 },{ 0.480434 , 0.205446 , -0.852629}},
12857 {{-0.041468 , 0.882105 , 0.237037 },{ 0.480434 , 0.205446 , -0.852629}},
12858 {{-0.040403 , 0.902365 , 0.244344 },{ 0.518447 , 0.335258 , -0.786647}},
12859 {{-0.033714 , 0.889060 , 0.243082 },{ 0.518447 , 0.335258 , -0.786647}},
12860 {{-0.046471 , 0.895643 , 0.237480 },{ 0.518447 , 0.335258 , -0.786647}},
12861 {{-0.049206 , 0.915111 , 0.245092 },{ 0.478833 , 0.377227 , -0.792728}},
12862 {{-0.040403 , 0.902365 , 0.244344 },{ 0.478833 , 0.377227 , -0.792728}},
12863 {{-0.046471 , 0.895643 , 0.237480 },{ 0.478833 , 0.377227 , -0.792728}},
12864 {{-0.049206 , 0.915111 , 0.245092 },{ 0.618391 , 0.360013 , -0.698558}},
12865 {{-0.046471 , 0.895643 , 0.237480 },{ 0.618391 , 0.360013 , -0.698558}},
12866 {{-0.053630 , 0.909665 , 0.238369 },{ 0.618391 , 0.360013 , -0.698558}},
12867 {{-0.053630 , 0.909665 , 0.238369 },{ 0.479848 , 0.297323 , -0.825436}},
12868 {{-0.046471 , 0.895643 , 0.237480 },{ 0.479848 , 0.297323 , -0.825436}},
12869 {{-0.058323 , 0.903791 , 0.233525 },{ 0.479848 , 0.297323 , -0.825436}},
12870 {{-0.058323 , 0.903791 , 0.233525 },{ 0.457366 , 0.251213 , -0.853058}},
12871 {{-0.046471 , 0.895643 , 0.237480 },{ 0.457366 , 0.251213 , -0.853058}},
12872 {{-0.052621 , 0.889508 , 0.232376 },{ 0.457366 , 0.251213 , -0.853058}},
12873 {{-0.030686 , 0.881831 , 0.283941 },{ 0.757882 , 0.470288 , 0.452155}},
12874 {{-0.039465 , 0.893100 , 0.286935 },{ 0.757882 , 0.470288 , 0.452155}},
12875 {{-0.040216 , 0.888655 , 0.292817 },{ 0.757882 , 0.470288 , 0.452155}},
12876 {{-0.030686 , 0.881831 , 0.283941 },{ 0.760515 , 0.434681 , 0.482358}},
12877 {{-0.040216 , 0.888655 , 0.292817 },{ 0.760515 , 0.434681 , 0.482358}},
12878 {{-0.031975 , 0.877721 , 0.289677 },{ 0.760515 , 0.434681 , 0.482358}},
12879 {{-0.040216 , 0.888655 , 0.292817 },{ 0.575869 , 0.206898 , 0.790928}},
12880 {{-0.035026 , 0.873292 , 0.293057 },{ 0.575869 , 0.206898 , 0.790928}},
12881 {{-0.031975 , 0.877721 , 0.289677 },{ 0.575869 , 0.206898 , 0.790928}},
12882 {{-0.040216 , 0.888655 , 0.292817 },{ 0.600635 , 0.214939 , 0.770090}},
12883 {{-0.042732 , 0.883472 , 0.296226 },{ 0.600635 , 0.214939 , 0.770090}},
12884 {{-0.035026 , 0.873292 , 0.293057 },{ 0.600635 , 0.214939 , 0.770090}},
12885 {{-0.052623 , 0.893978 , 0.299365 },{ 0.536737 , 0.266086 , 0.800695}},
12886 {{-0.042732 , 0.883472 , 0.296226 },{ 0.536737 , 0.266086 , 0.800695}},
12887 {{-0.040216 , 0.888655 , 0.292817 },{ 0.536737 , 0.266086 , 0.800695}},
12888 {{-0.050627 , 0.899529 , 0.295598 },{ 0.546923 , 0.326481 , 0.770899}},
12889 {{-0.052623 , 0.893978 , 0.299365 },{ 0.546923 , 0.326481 , 0.770899}},
12890 {{-0.040216 , 0.888655 , 0.292817 },{ 0.546923 , 0.326481 , 0.770899}},
12891 {{-0.051859 , 0.906171 , 0.289959 },{ 0.690946 , 0.538052 , 0.482797}},
12892 {{-0.050627 , 0.899529 , 0.295598 },{ 0.690946 , 0.538052 , 0.482797}},
12893 {{-0.040216 , 0.888655 , 0.292817 },{ 0.690946 , 0.538052 , 0.482797}},
12894 {{-0.051859 , 0.906171 , 0.289959 },{ 0.685538 , 0.536061 , 0.492622}},
12895 {{-0.040216 , 0.888655 , 0.292817 },{ 0.685538 , 0.536061 , 0.492622}},
12896 {{-0.039465 , 0.893100 , 0.286935 },{ 0.685538 , 0.536061 , 0.492622}},
12897 {{-0.033714 , 0.889060 , 0.243082 },{ 0.831085 , 0.448954 , -0.328236}},
12898 {{-0.040403 , 0.902365 , 0.244344 },{ 0.831085 , 0.448954 , -0.328236}},
12899 {{-0.038277 , 0.903442 , 0.251200 },{ 0.831085 , 0.448954 , -0.328236}},
12900 {{-0.033714 , 0.889060 , 0.243082 },{ 0.715096 , 0.501658 , -0.486803}},
12901 {{-0.038277 , 0.903442 , 0.251200 },{ 0.715096 , 0.501658 , -0.486803}},
12902 {{-0.030424 , 0.890733 , 0.249639 },{ 0.715096 , 0.501658 , -0.486803}},
12903 {{-0.030424 , 0.890733 , 0.249639 },{ 0.847263 , 0.529180 , -0.045983}},
12904 {{-0.038277 , 0.903442 , 0.251200 },{ 0.847263 , 0.529180 , -0.045983}},
12905 {{-0.029492 , 0.889833 , 0.256454 },{ 0.847263 , 0.529180 , -0.045983}},
12906 {{-0.038277 , 0.903442 , 0.251200 },{ 0.814493 , 0.569179 , 0.112415}},
12907 {{-0.038153 , 0.901880 , 0.258210 },{ 0.814493 , 0.569179 , 0.112415}},
12908 {{-0.029492 , 0.889833 , 0.256454 },{ 0.814493 , 0.569179 , 0.112415}},
12909 {{-0.038277 , 0.903442 , 0.251200 },{ 0.775683 , 0.618790 , 0.124156}},
12910 {{-0.049167 , 0.915374 , 0.259768 },{ 0.775683 , 0.618790 , 0.124156}},
12911 {{-0.038153 , 0.901880 , 0.258210 },{ 0.775683 , 0.618790 , 0.124156}},
12912 {{-0.038277 , 0.903442 , 0.251200 },{ 0.783463 , 0.600684 , 0.159261}},
12913 {{-0.047772 , 0.915542 , 0.252272 },{ 0.783463 , 0.600684 , 0.159261}},
12914 {{-0.049167 , 0.915374 , 0.259768 },{ 0.783463 , 0.600684 , 0.159261}},
12915 {{-0.049206 , 0.915111 , 0.245092 },{ 0.764198 , 0.616476 , -0.189628}},
12916 {{-0.047772 , 0.915542 , 0.252272 },{ 0.764198 , 0.616476 , -0.189628}},
12917 {{-0.038277 , 0.903442 , 0.251200 },{ 0.764198 , 0.616476 , -0.189628}},
12918 {{-0.040403 , 0.902365 , 0.244344 },{ 0.769153 , 0.550284 , -0.324948}},
12919 {{-0.049206 , 0.915111 , 0.245092 },{ 0.769153 , 0.550284 , -0.324948}},
12920 {{-0.038277 , 0.903442 , 0.251200 },{ 0.769153 , 0.550284 , -0.324948}},
12921 {{-0.051789 , 0.868112 , 0.269524 },{ -0.870576 , -0.439867 , -0.220488}},
12922 {{-0.057034 , 0.875782 , 0.274932 },{ -0.870576 , -0.439867 , -0.220488}},
12923 {{-0.056807 , 0.877440 , 0.270728 },{ -0.870576 , -0.439867 , -0.220488}},
12924 {{-0.052330 , 0.868470 , 0.266067 },{ -0.872618 , -0.480628 , 0.086797}},
12925 {{-0.051789 , 0.868112 , 0.269524 },{ -0.872618 , -0.480628 , 0.086797}},
12926 {{-0.056807 , 0.877440 , 0.270728 },{ -0.872618 , -0.480628 , 0.086797}},
12927 {{-0.053460 , 0.867960 , 0.262312 },{ -0.777381 , -0.548242 , 0.308398}},
12928 {{-0.052330 , 0.868470 , 0.266067 },{ -0.777381 , -0.548242 , 0.308398}},
12929 {{-0.056807 , 0.877440 , 0.270728 },{ -0.777381 , -0.548242 , 0.308398}},
12930 {{-0.053460 , 0.867960 , 0.262312 },{ -0.946375 , -0.322820 , -0.012732}},
12931 {{-0.056807 , 0.877440 , 0.270728 },{ -0.946375 , -0.322820 , -0.012732}},
12932 {{-0.057383 , 0.879221 , 0.268387 },{ -0.946375 , -0.322820 , -0.012732}},
12933 {{-0.057383 , 0.879221 , 0.268387 },{ -0.943896 , -0.329719 , -0.018590}},
12934 {{-0.056807 , 0.877440 , 0.270728 },{ -0.943896 , -0.329719 , -0.018590}},
12935 {{-0.062282 , 0.893170 , 0.269726 },{ -0.943896 , -0.329719 , -0.018590}},
12936 {{-0.062282 , 0.893170 , 0.269726 },{ -0.907763 , -0.332268 , -0.256056}},
12937 {{-0.056807 , 0.877440 , 0.270728 },{ -0.907763 , -0.332268 , -0.256056}},
12938 {{-0.062375 , 0.888321 , 0.276348 },{ -0.907763 , -0.332268 , -0.256056}},
12939 {{-0.056807 , 0.877440 , 0.270728 },{ -0.903492 , -0.308839 , -0.297187}},
12940 {{-0.063889 , 0.886325 , 0.283025 },{ -0.903492 , -0.308839 , -0.297187}},
12941 {{-0.062375 , 0.888321 , 0.276348 },{ -0.903492 , -0.308839 , -0.297187}},
12942 {{-0.056807 , 0.877440 , 0.270728 },{ -0.885569 , -0.413809 , -0.211021}},
12943 {{-0.057034 , 0.875782 , 0.274932 },{ -0.885569 , -0.413809 , -0.211021}},
12944 {{-0.063889 , 0.886325 , 0.283025 },{ -0.885569 , -0.413809 , -0.211021}},
12945 {{-0.048736 , 0.877740 , 0.295557 },{ 0.100681 , -0.233274 , 0.967185}},
12946 {{-0.041537 , 0.868898 , 0.292675 },{ 0.100681 , -0.233274 , 0.967185}},
12947 {{-0.035026 , 0.873292 , 0.293057 },{ 0.100681 , -0.233274 , 0.967185}},
12948 {{-0.048736 , 0.877740 , 0.295557 },{ 0.104523 , -0.222615 , 0.969287}},
12949 {{-0.035026 , 0.873292 , 0.293057 },{ 0.104523 , -0.222615 , 0.969287}},
12950 {{-0.042732 , 0.883472 , 0.296226 },{ 0.104523 , -0.222615 , 0.969287}},
12951 {{-0.048736 , 0.877740 , 0.295557 },{ -0.336490 , -0.528092 , 0.779675}},
12952 {{-0.047993 , 0.866136 , 0.288018 },{ -0.336490 , -0.528092 , 0.779675}},
12953 {{-0.041537 , 0.868898 , 0.292675 },{ -0.336490 , -0.528092 , 0.779675}},
12954 {{-0.048736 , 0.877740 , 0.295557 },{ -0.251107 , -0.538604 , 0.804270}},
12955 {{-0.054641 , 0.873760 , 0.291048 },{ -0.251107 , -0.538604 , 0.804270}},
12956 {{-0.047993 , 0.866136 , 0.288018 },{ -0.251107 , -0.538604 , 0.804270}},
12957 {{-0.062044 , 0.882728 , 0.294781 },{ -0.249398 , -0.540388 , 0.803606}},
12958 {{-0.054641 , 0.873760 , 0.291048 },{ -0.249398 , -0.540388 , 0.803606}},
12959 {{-0.048736 , 0.877740 , 0.295557 },{ -0.249398 , -0.540388 , 0.803606}},
12960 {{-0.057452 , 0.887467 , 0.298744 },{ -0.230346 , -0.483164 , 0.844685}},
12961 {{-0.062044 , 0.882728 , 0.294781 },{ -0.230346 , -0.483164 , 0.844685}},
12962 {{-0.048736 , 0.877740 , 0.295557 },{ -0.230346 , -0.483164 , 0.844685}},
12963 {{-0.052623 , 0.893978 , 0.299365 },{ 0.137730 , -0.194773 , 0.971130}},
12964 {{-0.057452 , 0.887467 , 0.298744 },{ 0.137730 , -0.194773 , 0.971130}},
12965 {{-0.048736 , 0.877740 , 0.295557 },{ 0.137730 , -0.194773 , 0.971130}},
12966 {{-0.052623 , 0.893978 , 0.299365 },{ 0.089182 , -0.207123 , 0.974241}},
12967 {{-0.048736 , 0.877740 , 0.295557 },{ 0.089182 , -0.207123 , 0.974241}},
12968 {{-0.042732 , 0.883472 , 0.296226 },{ 0.089182 , -0.207123 , 0.974241}},
12969 {{-0.047993 , 0.866136 , 0.288018 },{ -0.702676 , -0.686718 , 0.186182}},
12970 {{-0.054641 , 0.873760 , 0.291048 },{ -0.702676 , -0.686718 , 0.186182}},
12971 {{-0.056859 , 0.873831 , 0.282939 },{ -0.702676 , -0.686718 , 0.186182}},
12972 {{-0.047993 , 0.866136 , 0.288018 },{ -0.701559 , -0.689499 , 0.180019}},
12973 {{-0.056859 , 0.873831 , 0.282939 },{ -0.701559 , -0.689499 , 0.180019}},
12974 {{-0.050877 , 0.866604 , 0.278571 },{ -0.701559 , -0.689499 , 0.180019}},
12975 {{-0.051789 , 0.868112 , 0.269524 },{ -0.777816 , -0.627943 , -0.026264}},
12976 {{-0.050877 , 0.866604 , 0.278571 },{ -0.777816 , -0.627943 , -0.026264}},
12977 {{-0.056859 , 0.873831 , 0.282939 },{ -0.777816 , -0.627943 , -0.026264}},
12978 {{-0.051789 , 0.868112 , 0.269524 },{ -0.853938 , -0.509568 , -0.105498}},
12979 {{-0.056859 , 0.873831 , 0.282939 },{ -0.853938 , -0.509568 , -0.105498}},
12980 {{-0.057034 , 0.875782 , 0.274932 },{ -0.853938 , -0.509568 , -0.105498}},
12981 {{-0.057034 , 0.875782 , 0.274932 },{ -0.867454 , -0.487404 , -0.099802}},
12982 {{-0.056859 , 0.873831 , 0.282939 },{ -0.867454 , -0.487404 , -0.099802}},
12983 {{-0.063889 , 0.886325 , 0.283025 },{ -0.867454 , -0.487404 , -0.099802}},
12984 {{-0.056859 , 0.873831 , 0.282939 },{ -0.845712 , -0.474172 , -0.244810}},
12985 {{-0.063330 , 0.882490 , 0.288522 },{ -0.845712 , -0.474172 , -0.244810}},
12986 {{-0.063889 , 0.886325 , 0.283025 },{ -0.845712 , -0.474172 , -0.244810}},
12987 {{-0.056859 , 0.873831 , 0.282939 },{ -0.731095 , -0.659376 , 0.175280}},
12988 {{-0.062044 , 0.882728 , 0.294781 },{ -0.731095 , -0.659376 , 0.175280}},
12989 {{-0.063330 , 0.882490 , 0.288522 },{ -0.731095 , -0.659376 , 0.175280}},
12990 {{-0.056859 , 0.873831 , 0.282939 },{ -0.716780 , -0.670864 , 0.190178}},
12991 {{-0.054641 , 0.873760 , 0.291048 },{ -0.716780 , -0.670864 , 0.190178}},
12992 {{-0.062044 , 0.882728 , 0.294781 },{ -0.716780 , -0.670864 , 0.190178}},
12993 {{-0.029492 , 0.889833 , 0.256454 },{ 0.814835 , 0.573149 , 0.086862}},
12994 {{-0.038153 , 0.901880 , 0.258210 },{ 0.814835 , 0.573149 , 0.086862}},
12995 {{-0.038092 , 0.900684 , 0.265530 },{ 0.814835 , 0.573149 , 0.086862}},
12996 {{-0.029492 , 0.889833 , 0.256454 },{ 0.780611 , 0.624971 , -0.007524}},
12997 {{-0.038092 , 0.900684 , 0.265530 },{ 0.780611 , 0.624971 , -0.007524}},
12998 {{-0.028813 , 0.889067 , 0.263275 },{ 0.780611 , 0.624971 , -0.007524}},
12999 {{-0.028813 , 0.889067 , 0.263275 },{ 0.786824 , 0.608794 , 0.101378}},
13000 {{-0.038092 , 0.900684 , 0.265530 },{ 0.786824 , 0.608794 , 0.101378}},
13001 {{-0.028698 , 0.887768 , 0.270183 },{ 0.786824 , 0.608794 , 0.101378}},
13002 {{-0.038092 , 0.900684 , 0.265530 },{ 0.775407 , 0.615225 , 0.142276}},
13003 {{-0.038242 , 0.899161 , 0.272933 },{ 0.775407 , 0.615225 , 0.142276}},
13004 {{-0.028698 , 0.887768 , 0.270183 },{ 0.775407 , 0.615225 , 0.142276}},
13005 {{-0.038092 , 0.900684 , 0.265530 },{ 0.721440 , 0.675243 , 0.153530}},
13006 {{-0.050931 , 0.912102 , 0.275643 },{ 0.721440 , 0.675243 , 0.153530}},
13007 {{-0.038242 , 0.899161 , 0.272933 },{ 0.721440 , 0.675243 , 0.153530}},
13008 {{-0.038092 , 0.900684 , 0.265530 },{ 0.749330 , 0.605865 , 0.267269}},
13009 {{-0.048463 , 0.912576 , 0.267649 },{ 0.749330 , 0.605865 , 0.267269}},
13010 {{-0.050931 , 0.912102 , 0.275643 },{ 0.749330 , 0.605865 , 0.267269}},
13011 {{-0.049167 , 0.915374 , 0.259768 },{ 0.758000 , 0.633066 , 0.157049}},
13012 {{-0.048463 , 0.912576 , 0.267649 },{ 0.758000 , 0.633066 , 0.157049}},
13013 {{-0.038092 , 0.900684 , 0.265530 },{ 0.758000 , 0.633066 , 0.157049}},
13014 {{-0.038153 , 0.901880 , 0.258210 },{ 0.776539 , 0.622821 , 0.095297}},
13015 {{-0.049167 , 0.915374 , 0.259768 },{ 0.776539 , 0.622821 , 0.095297}},
13016 {{-0.038092 , 0.900684 , 0.265530 },{ 0.776539 , 0.622821 , 0.095297}},
13017 {{-0.088751 , 0.925190 , 0.263066 },{ -0.014666 , 0.069707 , 0.997460}},
13018 {{-0.087945 , 0.920194 , 0.263427 },{ -0.014666 , 0.069707 , 0.997460}},
13019 {{-0.081639 , 0.921864 , 0.263403 },{ -0.014666 , 0.069707 , 0.997460}},
13020 {{-0.088751 , 0.925190 , 0.263066 },{ -0.013798 , 0.071551 , 0.997342}},
13021 {{-0.081639 , 0.921864 , 0.263403 },{ -0.013798 , 0.071551 , 0.997342}},
13022 {{-0.080419 , 0.927466 , 0.263018 },{ -0.013798 , 0.071551 , 0.997342}},
13023 {{-0.081639 , 0.921864 , 0.263403 },{ 0.203521 , -0.759630 , 0.617690}},
13024 {{-0.087945 , 0.920194 , 0.263427 },{ 0.203521 , -0.759630 , 0.617690}},
13025 {{-0.087498 , 0.917036 , 0.259396 },{ 0.203521 , -0.759630 , 0.617690}},
13026 {{-0.081639 , 0.921864 , 0.263403 },{ 0.186408 , -0.751472 , 0.632883}},
13027 {{-0.087498 , 0.917036 , 0.259396 },{ 0.186408 , -0.751472 , 0.632883}},
13028 {{-0.083076 , 0.917956 , 0.259186 },{ 0.186408 , -0.751472 , 0.632883}},
13029 {{-0.087498 , 0.917036 , 0.259396 },{ 0.464904 , -0.671186 , 0.577385}},
13030 {{-0.087945 , 0.920194 , 0.263427 },{ 0.464904 , -0.671186 , 0.577385}},
13031 {{-0.092169 , 0.913262 , 0.258770 },{ 0.464904 , -0.671186 , 0.577385}},
13032 {{-0.087945 , 0.920194 , 0.263427 },{ 0.436405 , -0.669644 , 0.600939}},
13033 {{-0.093910 , 0.915525 , 0.262556 },{ 0.436405 , -0.669644 , 0.600939}},
13034 {{-0.092169 , 0.913262 , 0.258770 },{ 0.436405 , -0.669644 , 0.600939}},
13035 {{-0.087945 , 0.920194 , 0.263427 },{ -0.157366 , 0.016848 , 0.987396}},
13036 {{-0.096173 , 0.919647 , 0.262125 },{ -0.157366 , 0.016848 , 0.987396}},
13037 {{-0.093910 , 0.915525 , 0.262556 },{ -0.157366 , 0.016848 , 0.987396}},
13038 {{-0.088751 , 0.925190 , 0.263066 },{ -0.159090 , 0.045595 , 0.986211}},
13039 {{-0.096173 , 0.919647 , 0.262125 },{ -0.159090 , 0.045595 , 0.986211}},
13040 {{-0.087945 , 0.920194 , 0.263427 },{ -0.159090 , 0.045595 , 0.986211}},
13041 {{-0.098024 , 0.909659 , 0.251155 },{ 0.422363 , -0.695779 , -0.580948}},
13042 {{-0.103670 , 0.909650 , 0.247061 },{ 0.422363 , -0.695779 , -0.580948}},
13043 {{-0.099734 , 0.913280 , 0.245575 },{ 0.422363 , -0.695779 , -0.580948}},
13044 {{-0.098024 , 0.909659 , 0.251155 },{ 0.458572 , -0.625701 , -0.631039}},
13045 {{-0.103603 , 0.905785 , 0.250942 },{ 0.458572 , -0.625701 , -0.631039}},
13046 {{-0.103670 , 0.909650 , 0.247061 },{ 0.458572 , -0.625701 , -0.631039}},
13047 {{-0.098024 , 0.909659 , 0.251155 },{ 0.567268 , -0.808247 , -0.157937}},
13048 {{-0.102329 , 0.905696 , 0.255973 },{ 0.567268 , -0.808247 , -0.157937}},
13049 {{-0.103603 , 0.905785 , 0.250942 },{ 0.567268 , -0.808247 , -0.157937}},
13050 {{-0.097944 , 0.907851 , 0.257775 },{ 0.504396 , -0.831398 , -0.233157}},
13051 {{-0.102329 , 0.905696 , 0.255973 },{ 0.504396 , -0.831398 , -0.233157}},
13052 {{-0.098024 , 0.909659 , 0.251155 },{ 0.504396 , -0.831398 , -0.233157}},
13053 {{-0.097944 , 0.907851 , 0.257775 },{ 0.680177 , -0.705019 , -0.200767}},
13054 {{-0.098024 , 0.909659 , 0.251155 },{ 0.680177 , -0.705019 , -0.200767}},
13055 {{-0.092312 , 0.914963 , 0.251881 },{ 0.680177 , -0.705019 , -0.200767}},
13056 {{-0.097944 , 0.907851 , 0.257775 },{ 0.688629 , -0.700517 , -0.187258}},
13057 {{-0.092312 , 0.914963 , 0.251881 },{ 0.688629 , -0.700517 , -0.187258}},
13058 {{-0.092169 , 0.913262 , 0.258770 },{ 0.688629 , -0.700517 , -0.187258}},
13059 {{-0.093776 , 0.918805 , 0.246111 },{ 0.608142 , -0.580861 , -0.541076}},
13060 {{-0.092312 , 0.914963 , 0.251881 },{ 0.608142 , -0.580861 , -0.541076}},
13061 {{-0.098024 , 0.909659 , 0.251155 },{ 0.608142 , -0.580861 , -0.541076}},
13062 {{-0.099734 , 0.913280 , 0.245575 },{ 0.590343 , -0.582395 , -0.558848}},
13063 {{-0.093776 , 0.918805 , 0.246111 },{ 0.590343 , -0.582395 , -0.558848}},
13064 {{-0.098024 , 0.909659 , 0.251155 },{ 0.590343 , -0.582395 , -0.558848}},
13065 {{-0.081077 , 0.932478 , 0.249168 },{ -0.171152 , 0.965035 , 0.198533}},
13066 {{-0.089741 , 0.930790 , 0.249904 },{ -0.171152 , 0.965035 , 0.198533}},
13067 {{-0.089441 , 0.929363 , 0.257099 },{ -0.171152 , 0.965035 , 0.198533}},
13068 {{-0.080306 , 0.931546 , 0.256725 },{ -0.224577 , 0.964081 , 0.141817}},
13069 {{-0.081077 , 0.932478 , 0.249168 },{ -0.224577 , 0.964081 , 0.141817}},
13070 {{-0.089441 , 0.929363 , 0.257099 },{ -0.224577 , 0.964081 , 0.141817}},
13071 {{-0.080306 , 0.931546 , 0.256725 },{ -0.175896 , 0.827435 , 0.533303}},
13072 {{-0.089441 , 0.929363 , 0.257099 },{ -0.175896 , 0.827435 , 0.533303}},
13073 {{-0.080419 , 0.927466 , 0.263018 },{ -0.175896 , 0.827435 , 0.533303}},
13074 {{-0.080419 , 0.927466 , 0.263018 },{ -0.212237 , 0.789115 , 0.576414}},
13075 {{-0.089441 , 0.929363 , 0.257099 },{ -0.212237 , 0.789115 , 0.576414}},
13076 {{-0.088751 , 0.925190 , 0.263066 },{ -0.212237 , 0.789115 , 0.576414}},
13077 {{-0.088751 , 0.925190 , 0.263066 },{ -0.552561 , 0.651656 , 0.519635}},
13078 {{-0.089441 , 0.929363 , 0.257099 },{ -0.552561 , 0.651656 , 0.519635}},
13079 {{-0.096173 , 0.919647 , 0.262125 },{ -0.552561 , 0.651656 , 0.519635}},
13080 {{-0.089441 , 0.929363 , 0.257099 },{ -0.514535 , 0.647371 , 0.562285}},
13081 {{-0.097596 , 0.923525 , 0.256358 },{ -0.514535 , 0.647371 , 0.562285}},
13082 {{-0.096173 , 0.919647 , 0.262125 },{ -0.514535 , 0.647371 , 0.562285}},
13083 {{-0.089441 , 0.929363 , 0.257099 },{ -0.581855 , 0.786497 , 0.207044}},
13084 {{-0.097698 , 0.925262 , 0.249473 },{ -0.581855 , 0.786497 , 0.207044}},
13085 {{-0.097596 , 0.923525 , 0.256358 },{ -0.581855 , 0.786497 , 0.207044}},
13086 {{-0.089441 , 0.929363 , 0.257099 },{ -0.567598 , 0.802738 , 0.182874}},
13087 {{-0.089741 , 0.930790 , 0.249904 },{ -0.567598 , 0.802738 , 0.182874}},
13088 {{-0.097698 , 0.925262 , 0.249473 },{ -0.567598 , 0.802738 , 0.182874}},
13089 {{-0.075268 , 0.924212 , 0.242419 },{ -0.376387 , 0.074570 , -0.923457}},
13090 {{-0.072140 , 0.914490 , 0.240359 },{ -0.376387 , 0.074570 , -0.923457}},
13091 {{-0.078277 , 0.919563 , 0.243270 },{ -0.376387 , 0.074570 , -0.923457}},
13092 {{-0.075268 , 0.924212 , 0.242419 },{ -0.243864 , 0.125307 , -0.961680}},
13093 {{-0.067928 , 0.918420 , 0.239803 },{ -0.243864 , 0.125307 , -0.961680}},
13094 {{-0.072140 , 0.914490 , 0.240359 },{ -0.243864 , 0.125307 , -0.961680}},
13095 {{-0.075268 , 0.924212 , 0.242419 },{ 0.261631 , 0.652689 , -0.711018}},
13096 {{-0.063535 , 0.921278 , 0.244043 },{ 0.261631 , 0.652689 , -0.711018}},
13097 {{-0.067928 , 0.918420 , 0.239803 },{ 0.261631 , 0.652689 , -0.711018}},
13098 {{-0.072048 , 0.927492 , 0.246441 },{ 0.259642 , 0.636103 , -0.726608}},
13099 {{-0.063535 , 0.921278 , 0.244043 },{ 0.259642 , 0.636103 , -0.726608}},
13100 {{-0.075268 , 0.924212 , 0.242419 },{ 0.259642 , 0.636103 , -0.726608}},
13101 {{-0.072048 , 0.927492 , 0.246441 },{ 0.173162 , 0.690815 , -0.701990}},
13102 {{-0.075268 , 0.924212 , 0.242419 },{ 0.173162 , 0.690815 , -0.701990}},
13103 {{-0.082506 , 0.928640 , 0.244991 },{ 0.173162 , 0.690815 , -0.701990}},
13104 {{-0.072048 , 0.927492 , 0.246441 },{ 0.173050 , 0.695035 , -0.697839}},
13105 {{-0.082506 , 0.928640 , 0.244991 },{ 0.173050 , 0.695035 , -0.697839}},
13106 {{-0.081077 , 0.932478 , 0.249168 },{ 0.173050 , 0.695035 , -0.697839}},
13107 {{-0.082506 , 0.928640 , 0.244991 },{ -0.334425 , 0.000755 , -0.942422}},
13108 {{-0.075268 , 0.924212 , 0.242419 },{ -0.334425 , 0.000755 , -0.942422}},
13109 {{-0.083719 , 0.923107 , 0.245417 },{ -0.334425 , 0.000755 , -0.942422}},
13110 {{-0.075268 , 0.924212 , 0.242419 },{ -0.339499 , 0.047779 , -0.939392}},
13111 {{-0.078277 , 0.919563 , 0.243270 },{ -0.339499 , 0.047779 , -0.939392}},
13112 {{-0.083719 , 0.923107 , 0.245417 },{ -0.339499 , 0.047779 , -0.939392}},
13113 {{-0.087886 , 0.918379 , 0.252190 },{ 0.499774 , -0.683417 , -0.532134}},
13114 {{-0.093776 , 0.918805 , 0.246111 },{ 0.499774 , -0.683417 , -0.532134}},
13115 {{-0.088662 , 0.922467 , 0.246211 },{ 0.499774 , -0.683417 , -0.532134}},
13116 {{-0.087886 , 0.918379 , 0.252190 },{ 0.530753 , -0.637124 , -0.558904}},
13117 {{-0.092312 , 0.914963 , 0.251881 },{ 0.530753 , -0.637124 , -0.558904}},
13118 {{-0.093776 , 0.918805 , 0.246111 },{ 0.530753 , -0.637124 , -0.558904}},
13119 {{-0.087886 , 0.918379 , 0.252190 },{ 0.607166 , -0.768384 , -0.202323}},
13120 {{-0.092169 , 0.913262 , 0.258770 },{ 0.607166 , -0.768384 , -0.202323}},
13121 {{-0.092312 , 0.914963 , 0.251881 },{ 0.607166 , -0.768384 , -0.202323}},
13122 {{-0.087498 , 0.917036 , 0.259396 },{ 0.632854 , -0.754314 , -0.174660}},
13123 {{-0.092169 , 0.913262 , 0.258770 },{ 0.632854 , -0.754314 , -0.174660}},
13124 {{-0.087886 , 0.918379 , 0.252190 },{ 0.632854 , -0.754314 , -0.174660}},
13125 {{-0.083076 , 0.917956 , 0.259186 },{ 0.191353 , -0.962999 , -0.189782}},
13126 {{-0.087498 , 0.917036 , 0.259396 },{ 0.191353 , -0.962999 , -0.189782}},
13127 {{-0.087886 , 0.918379 , 0.252190 },{ 0.191353 , -0.962999 , -0.189782}},
13128 {{-0.083076 , 0.917956 , 0.259186 },{ 0.122063 , -0.982123 , -0.143298}},
13129 {{-0.087886 , 0.918379 , 0.252190 },{ 0.122063 , -0.982123 , -0.143298}},
13130 {{-0.083839 , 0.918958 , 0.251669 },{ 0.122063 , -0.982123 , -0.143298}},
13131 {{-0.083719 , 0.923107 , 0.245417 },{ 0.048109 , -0.832676 , -0.551667}},
13132 {{-0.083839 , 0.918958 , 0.251669 },{ 0.048109 , -0.832676 , -0.551667}},
13133 {{-0.087886 , 0.918379 , 0.252190 },{ 0.048109 , -0.832676 , -0.551667}},
13134 {{-0.083719 , 0.923107 , 0.245417 },{ 0.015875 , -0.824429 , -0.565742}},
13135 {{-0.087886 , 0.918379 , 0.252190 },{ 0.015875 , -0.824429 , -0.565742}},
13136 {{-0.088662 , 0.922467 , 0.246211 },{ 0.015875 , -0.824429 , -0.565742}},
13137 {{-0.071017 , 0.924035 , 0.261280 },{ 0.144948 , 0.024344 , 0.989140}},
13138 {{-0.074426 , 0.918735 , 0.261910 },{ 0.144948 , 0.024344 , 0.989140}},
13139 {{-0.061078 , 0.919588 , 0.259933 },{ 0.144948 , 0.024344 , 0.989140}},
13140 {{-0.061078 , 0.919588 , 0.259933 },{ 0.158774 , -0.318882 , 0.934401}},
13141 {{-0.074426 , 0.918735 , 0.261910 },{ 0.158774 , -0.318882 , 0.934401}},
13142 {{-0.068435 , 0.915585 , 0.259817 },{ 0.158774 , -0.318882 , 0.934401}},
13143 {{-0.074426 , 0.918735 , 0.261910 },{ -0.048388 , -0.614983 , 0.787054}},
13144 {{-0.073001 , 0.909919 , 0.255109 },{ -0.048388 , -0.614983 , 0.787054}},
13145 {{-0.068435 , 0.915585 , 0.259817 },{ -0.048388 , -0.614983 , 0.787054}},
13146 {{-0.074426 , 0.918735 , 0.261910 },{ -0.214924 , -0.618075 , 0.756169}},
13147 {{-0.078046 , 0.914804 , 0.257668 },{ -0.214924 , -0.618075 , 0.756169}},
13148 {{-0.073001 , 0.909919 , 0.255109 },{ -0.214924 , -0.618075 , 0.756169}},
13149 {{-0.074426 , 0.918735 , 0.261910 },{ -0.177122 , -0.641936 , 0.746020}},
13150 {{-0.083076 , 0.917956 , 0.259186 },{ -0.177122 , -0.641936 , 0.746020}},
13151 {{-0.078046 , 0.914804 , 0.257668 },{ -0.177122 , -0.641936 , 0.746020}},
13152 {{-0.081639 , 0.921864 , 0.263403 },{ -0.157541 , -0.696970 , 0.699581}},
13153 {{-0.083076 , 0.917956 , 0.259186 },{ -0.157541 , -0.696970 , 0.699581}},
13154 {{-0.074426 , 0.918735 , 0.261910 },{ -0.157541 , -0.696970 , 0.699581}},
13155 {{-0.080419 , 0.927466 , 0.263018 },{ 0.211422 , 0.021116 , 0.977167}},
13156 {{-0.081639 , 0.921864 , 0.263403 },{ 0.211422 , 0.021116 , 0.977167}},
13157 {{-0.074426 , 0.918735 , 0.261910 },{ 0.211422 , 0.021116 , 0.977167}},
13158 {{-0.080419 , 0.927466 , 0.263018 },{ 0.181764 , -0.000026 , 0.983342}},
13159 {{-0.074426 , 0.918735 , 0.261910 },{ 0.181764 , -0.000026 , 0.983342}},
13160 {{-0.071017 , 0.924035 , 0.261280 },{ 0.181764 , -0.000026 , 0.983342}},
13161 {{-0.063535 , 0.921278 , 0.244043 },{ 0.571577 , 0.816073 , -0.085576}},
13162 {{-0.072048 , 0.927492 , 0.246441 },{ 0.571577 , 0.816073 , -0.085576}},
13163 {{-0.070427 , 0.927194 , 0.254426 },{ 0.571577 , 0.816073 , -0.085576}},
13164 {{-0.061353 , 0.921480 , 0.252200 },{ 0.499016 , 0.852690 , -0.154603}},
13165 {{-0.063535 , 0.921278 , 0.244043 },{ 0.499016 , 0.852690 , -0.154603}},
13166 {{-0.070427 , 0.927194 , 0.254426 },{ 0.499016 , 0.852690 , -0.154603}},
13167 {{-0.061078 , 0.919588 , 0.259933 },{ 0.555320 , 0.812153 , 0.178960}},
13168 {{-0.061353 , 0.921480 , 0.252200 },{ 0.555320 , 0.812153 , 0.178960}},
13169 {{-0.070427 , 0.927194 , 0.254426 },{ 0.555320 , 0.812153 , 0.178960}},
13170 {{-0.061078 , 0.919588 , 0.259933 },{ 0.418257 , 0.810708 , 0.409650}},
13171 {{-0.070427 , 0.927194 , 0.254426 },{ 0.418257 , 0.810708 , 0.409650}},
13172 {{-0.071017 , 0.924035 , 0.261280 },{ 0.418257 , 0.810708 , 0.409650}},
13173 {{-0.070427 , 0.927194 , 0.254426 },{ 0.378610 , 0.827756 , 0.414095}},
13174 {{-0.080419 , 0.927466 , 0.263018 },{ 0.378610 , 0.827756 , 0.414095}},
13175 {{-0.071017 , 0.924035 , 0.261280 },{ 0.378610 , 0.827756 , 0.414095}},
13176 {{-0.070427 , 0.927194 , 0.254426 },{ 0.444271 , 0.748062 , 0.492978}},
13177 {{-0.080306 , 0.931546 , 0.256725 },{ 0.444271 , 0.748062 , 0.492978}},
13178 {{-0.080419 , 0.927466 , 0.263018 },{ 0.444271 , 0.748062 , 0.492978}},
13179 {{-0.070427 , 0.927194 , 0.254426 },{ 0.415664 , 0.906864 , 0.069439}},
13180 {{-0.081077 , 0.932478 , 0.249168 },{ 0.415664 , 0.906864 , 0.069439}},
13181 {{-0.080306 , 0.931546 , 0.256725 },{ 0.415664 , 0.906864 , 0.069439}},
13182 {{-0.070427 , 0.927194 , 0.254426 },{ 0.468039 , 0.881522 , -0.062114}},
13183 {{-0.072048 , 0.927492 , 0.246441 },{ 0.468039 , 0.881522 , -0.062114}},
13184 {{-0.081077 , 0.932478 , 0.249168 },{ 0.468039 , 0.881522 , -0.062114}},
13185 {{-0.089381 , 0.927548 , 0.245862 },{ -0.441082 , 0.680508 , -0.585111}},
13186 {{-0.097698 , 0.925262 , 0.249473 },{ -0.441082 , 0.680508 , -0.585111}},
13187 {{-0.089741 , 0.930790 , 0.249904 },{ -0.441082 , 0.680508 , -0.585111}},
13188 {{-0.089381 , 0.927548 , 0.245862 },{ -0.443792 , 0.663974 , -0.601820}},
13189 {{-0.095998 , 0.922963 , 0.245683 },{ -0.443792 , 0.663974 , -0.601820}},
13190 {{-0.097698 , 0.925262 , 0.249473 },{ -0.443792 , 0.663974 , -0.601820}},
13191 {{-0.088662 , 0.922467 , 0.246211 },{ 0.067148 , -0.066587 , -0.995519}},
13192 {{-0.093776 , 0.918805 , 0.246111 },{ 0.067148 , -0.066587 , -0.995519}},
13193 {{-0.095998 , 0.922963 , 0.245683 },{ 0.067148 , -0.066587 , -0.995519}},
13194 {{-0.088662 , 0.922467 , 0.246211 },{ 0.067705 , -0.058826 , -0.995970}},
13195 {{-0.095998 , 0.922963 , 0.245683 },{ 0.067705 , -0.058826 , -0.995970}},
13196 {{-0.089381 , 0.927548 , 0.245862 },{ 0.067705 , -0.058826 , -0.995970}},
13197 {{-0.089381 , 0.927548 , 0.245862 },{ -0.146801 , -0.088440 , -0.985204}},
13198 {{-0.083719 , 0.923107 , 0.245417 },{ -0.146801 , -0.088440 , -0.985204}},
13199 {{-0.088662 , 0.922467 , 0.246211 },{ -0.146801 , -0.088440 , -0.985204}},
13200 {{-0.082506 , 0.928640 , 0.244991 },{ -0.117618 , -0.050575 , -0.991770}},
13201 {{-0.083719 , 0.923107 , 0.245417 },{ -0.117618 , -0.050575 , -0.991770}},
13202 {{-0.089381 , 0.927548 , 0.245862 },{ -0.117618 , -0.050575 , -0.991770}},
13203 {{-0.089381 , 0.927548 , 0.245862 },{ -0.200187 , 0.755505 , -0.623809}},
13204 {{-0.089741 , 0.930790 , 0.249904 },{ -0.200187 , 0.755505 , -0.623809}},
13205 {{-0.081077 , 0.932478 , 0.249168 },{ -0.200187 , 0.755505 , -0.623809}},
13206 {{-0.089381 , 0.927548 , 0.245862 },{ -0.199070 , 0.754598 , -0.625263}},
13207 {{-0.081077 , 0.932478 , 0.249168 },{ -0.199070 , 0.754598 , -0.625263}},
13208 {{-0.082506 , 0.928640 , 0.244991 },{ -0.199070 , 0.754598 , -0.625263}},
13209 {{-0.090001 , 0.925337 , 0.274474 },{ -0.242734 , 0.210355 , 0.947012}},
13210 {{-0.097855 , 0.922068 , 0.273187 },{ -0.242734 , 0.210355 , 0.947012}},
13211 {{-0.096471 , 0.917601 , 0.274534 },{ -0.242734 , 0.210355 , 0.947012}},
13212 {{-0.090001 , 0.925337 , 0.274474 },{ -0.282051 , 0.243092 , 0.928091}},
13213 {{-0.096471 , 0.917601 , 0.274534 },{ -0.282051 , 0.243092 , 0.928091}},
13214 {{-0.089918 , 0.920619 , 0.275735 },{ -0.282051 , 0.243092 , 0.928091}},
13215 {{-0.089918 , 0.920619 , 0.275735 },{ 0.182368 , -0.678983 , 0.711143}},
13216 {{-0.096471 , 0.917601 , 0.274534 },{ 0.182368 , -0.678983 , 0.711143}},
13217 {{-0.089402 , 0.917140 , 0.272281 },{ 0.182368 , -0.678983 , 0.711143}},
13218 {{-0.096471 , 0.917601 , 0.274534 },{ 0.196392 , -0.635935 , 0.746335}},
13219 {{-0.094770 , 0.914345 , 0.271312 },{ 0.196392 , -0.635935 , 0.746335}},
13220 {{-0.089402 , 0.917140 , 0.272281 },{ 0.196392 , -0.635935 , 0.746335}},
13221 {{-0.096471 , 0.917601 , 0.274534 },{ 0.398109 , -0.531723 , 0.747516}},
13222 {{-0.099254 , 0.909215 , 0.270051 },{ 0.398109 , -0.531723 , 0.747516}},
13223 {{-0.094770 , 0.914345 , 0.271312 },{ 0.398109 , -0.531723 , 0.747516}},
13224 {{-0.096471 , 0.917601 , 0.274534 },{ 0.367583 , -0.530368 , 0.763932}},
13225 {{-0.101558 , 0.911958 , 0.273064 },{ 0.367583 , -0.530368 , 0.763932}},
13226 {{-0.099254 , 0.909215 , 0.270051 },{ 0.367583 , -0.530368 , 0.763932}},
13227 {{-0.096471 , 0.917601 , 0.274534 },{ -0.399362 , 0.123361 , 0.908456}},
13228 {{-0.103641 , 0.915878 , 0.271616 },{ -0.399362 , 0.123361 , 0.908456}},
13229 {{-0.101558 , 0.911958 , 0.273064 },{ -0.399362 , 0.123361 , 0.908456}},
13230 {{-0.097855 , 0.922068 , 0.273187 },{ -0.403031 , 0.147488 , 0.903224}},
13231 {{-0.103641 , 0.915878 , 0.271616 },{ -0.403031 , 0.147488 , 0.903224}},
13232 {{-0.096471 , 0.917601 , 0.274534 },{ -0.403031 , 0.147488 , 0.903224}},
13233 {{-0.103806 , 0.903651 , 0.261828 },{ 0.547743 , -0.748885 , -0.373028}},
13234 {{-0.108623 , 0.902695 , 0.256674 },{ 0.547743 , -0.748885 , -0.373028}},
13235 {{-0.104405 , 0.906338 , 0.255554 },{ 0.547743 , -0.748885 , -0.373028}},
13236 {{-0.103806 , 0.903651 , 0.261828 },{ 0.592286 , -0.683400 , -0.426804}},
13237 {{-0.109318 , 0.899396 , 0.260992 },{ 0.592286 , -0.683400 , -0.426804}},
13238 {{-0.108623 , 0.902695 , 0.256674 },{ 0.592286 , -0.683400 , -0.426804}},
13239 {{-0.103806 , 0.903651 , 0.261828 },{ 0.601802 , -0.794855 , 0.077720}},
13240 {{-0.108933 , 0.900195 , 0.266183 },{ 0.601802 , -0.794855 , 0.077720}},
13241 {{-0.109318 , 0.899396 , 0.260992 },{ 0.601802 , -0.794855 , 0.077720}},
13242 {{-0.103806 , 0.903651 , 0.261828 },{ 0.557346 , -0.830276 , -0.002725}},
13243 {{-0.104865 , 0.902918 , 0.268555 },{ 0.557346 , -0.830276 , -0.002725}},
13244 {{-0.108933 , 0.900195 , 0.266183 },{ 0.557346 , -0.830276 , -0.002725}},
13245 {{-0.098217 , 0.909866 , 0.263097 },{ 0.740119 , -0.670791 , 0.047567}},
13246 {{-0.099254 , 0.909215 , 0.270051 },{ 0.740119 , -0.670791 , 0.047567}},
13247 {{-0.104865 , 0.902918 , 0.268555 },{ 0.740119 , -0.670791 , 0.047567}},
13248 {{-0.098217 , 0.909866 , 0.263097 },{ 0.738506 , -0.672878 , 0.042944}},
13249 {{-0.104865 , 0.902918 , 0.268555 },{ 0.738506 , -0.672878 , 0.042944}},
13250 {{-0.103806 , 0.903651 , 0.261828 },{ 0.738506 , -0.672878 , 0.042944}},
13251 {{-0.098630 , 0.912741 , 0.256666 },{ 0.736825 , -0.598324 , -0.314798}},
13252 {{-0.098217 , 0.909866 , 0.263097 },{ 0.736825 , -0.598324 , -0.314798}},
13253 {{-0.103806 , 0.903651 , 0.261828 },{ 0.736825 , -0.598324 , -0.314798}},
13254 {{-0.098630 , 0.912741 , 0.256666 },{ 0.729303 , -0.600980 , -0.327017}},
13255 {{-0.103806 , 0.903651 , 0.261828 },{ 0.729303 , -0.600980 , -0.327017}},
13256 {{-0.104405 , 0.906338 , 0.255554 },{ 0.729303 , -0.600980 , -0.327017}},
13257 {{-0.096855 , 0.925721 , 0.259485 },{ -0.373254 , 0.927575 , 0.016927}},
13258 {{-0.097862 , 0.925185 , 0.266650 },{ -0.373254 , 0.927575 , 0.016927}},
13259 {{-0.089419 , 0.928562 , 0.267769 },{ -0.373254 , 0.927575 , 0.016927}},
13260 {{-0.096855 , 0.925721 , 0.259485 },{ -0.378283 , 0.925424 , 0.022179}},
13261 {{-0.089419 , 0.928562 , 0.267769 },{ -0.378283 , 0.925424 , 0.022179}},
13262 {{-0.088654 , 0.929053 , 0.260331 },{ -0.378283 , 0.925424 , 0.022179}},
13263 {{-0.089419 , 0.928562 , 0.267769 },{ -0.386796 , 0.843700 , 0.372235}},
13264 {{-0.097862 , 0.925185 , 0.266650 },{ -0.386796 , 0.843700 , 0.372235}},
13265 {{-0.090001 , 0.925337 , 0.274474 },{ -0.386796 , 0.843700 , 0.372235}},
13266 {{-0.090001 , 0.925337 , 0.274474 },{ -0.407481 , 0.824134 , 0.393398}},
13267 {{-0.097862 , 0.925185 , 0.266650 },{ -0.407481 , 0.824134 , 0.393398}},
13268 {{-0.097855 , 0.922068 , 0.273187 },{ -0.407481 , 0.824134 , 0.393398}},
13269 {{-0.097862 , 0.925185 , 0.266650 },{ -0.734481 , 0.612253 , 0.292719}},
13270 {{-0.103641 , 0.915878 , 0.271616 },{ -0.734481 , 0.612253 , 0.292719}},
13271 {{-0.097855 , 0.922068 , 0.273187 },{ -0.734481 , 0.612253 , 0.292719}},
13272 {{-0.104014 , 0.918760 , 0.265187 },{ -0.719881 , 0.616824 , 0.318277}},
13273 {{-0.103641 , 0.915878 , 0.271616 },{ -0.719881 , 0.616824 , 0.318277}},
13274 {{-0.097862 , 0.925185 , 0.266650 },{ -0.719881 , 0.616824 , 0.318277}},
13275 {{-0.104014 , 0.918760 , 0.265187 },{ -0.715892 , 0.696524 , -0.048511}},
13276 {{-0.097862 , 0.925185 , 0.266650 },{ -0.715892 , 0.696524 , -0.048511}},
13277 {{-0.096855 , 0.925721 , 0.259485 },{ -0.715892 , 0.696524 , -0.048511}},
13278 {{-0.104014 , 0.918760 , 0.265187 },{ -0.714416 , 0.698306 , -0.044482}},
13279 {{-0.096855 , 0.925721 , 0.259485 },{ -0.714416 , 0.698306 , -0.044482}},
13280 {{-0.102938 , 0.919418 , 0.258236 },{ -0.714416 , 0.698306 , -0.044482}},
13281 {{-0.077443 , 0.924441 , 0.256769 },{ -0.305837 , -0.134205 , -0.942578}},
13282 {{-0.071032 , 0.916363 , 0.255839 },{ -0.305837 , -0.134205 , -0.942578}},
13283 {{-0.079558 , 0.920271 , 0.258049 },{ -0.305837 , -0.134205 , -0.942578}},
13284 {{-0.077443 , 0.924441 , 0.256769 },{ 0.071112 , 0.169601 , -0.982944}},
13285 {{-0.068225 , 0.920999 , 0.256842 },{ 0.071112 , 0.169601 , -0.982944}},
13286 {{-0.071032 , 0.916363 , 0.255839 },{ 0.071112 , 0.169601 , -0.982944}},
13287 {{-0.077443 , 0.924441 , 0.256769 },{ 0.199322 , 0.516140 , -0.832989}},
13288 {{-0.061881 , 0.923344 , 0.259813 },{ 0.199322 , 0.516140 , -0.832989}},
13289 {{-0.068225 , 0.920999 , 0.256842 },{ 0.199322 , 0.516140 , -0.832989}},
13290 {{-0.061881 , 0.923344 , 0.259813 },{ 0.180162 , 0.731741 , -0.657341}},
13291 {{-0.077443 , 0.924441 , 0.256769 },{ 0.180162 , 0.731741 , -0.657341}},
13292 {{-0.075874 , 0.927356 , 0.260444 },{ 0.180162 , 0.731741 , -0.657341}},
13293 {{-0.075874 , 0.927356 , 0.260444 },{ 0.106150 , 0.756470 , -0.645357}},
13294 {{-0.077443 , 0.924441 , 0.256769 },{ 0.106150 , 0.756470 , -0.645357}},
13295 {{-0.088654 , 0.929053 , 0.260331 },{ 0.106150 , 0.756470 , -0.645357}},
13296 {{-0.077443 , 0.924441 , 0.256769 },{ 0.067685 , 0.707694 , -0.703269}},
13297 {{-0.088188 , 0.925572 , 0.256873 },{ 0.067685 , 0.707694 , -0.703269}},
13298 {{-0.088654 , 0.929053 , 0.260331 },{ 0.067685 , 0.707694 , -0.703269}},
13299 {{-0.088188 , 0.925572 , 0.256873 },{ -0.036445 , -0.257469 , -0.965599}},
13300 {{-0.077443 , 0.924441 , 0.256769 },{ -0.036445 , -0.257469 , -0.965599}},
13301 {{-0.088154 , 0.920853 , 0.258130 },{ -0.036445 , -0.257469 , -0.965599}},
13302 {{-0.077443 , 0.924441 , 0.256769 },{ -0.028019 , -0.280307 , -0.959501}},
13303 {{-0.079558 , 0.920271 , 0.258049 },{ -0.028019 , -0.280307 , -0.959501}},
13304 {{-0.088154 , 0.920853 , 0.258130 },{ -0.028019 , -0.280307 , -0.959501}},
13305 {{-0.098630 , 0.912741 , 0.256666 },{ 0.730848 , -0.614638 , -0.296785}},
13306 {{-0.093862 , 0.917961 , 0.257597 },{ 0.730848 , -0.614638 , -0.296785}},
13307 {{-0.093810 , 0.914863 , 0.264141 },{ 0.730848 , -0.614638 , -0.296785}},
13308 {{-0.098630 , 0.912741 , 0.256666 },{ 0.743950 , -0.590948 , -0.311959}},
13309 {{-0.093810 , 0.914863 , 0.264141 },{ 0.743950 , -0.590948 , -0.311959}},
13310 {{-0.098217 , 0.909866 , 0.263097 },{ 0.743950 , -0.590948 , -0.311959}},
13311 {{-0.093810 , 0.914863 , 0.264141 },{ 0.745564 , -0.664416 , 0.051820}},
13312 {{-0.094770 , 0.914345 , 0.271312 },{ 0.745564 , -0.664416 , 0.051820}},
13313 {{-0.099254 , 0.909215 , 0.270051 },{ 0.745564 , -0.664416 , 0.051820}},
13314 {{-0.093810 , 0.914863 , 0.264141 },{ 0.744048 , -0.666359 , 0.048567}},
13315 {{-0.099254 , 0.909215 , 0.270051 },{ 0.744048 , -0.666359 , 0.048567}},
13316 {{-0.098217 , 0.909866 , 0.263097 },{ 0.744048 , -0.666359 , 0.048567}},
13317 {{-0.089402 , 0.917140 , 0.272281 },{ 0.462133 , -0.886808 , -0.002187}},
13318 {{-0.094770 , 0.914345 , 0.271312 },{ 0.462133 , -0.886808 , -0.002187}},
13319 {{-0.093810 , 0.914863 , 0.264141 },{ 0.462133 , -0.886808 , -0.002187}},
13320 {{-0.089402 , 0.917140 , 0.272281 },{ 0.476394 , -0.879149 , -0.012052}},
13321 {{-0.093810 , 0.914863 , 0.264141 },{ 0.476394 , -0.879149 , -0.012052}},
13322 {{-0.088686 , 0.917630 , 0.264839 },{ 0.476394 , -0.879149 , -0.012052}},
13323 {{-0.088154 , 0.920853 , 0.258130 },{ 0.481709 , -0.804209 , -0.348144}},
13324 {{-0.088686 , 0.917630 , 0.264839 },{ 0.481709 , -0.804209 , -0.348144}},
13325 {{-0.093810 , 0.914863 , 0.264141 },{ 0.481709 , -0.804209 , -0.348144}},
13326 {{-0.088154 , 0.920853 , 0.258130 },{ 0.445360 , -0.807874 , -0.385997}},
13327 {{-0.093810 , 0.914863 , 0.264141 },{ 0.445360 , -0.807874 , -0.385997}},
13328 {{-0.093862 , 0.917961 , 0.257597 },{ 0.445360 , -0.807874 , -0.385997}},
13329 {{-0.077573 , 0.923673 , 0.275318 },{ 0.024735 , 0.275550 , 0.960969}},
13330 {{-0.079628 , 0.919425 , 0.276589 },{ 0.024735 , 0.275550 , 0.960969}},
13331 {{-0.064459 , 0.919678 , 0.276126 },{ 0.024735 , 0.275550 , 0.960969}},
13332 {{-0.064459 , 0.919678 , 0.276126 },{ 0.031580 , -0.068689 , 0.997138}},
13333 {{-0.079628 , 0.919425 , 0.276589 },{ 0.031580 , -0.068689 , 0.997138}},
13334 {{-0.070758 , 0.916419 , 0.276101 },{ 0.031580 , -0.068689 , 0.997138}},
13335 {{-0.079628 , 0.919425 , 0.276589 },{ -0.125762 , -0.509303 , 0.851349}},
13336 {{-0.072631 , 0.911977 , 0.273167 },{ -0.125762 , -0.509303 , 0.851349}},
13337 {{-0.070758 , 0.916419 , 0.276101 },{ -0.125762 , -0.509303 , 0.851349}},
13338 {{-0.079628 , 0.919425 , 0.276589 },{ -0.359355 , -0.646708 , 0.672780}},
13339 {{-0.081137 , 0.916431 , 0.272905 },{ -0.359355 , -0.646708 , 0.672780}},
13340 {{-0.072631 , 0.911977 , 0.273167 },{ -0.359355 , -0.646708 , 0.672780}},
13341 {{-0.079628 , 0.919425 , 0.276589 },{ -0.113536 , -0.747747 , 0.654205}},
13342 {{-0.089402 , 0.917140 , 0.272281 },{ -0.113536 , -0.747747 , 0.654205}},
13343 {{-0.081137 , 0.916431 , 0.272905 },{ -0.113536 , -0.747747 , 0.654205}},
13344 {{-0.079628 , 0.919425 , 0.276589 },{ -0.139606 , -0.708003 , 0.692273}},
13345 {{-0.089918 , 0.920619 , 0.275735 },{ -0.139606 , -0.708003 , 0.692273}},
13346 {{-0.089402 , 0.917140 , 0.272281 },{ -0.139606 , -0.708003 , 0.692273}},
13347 {{-0.090001 , 0.925337 , 0.274474 },{ -0.050267 , 0.257058 , 0.965088}},
13348 {{-0.089918 , 0.920619 , 0.275735 },{ -0.050267 , 0.257058 , 0.965088}},
13349 {{-0.079628 , 0.919425 , 0.276589 },{ -0.050267 , 0.257058 , 0.965088}},
13350 {{-0.090001 , 0.925337 , 0.274474 },{ -0.024964 , 0.297615 , 0.954360}},
13351 {{-0.079628 , 0.919425 , 0.276589 },{ -0.024964 , 0.297615 , 0.954360}},
13352 {{-0.077573 , 0.923673 , 0.275318 },{ -0.024964 , 0.297615 , 0.954360}},
13353 {{-0.061881 , 0.923344 , 0.259813 },{ 0.278203 , 0.956510 , 0.087696}},
13354 {{-0.075874 , 0.927356 , 0.260444 },{ 0.278203 , 0.956510 , 0.087696}},
13355 {{-0.076120 , 0.926709 , 0.268282 },{ 0.278203 , 0.956510 , 0.087696}},
13356 {{-0.061881 , 0.923344 , 0.259813 },{ 0.302392 , 0.943801 , 0.133414}},
13357 {{-0.076120 , 0.926709 , 0.268282 },{ 0.302392 , 0.943801 , 0.133414}},
13358 {{-0.063053 , 0.922503 , 0.268419 },{ 0.302392 , 0.943801 , 0.133414}},
13359 {{-0.063053 , 0.922503 , 0.268419 },{ 0.280469 , 0.883563 , 0.375038}},
13360 {{-0.076120 , 0.926709 , 0.268282 },{ 0.280469 , 0.883563 , 0.375038}},
13361 {{-0.064459 , 0.919678 , 0.276126 },{ 0.280469 , 0.883563 , 0.375038}},
13362 {{-0.064459 , 0.919678 , 0.276126 },{ 0.239547 , 0.872468 , 0.425930}},
13363 {{-0.076120 , 0.926709 , 0.268282 },{ 0.239547 , 0.872468 , 0.425930}},
13364 {{-0.077573 , 0.923673 , 0.275318 },{ 0.239547 , 0.872468 , 0.425930}},
13365 {{-0.076120 , 0.926709 , 0.268282 },{ 0.093545 , 0.906974 , 0.410668}},
13366 {{-0.090001 , 0.925337 , 0.274474 },{ 0.093545 , 0.906974 , 0.410668}},
13367 {{-0.077573 , 0.923673 , 0.275318 },{ 0.093545 , 0.906974 , 0.410668}},
13368 {{-0.076120 , 0.926709 , 0.268282 },{ 0.107414 , 0.892288 , 0.438503}},
13369 {{-0.089419 , 0.928562 , 0.267769 },{ 0.107414 , 0.892288 , 0.438503}},
13370 {{-0.090001 , 0.925337 , 0.274474 },{ 0.107414 , 0.892288 , 0.438503}},
13371 {{-0.088654 , 0.929053 , 0.260331 },{ 0.134581 , 0.987745 , 0.079040}},
13372 {{-0.089419 , 0.928562 , 0.267769 },{ 0.134581 , 0.987745 , 0.079040}},
13373 {{-0.076120 , 0.926709 , 0.268282 },{ 0.134581 , 0.987745 , 0.079040}},
13374 {{-0.088654 , 0.929053 , 0.260331 },{ 0.130398 , 0.987756 , 0.085637}},
13375 {{-0.076120 , 0.926709 , 0.268282 },{ 0.130398 , 0.987756 , 0.085637}},
13376 {{-0.075874 , 0.927356 , 0.260444 },{ 0.130398 , 0.987756 , 0.085637}},
13377 {{-0.096855 , 0.925721 , 0.259485 },{ -0.399552 , 0.533357 , -0.745580}},
13378 {{-0.095200 , 0.922447 , 0.256256 },{ -0.399552 , 0.533357 , -0.745580}},
13379 {{-0.102938 , 0.919418 , 0.258236 },{ -0.399552 , 0.533357 , -0.745580}},
13380 {{-0.095200 , 0.922447 , 0.256256 },{ -0.395377 , 0.511245 , -0.763090}},
13381 {{-0.100673 , 0.916668 , 0.255220 },{ -0.395377 , 0.511245 , -0.763090}},
13382 {{-0.102938 , 0.919418 , 0.258236 },{ -0.395377 , 0.511245 , -0.763090}},
13383 {{-0.093862 , 0.917961 , 0.257597 },{ 0.351827 , -0.156769 , -0.922844}},
13384 {{-0.098630 , 0.912741 , 0.256666 },{ 0.351827 , -0.156769 , -0.922844}},
13385 {{-0.100673 , 0.916668 , 0.255220 },{ 0.351827 , -0.156769 , -0.922844}},
13386 {{-0.093862 , 0.917961 , 0.257597 },{ 0.353281 , -0.169643 , -0.920007}},
13387 {{-0.100673 , 0.916668 , 0.255220 },{ 0.353281 , -0.169643 , -0.920007}},
13388 {{-0.095200 , 0.922447 , 0.256256 },{ 0.353281 , -0.169643 , -0.920007}},
13389 {{-0.095200 , 0.922447 , 0.256256 },{ 0.202726 , -0.224459 , -0.953163}},
13390 {{-0.088154 , 0.920853 , 0.258130 },{ 0.202726 , -0.224459 , -0.953163}},
13391 {{-0.093862 , 0.917961 , 0.257597 },{ 0.202726 , -0.224459 , -0.953163}},
13392 {{-0.088188 , 0.925572 , 0.256873 },{ 0.195332 , -0.251122 , -0.948042}},
13393 {{-0.088154 , 0.920853 , 0.258130 },{ 0.195332 , -0.251122 , -0.948042}},
13394 {{-0.095200 , 0.922447 , 0.256256 },{ 0.195332 , -0.251122 , -0.948042}},
13395 {{-0.088654 , 0.929053 , 0.260331 },{ -0.236016 , 0.668770 , -0.705013}},
13396 {{-0.088188 , 0.925572 , 0.256873 },{ -0.236016 , 0.668770 , -0.705013}},
13397 {{-0.095200 , 0.922447 , 0.256256 },{ -0.236016 , 0.668770 , -0.705013}},
13398 {{-0.088654 , 0.929053 , 0.260331 },{ -0.183834 , 0.641557 , -0.744722}},
13399 {{-0.095200 , 0.922447 , 0.256256 },{ -0.183834 , 0.641557 , -0.744722}},
13400 {{-0.096855 , 0.925721 , 0.259485 },{ -0.183834 , 0.641557 , -0.744722}},
13401 {{-0.099347 , 0.915346 , 0.280368 },{ -0.497673 , 0.507081 , 0.703698}},
13402 {{-0.098578 , 0.911882 , 0.283408 },{ -0.497673 , 0.507081 , 0.703698}},
13403 {{-0.092204 , 0.915143 , 0.285566 },{ -0.497673 , 0.507081 , 0.703698}},
13404 {{-0.099347 , 0.915346 , 0.280368 },{ -0.491803 , 0.522847 , 0.696248}},
13405 {{-0.092204 , 0.915143 , 0.285566 },{ -0.491803 , 0.522847 , 0.696248}},
13406 {{-0.092402 , 0.918945 , 0.282571 },{ -0.491803 , 0.522847 , 0.696248}},
13407 {{-0.098578 , 0.911882 , 0.283408 },{ -0.121637 , -0.376922 , 0.918223}},
13408 {{-0.096311 , 0.908042 , 0.282132 },{ -0.121637 , -0.376922 , 0.918223}},
13409 {{-0.090673 , 0.910839 , 0.284027 },{ -0.121637 , -0.376922 , 0.918223}},
13410 {{-0.098578 , 0.911882 , 0.283408 },{ -0.121165 , -0.372150 , 0.920230}},
13411 {{-0.090673 , 0.910839 , 0.284027 },{ -0.121165 , -0.372150 , 0.920230}},
13412 {{-0.092204 , 0.915143 , 0.285566 },{ -0.121165 , -0.372150 , 0.920230}},
13413 {{-0.104029 , 0.906875 , 0.281329 },{ -0.045880 , -0.342312 , 0.938465}},
13414 {{-0.101187 , 0.903492 , 0.280234 },{ -0.045880 , -0.342312 , 0.938465}},
13415 {{-0.096311 , 0.908042 , 0.282132 },{ -0.045880 , -0.342312 , 0.938465}},
13416 {{-0.104029 , 0.906875 , 0.281329 },{ -0.046399 , -0.339555 , 0.939441}},
13417 {{-0.096311 , 0.908042 , 0.282132 },{ -0.046399 , -0.339555 , 0.939441}},
13418 {{-0.098578 , 0.911882 , 0.283408 },{ -0.046399 , -0.339555 , 0.939441}},
13419 {{-0.105224 , 0.910005 , 0.278236 },{ -0.629305 , 0.411320 , 0.659387}},
13420 {{-0.104029 , 0.906875 , 0.281329 },{ -0.629305 , 0.411320 , 0.659387}},
13421 {{-0.098578 , 0.911882 , 0.283408 },{ -0.629305 , 0.411320 , 0.659387}},
13422 {{-0.105224 , 0.910005 , 0.278236 },{ -0.626892 , 0.430634 , 0.649277}},
13423 {{-0.098578 , 0.911882 , 0.283408 },{ -0.626892 , 0.430634 , 0.649277}},
13424 {{-0.099347 , 0.915346 , 0.280368 },{ -0.626892 , 0.430634 , 0.649277}},
13425 {{-0.101701 , 0.897568 , 0.265806 },{ 0.456782 , -0.889118 , 0.028631}},
13426 {{-0.103499 , 0.896853 , 0.272289 },{ 0.456782 , -0.889118 , 0.028631}},
13427 {{-0.106189 , 0.895268 , 0.265984 },{ 0.456782 , -0.889118 , 0.028631}},
13428 {{-0.103499 , 0.896853 , 0.272289 },{ 0.538377 , -0.842514 , -0.017897}},
13429 {{-0.108642 , 0.893608 , 0.270341 },{ 0.538377 , -0.842514 , -0.017897}},
13430 {{-0.106189 , 0.895268 , 0.265984 },{ 0.538377 , -0.842514 , -0.017897}},
13431 {{-0.103499 , 0.896853 , 0.272289 },{ 0.343450 , -0.819607 , 0.458570}},
13432 {{-0.109880 , 0.895706 , 0.275018 },{ 0.343450 , -0.819607 , 0.458570}},
13433 {{-0.108642 , 0.893608 , 0.270341 },{ 0.343450 , -0.819607 , 0.458570}},
13434 {{-0.103499 , 0.896853 , 0.272289 },{ 0.316904 , -0.871267 , 0.374787}},
13435 {{-0.106723 , 0.898177 , 0.278093 },{ 0.316904 , -0.871267 , 0.374787}},
13436 {{-0.109880 , 0.895706 , 0.275018 },{ 0.316904 , -0.871267 , 0.374787}},
13437 {{-0.101187 , 0.903492 , 0.280234 },{ 0.519575 , -0.723974 , 0.453767}},
13438 {{-0.106723 , 0.898177 , 0.278093 },{ 0.519575 , -0.723974 , 0.453767}},
13439 {{-0.103499 , 0.896853 , 0.272289 },{ 0.519575 , -0.723974 , 0.453767}},
13440 {{-0.101187 , 0.903492 , 0.280234 },{ 0.522036 , -0.723105 , 0.452324}},
13441 {{-0.103499 , 0.896853 , 0.272289 },{ 0.522036 , -0.723105 , 0.452324}},
13442 {{-0.098069 , 0.902018 , 0.274279 },{ 0.522036 , -0.723105 , 0.452324}},
13443 {{-0.098069 , 0.902018 , 0.274279 },{ 0.665450 , -0.739298 , 0.103025}},
13444 {{-0.103499 , 0.896853 , 0.272289 },{ 0.665450 , -0.739298 , 0.103025}},
13445 {{-0.101701 , 0.897568 , 0.265806 },{ 0.665450 , -0.739298 , 0.103025}},
13446 {{-0.098069 , 0.902018 , 0.274279 },{ 0.667198 , -0.737925 , 0.101555}},
13447 {{-0.101701 , 0.897568 , 0.265806 },{ 0.667198 , -0.737925 , 0.101555}},
13448 {{-0.096285 , 0.902720 , 0.267660 },{ 0.667198 , -0.737925 , 0.101555}},
13449 {{-0.094702 , 0.914267 , 0.267453 },{ -0.328164 , 0.858229 , -0.394653}},
13450 {{-0.097506 , 0.916032 , 0.273623 },{ -0.328164 , 0.858229 , -0.394653}},
13451 {{-0.090530 , 0.919598 , 0.275577 },{ -0.328164 , 0.858229 , -0.394653}},
13452 {{-0.094702 , 0.914267 , 0.267453 },{ -0.331421 , 0.857857 , -0.392736}},
13453 {{-0.090530 , 0.919598 , 0.275577 },{ -0.331421 , 0.857857 , -0.392736}},
13454 {{-0.088162 , 0.917522 , 0.269044 },{ -0.331421 , 0.857857 , -0.392736}},
13455 {{-0.097506 , 0.916032 , 0.273623 },{ -0.451693 , 0.891577 , -0.032602}},
13456 {{-0.099347 , 0.915346 , 0.280368 },{ -0.451693 , 0.891577 , -0.032602}},
13457 {{-0.092402 , 0.918945 , 0.282571 },{ -0.451693 , 0.891577 , -0.032602}},
13458 {{-0.097506 , 0.916032 , 0.273623 },{ -0.446816 , 0.893895 , -0.036138}},
13459 {{-0.092402 , 0.918945 , 0.282571 },{ -0.446816 , 0.893895 , -0.036138}},
13460 {{-0.090530 , 0.919598 , 0.275577 },{ -0.446816 , 0.893895 , -0.036138}},
13461 {{-0.103403 , 0.910719 , 0.271626 },{ -0.649724 , 0.753883 , -0.097567}},
13462 {{-0.105224 , 0.910005 , 0.278236 },{ -0.649724 , 0.753883 , -0.097567}},
13463 {{-0.099347 , 0.915346 , 0.280368 },{ -0.649724 , 0.753883 , -0.097567}},
13464 {{-0.103403 , 0.910719 , 0.271626 },{ -0.647165 , 0.755794 , -0.099765}},
13465 {{-0.099347 , 0.915346 , 0.280368 },{ -0.647165 , 0.755794 , -0.099765}},
13466 {{-0.097506 , 0.916032 , 0.273623 },{ -0.647165 , 0.755794 , -0.099765}},
13467 {{-0.100249 , 0.909258 , 0.265679 },{ -0.508763 , 0.733864 , -0.450115}},
13468 {{-0.103403 , 0.910719 , 0.271626 },{ -0.508763 , 0.733864 , -0.450115}},
13469 {{-0.097506 , 0.916032 , 0.273623 },{ -0.508763 , 0.733864 , -0.450115}},
13470 {{-0.100249 , 0.909258 , 0.265679 },{ -0.517889 , 0.730924 , -0.444456}},
13471 {{-0.097506 , 0.916032 , 0.273623 },{ -0.517889 , 0.730924 , -0.444456}},
13472 {{-0.094702 , 0.914267 , 0.267453 },{ -0.517889 , 0.730924 , -0.444456}},
13473 {{-0.078764 , 0.913182 , 0.268428 },{ -0.139021 , -0.563459 , -0.814363}},
13474 {{-0.071211 , 0.906640 , 0.271665 },{ -0.139021 , -0.563459 , -0.814363}},
13475 {{-0.079328 , 0.909098 , 0.271350 },{ -0.139021 , -0.563459 , -0.814363}},
13476 {{-0.078764 , 0.913182 , 0.268428 },{ 0.200390 , -0.238790 , -0.950170}},
13477 {{-0.071537 , 0.912733 , 0.270065 },{ 0.200390 , -0.238790 , -0.950170}},
13478 {{-0.071211 , 0.906640 , 0.271665 },{ 0.200390 , -0.238790 , -0.950170}},
13479 {{-0.069147 , 0.917102 , 0.271677 },{ 0.228524 , 0.224502 , -0.947299}},
13480 {{-0.071537 , 0.912733 , 0.270065 },{ 0.228524 , 0.224502 , -0.947299}},
13481 {{-0.078764 , 0.913182 , 0.268428 },{ 0.228524 , 0.224502 , -0.947299}},
13482 {{-0.079450 , 0.917831 , 0.270400 },{ 0.140615 , 0.404137 , -0.903826}},
13483 {{-0.069147 , 0.917102 , 0.271677 },{ 0.140615 , 0.404137 , -0.903826}},
13484 {{-0.078764 , 0.913182 , 0.268428 },{ 0.140615 , 0.404137 , -0.903826}},
13485 {{-0.079450 , 0.917831 , 0.270400 },{ 0.126770 , 0.403148 , -0.906312}},
13486 {{-0.078764 , 0.913182 , 0.268428 },{ 0.126770 , 0.403148 , -0.906312}},
13487 {{-0.088162 , 0.917522 , 0.269044 },{ 0.126770 , 0.403148 , -0.906312}},
13488 {{-0.088162 , 0.917522 , 0.269044 },{ 0.111158 , 0.371530 , -0.921742}},
13489 {{-0.078764 , 0.913182 , 0.268428 },{ 0.111158 , 0.371530 , -0.921742}},
13490 {{-0.086871 , 0.913134 , 0.267431 },{ 0.111158 , 0.371530 , -0.921742}},
13491 {{-0.078764 , 0.913182 , 0.268428 },{ 0.094110 , -0.587860 , -0.803470}},
13492 {{-0.079328 , 0.909098 , 0.271350 },{ 0.094110 , -0.587860 , -0.803470}},
13493 {{-0.086914 , 0.909249 , 0.270351 },{ 0.094110 , -0.587860 , -0.803470}},
13494 {{-0.078764 , 0.913182 , 0.268428 },{ 0.101279 , -0.598446 , -0.794735}},
13495 {{-0.086914 , 0.909249 , 0.270351 },{ 0.101279 , -0.598446 , -0.794735}},
13496 {{-0.086871 , 0.913134 , 0.267431 },{ 0.101279 , -0.598446 , -0.794735}},
13497 {{-0.093654 , 0.906230 , 0.275928 },{ 0.666647 , -0.738451 , 0.101351}},
13498 {{-0.098069 , 0.902018 , 0.274279 },{ 0.666647 , -0.738451 , 0.101351}},
13499 {{-0.096285 , 0.902720 , 0.267660 },{ 0.666647 , -0.738451 , 0.101351}},
13500 {{-0.093654 , 0.906230 , 0.275928 },{ 0.671058 , -0.734844 , 0.098416}},
13501 {{-0.096285 , 0.902720 , 0.267660 },{ 0.671058 , -0.734844 , 0.098416}},
13502 {{-0.091961 , 0.906868 , 0.269148 },{ 0.671058 , -0.734844 , 0.098416}},
13503 {{-0.093654 , 0.906230 , 0.275928 },{ 0.521471 , -0.723618 , 0.452155}},
13504 {{-0.101187 , 0.903492 , 0.280234 },{ 0.521471 , -0.723618 , 0.452155}},
13505 {{-0.098069 , 0.902018 , 0.274279 },{ 0.521471 , -0.723618 , 0.452155}},
13506 {{-0.093654 , 0.906230 , 0.275928 },{ 0.517112 , -0.736250 , 0.436498}},
13507 {{-0.096311 , 0.908042 , 0.282132 },{ 0.517112 , -0.736250 , 0.436498}},
13508 {{-0.101187 , 0.903492 , 0.280234 },{ 0.517112 , -0.736250 , 0.436498}},
13509 {{-0.090673 , 0.910839 , 0.284027 },{ 0.303286 , -0.871867 , 0.384532}},
13510 {{-0.096311 , 0.908042 , 0.282132 },{ 0.303286 , -0.871867 , 0.384532}},
13511 {{-0.093654 , 0.906230 , 0.275928 },{ 0.303286 , -0.871867 , 0.384532}},
13512 {{-0.090673 , 0.910839 , 0.284027 },{ 0.305778 , -0.871494 , 0.383402}},
13513 {{-0.093654 , 0.906230 , 0.275928 },{ 0.305778 , -0.871494 , 0.383402}},
13514 {{-0.088545 , 0.908679 , 0.277420 },{ 0.305778 , -0.871494 , 0.383402}},
13515 {{-0.088545 , 0.908679 , 0.277420 },{ 0.427023 , -0.903984 , 0.021563}},
13516 {{-0.093654 , 0.906230 , 0.275928 },{ 0.427023 , -0.903984 , 0.021563}},
13517 {{-0.091961 , 0.906868 , 0.269148 },{ 0.427023 , -0.903984 , 0.021563}},
13518 {{-0.088545 , 0.908679 , 0.277420 },{ 0.421806 , -0.906362 , 0.024238}},
13519 {{-0.091961 , 0.906868 , 0.269148 },{ 0.421806 , -0.906362 , 0.024238}},
13520 {{-0.086914 , 0.909249 , 0.270351 },{ 0.421806 , -0.906362 , 0.024238}},
13521 {{-0.083422 , 0.919429 , 0.284955 },{ -0.105710 , 0.609855 , 0.785431}},
13522 {{-0.083764 , 0.915443 , 0.288004 },{ -0.105710 , 0.609855 , 0.785431}},
13523 {{-0.073188 , 0.917705 , 0.287671 },{ -0.105710 , 0.609855 , 0.785431}},
13524 {{-0.073188 , 0.917705 , 0.287671 },{ -0.040454 , 0.328069 , 0.943787}},
13525 {{-0.083764 , 0.915443 , 0.288004 },{ -0.040454 , 0.328069 , 0.943787}},
13526 {{-0.076061 , 0.913562 , 0.288988 },{ -0.040454 , 0.328069 , 0.943787}},
13527 {{-0.083764 , 0.915443 , 0.288004 },{ -0.171068 , -0.195370 , 0.965695}},
13528 {{-0.074509 , 0.907186 , 0.287973 },{ -0.171068 , -0.195370 , 0.965695}},
13529 {{-0.076061 , 0.913562 , 0.288988 },{ -0.171068 , -0.195370 , 0.965695}},
13530 {{-0.083764 , 0.915443 , 0.288004 },{ -0.364164 , -0.411318 , 0.835585}},
13531 {{-0.082856 , 0.910891 , 0.286159 },{ -0.364164 , -0.411318 , 0.835585}},
13532 {{-0.074509 , 0.907186 , 0.287973 },{ -0.364164 , -0.411318 , 0.835585}},
13533 {{-0.092204 , 0.915143 , 0.285566 },{ -0.238547 , -0.401103 , 0.884427}},
13534 {{-0.090673 , 0.910839 , 0.284027 },{ -0.238547 , -0.401103 , 0.884427}},
13535 {{-0.082856 , 0.910891 , 0.286159 },{ -0.238547 , -0.401103 , 0.884427}},
13536 {{-0.092204 , 0.915143 , 0.285566 },{ -0.240355 , -0.405419 , 0.881966}},
13537 {{-0.082856 , 0.910891 , 0.286159 },{ -0.240355 , -0.405419 , 0.881966}},
13538 {{-0.083764 , 0.915443 , 0.288004 },{ -0.240355 , -0.405419 , 0.881966}},
13539 {{-0.092402 , 0.918945 , 0.282571 },{ -0.242937 , 0.592426 , 0.768123}},
13540 {{-0.092204 , 0.915143 , 0.285566 },{ -0.242937 , 0.592426 , 0.768123}},
13541 {{-0.083764 , 0.915443 , 0.288004 },{ -0.242937 , 0.592426 , 0.768123}},
13542 {{-0.092402 , 0.918945 , 0.282571 },{ -0.234867 , 0.603192 , 0.762232}},
13543 {{-0.083764 , 0.915443 , 0.288004 },{ -0.234867 , 0.603192 , 0.762232}},
13544 {{-0.083422 , 0.919429 , 0.284955 },{ -0.234867 , 0.603192 , 0.762232}},
13545 {{-0.069147 , 0.917102 , 0.271677 },{ 0.101465 , 0.956802 , -0.272459}},
13546 {{-0.079450 , 0.917831 , 0.270400 },{ 0.101465 , 0.956802 , -0.272459}},
13547 {{-0.081494 , 0.920069 , 0.277498 },{ 0.101465 , 0.956802 , -0.272459}},
13548 {{-0.069147 , 0.917102 , 0.271677 },{ 0.194839 , 0.977164 , -0.084780}},
13549 {{-0.081494 , 0.920069 , 0.277498 },{ 0.194839 , 0.977164 , -0.084780}},
13550 {{-0.071357 , 0.918223 , 0.279519 },{ 0.194839 , 0.977164 , -0.084780}},
13551 {{-0.071357 , 0.918223 , 0.279519 },{ 0.159299 , 0.982334 , 0.098203}},
13552 {{-0.081494 , 0.920069 , 0.277498 },{ 0.159299 , 0.982334 , 0.098203}},
13553 {{-0.073188 , 0.917705 , 0.287671 },{ 0.159299 , 0.982334 , 0.098203}},
13554 {{-0.073188 , 0.917705 , 0.287671 },{ 0.134119 , 0.983782 , 0.119098}},
13555 {{-0.081494 , 0.920069 , 0.277498 },{ 0.134119 , 0.983782 , 0.119098}},
13556 {{-0.083422 , 0.919429 , 0.284955 },{ 0.134119 , 0.983782 , 0.119098}},
13557 {{-0.090530 , 0.919598 , 0.275577 },{ -0.073067 , 0.994630 , 0.073303}},
13558 {{-0.092402 , 0.918945 , 0.282571 },{ -0.073067 , 0.994630 , 0.073303}},
13559 {{-0.083422 , 0.919429 , 0.284955 },{ -0.073067 , 0.994630 , 0.073303}},
13560 {{-0.090530 , 0.919598 , 0.275577 },{ -0.066392 , 0.995456 , 0.068258}},
13561 {{-0.083422 , 0.919429 , 0.284955 },{ -0.066392 , 0.995456 , 0.068258}},
13562 {{-0.081494 , 0.920069 , 0.277498 },{ -0.066392 , 0.995456 , 0.068258}},
13563 {{-0.088162 , 0.917522 , 0.269044 },{ 0.013681 , 0.954369 , -0.298317}},
13564 {{-0.090530 , 0.919598 , 0.275577 },{ 0.013681 , 0.954369 , -0.298317}},
13565 {{-0.081494 , 0.920069 , 0.277498 },{ 0.013681 , 0.954369 , -0.298317}},
13566 {{-0.088162 , 0.917522 , 0.269044 },{ 0.012435 , 0.954665 , -0.297423}},
13567 {{-0.081494 , 0.920069 , 0.277498 },{ 0.012435 , 0.954665 , -0.297423}},
13568 {{-0.079450 , 0.917831 , 0.270400 },{ 0.012435 , 0.954665 , -0.297423}},
13569 {{-0.092582 , 0.910380 , 0.266143 },{ 0.010948 , 0.317315 , -0.948257}},
13570 {{-0.097443 , 0.905862 , 0.264575 },{ 0.010948 , 0.317315 , -0.948257}},
13571 {{-0.100249 , 0.909258 , 0.265679 },{ 0.010948 , 0.317315 , -0.948257}},
13572 {{-0.092582 , 0.910380 , 0.266143 },{ 0.009807 , 0.324157 , -0.945952}},
13573 {{-0.100249 , 0.909258 , 0.265679 },{ 0.009807 , 0.324157 , -0.945952}},
13574 {{-0.094702 , 0.914267 , 0.267453 },{ 0.009807 , 0.324157 , -0.945952}},
13575 {{-0.092582 , 0.910380 , 0.266143 },{ 0.612034 , -0.427619 , -0.665250}},
13576 {{-0.096285 , 0.902720 , 0.267660 },{ 0.612034 , -0.427619 , -0.665250}},
13577 {{-0.097443 , 0.905862 , 0.264575 },{ 0.612034 , -0.427619 , -0.665250}},
13578 {{-0.092582 , 0.910380 , 0.266143 },{ 0.635826 , -0.433801 , -0.638390}},
13579 {{-0.091961 , 0.906868 , 0.269148 },{ 0.635826 , -0.433801 , -0.638390}},
13580 {{-0.096285 , 0.902720 , 0.267660 },{ 0.635826 , -0.433801 , -0.638390}},
13581 {{-0.086914 , 0.909249 , 0.270351 },{ 0.428223 , -0.542598 , -0.722643}},
13582 {{-0.091961 , 0.906868 , 0.269148 },{ 0.428223 , -0.542598 , -0.722643}},
13583 {{-0.092582 , 0.910380 , 0.266143 },{ 0.428223 , -0.542598 , -0.722643}},
13584 {{-0.086914 , 0.909249 , 0.270351 },{ 0.426140 , -0.546544 , -0.720898}},
13585 {{-0.092582 , 0.910380 , 0.266143 },{ 0.426140 , -0.546544 , -0.720898}},
13586 {{-0.086871 , 0.913134 , 0.267431 },{ 0.426140 , -0.546544 , -0.720898}},
13587 {{-0.086871 , 0.913134 , 0.267431 },{ 0.046824 , 0.341863 , -0.938583}},
13588 {{-0.092582 , 0.910380 , 0.266143 },{ 0.046824 , 0.341863 , -0.938583}},
13589 {{-0.094702 , 0.914267 , 0.267453 },{ 0.046824 , 0.341863 , -0.938583}},
13590 {{-0.086871 , 0.913134 , 0.267431 },{ 0.049073 , 0.357293 , -0.932702}},
13591 {{-0.094702 , 0.914267 , 0.267453 },{ 0.049073 , 0.357293 , -0.932702}},
13592 {{-0.088162 , 0.917522 , 0.269044 },{ 0.049073 , 0.357293 , -0.932702}},
13593 {{-0.085246 , 0.908898 , 0.297564 },{ -0.419597 , 0.184704 , 0.888720}},
13594 {{-0.090734 , 0.908017 , 0.295156 },{ -0.419597 , 0.184704 , 0.888720}},
13595 {{-0.090589 , 0.903299 , 0.296205 },{ -0.419597 , 0.184704 , 0.888720}},
13596 {{-0.085246 , 0.908898 , 0.297564 },{ -0.445123 , 0.213704 , 0.869595}},
13597 {{-0.090589 , 0.903299 , 0.296205 },{ -0.445123 , 0.213704 , 0.869595}},
13598 {{-0.085654 , 0.904154 , 0.298521 },{ -0.445123 , 0.213704 , 0.869595}},
13599 {{-0.085654 , 0.904154 , 0.298521 },{ -0.193987 , -0.711070 , 0.675832}},
13600 {{-0.090589 , 0.903299 , 0.296205 },{ -0.193987 , -0.711070 , 0.675832}},
13601 {{-0.088901 , 0.899915 , 0.293129 },{ -0.193987 , -0.711070 , 0.675832}},
13602 {{-0.085654 , 0.904154 , 0.298521 },{ -0.194109 , -0.711011 , 0.675859}},
13603 {{-0.088901 , 0.899915 , 0.293129 },{ -0.194109 , -0.711011 , 0.675859}},
13604 {{-0.084659 , 0.900735 , 0.295210 },{ -0.194109 , -0.711011 , 0.675859}},
13605 {{-0.095253 , 0.901211 , 0.293309 },{ -0.122399 , -0.697896 , 0.705662}},
13606 {{-0.093009 , 0.897957 , 0.290480 },{ -0.122399 , -0.697896 , 0.705662}},
13607 {{-0.088901 , 0.899915 , 0.293129 },{ -0.122399 , -0.697896 , 0.705662}},
13608 {{-0.095253 , 0.901211 , 0.293309 },{ -0.122985 , -0.700409 , 0.703066}},
13609 {{-0.088901 , 0.899915 , 0.293129 },{ -0.122985 , -0.700409 , 0.703066}},
13610 {{-0.090589 , 0.903299 , 0.296205 },{ -0.122985 , -0.700409 , 0.703066}},
13611 {{-0.095846 , 0.905814 , 0.292152 },{ -0.564864 , 0.131980 , 0.814561}},
13612 {{-0.095253 , 0.901211 , 0.293309 },{ -0.564864 , 0.131980 , 0.814561}},
13613 {{-0.090589 , 0.903299 , 0.296205 },{ -0.564864 , 0.131980 , 0.814561}},
13614 {{-0.090734 , 0.908017 , 0.295156 },{ -0.551549 , 0.164856 , 0.817690}},
13615 {{-0.095846 , 0.905814 , 0.292152 },{ -0.551549 , 0.164856 , 0.817690}},
13616 {{-0.090589 , 0.903299 , 0.296205 },{ -0.551549 , 0.164856 , 0.817690}},
13617 {{-0.092589 , 0.899771 , 0.275873 },{ 0.247055 , -0.870586 , -0.425493}},
13618 {{-0.094598 , 0.896480 , 0.281440 },{ 0.247055 , -0.870586 , -0.425493}},
13619 {{-0.096350 , 0.898712 , 0.275856 },{ 0.247055 , -0.870586 , -0.425493}},
13620 {{-0.094598 , 0.896480 , 0.281440 },{ 0.356328 , -0.823718 , -0.441044}},
13621 {{-0.098781 , 0.895789 , 0.279351 },{ 0.356328 , -0.823718 , -0.441044}},
13622 {{-0.096350 , 0.898712 , 0.275856 },{ 0.356328 , -0.823718 , -0.441044}},
13623 {{-0.094598 , 0.896480 , 0.281440 },{ 0.156337 , -0.987610 , 0.013632}},
13624 {{-0.100071 , 0.895654 , 0.284360 },{ 0.156337 , -0.987610 , 0.013632}},
13625 {{-0.098781 , 0.895789 , 0.279351 },{ 0.156337 , -0.987610 , 0.013632}},
13626 {{-0.094598 , 0.896480 , 0.281440 },{ 0.102676 , -0.990827 , -0.087855}},
13627 {{-0.097631 , 0.895632 , 0.287459 },{ 0.102676 , -0.990827 , -0.087855}},
13628 {{-0.100071 , 0.895654 , 0.284360 },{ 0.102676 , -0.990827 , -0.087855}},
13629 {{-0.093009 , 0.897957 , 0.290480 },{ 0.407373 , -0.910004 , 0.077070}},
13630 {{-0.097631 , 0.895632 , 0.287459 },{ 0.407373 , -0.910004 , 0.077070}},
13631 {{-0.094598 , 0.896480 , 0.281440 },{ 0.407373 , -0.910004 , 0.077070}},
13632 {{-0.093009 , 0.897957 , 0.290480 },{ 0.403650 , -0.911584 , 0.077982}},
13633 {{-0.094598 , 0.896480 , 0.281440 },{ 0.403650 , -0.911584 , 0.077982}},
13634 {{-0.090067 , 0.898727 , 0.284253 },{ 0.403650 , -0.911584 , 0.077982}},
13635 {{-0.090067 , 0.898727 , 0.284253 },{ 0.555531 , -0.788016 , -0.265360}},
13636 {{-0.094598 , 0.896480 , 0.281440 },{ 0.555531 , -0.788016 , -0.265360}},
13637 {{-0.092589 , 0.899771 , 0.275873 },{ 0.555531 , -0.788016 , -0.265360}},
13638 {{-0.090067 , 0.898727 , 0.284253 },{ 0.560571 , -0.784091 , -0.266388}},
13639 {{-0.092589 , 0.899771 , 0.275873 },{ 0.560571 , -0.784091 , -0.266388}},
13640 {{-0.088066 , 0.902089 , 0.278568 },{ 0.560571 , -0.784091 , -0.266388}},
13641 {{-0.086026 , 0.911965 , 0.282770 },{ -0.172521 , 0.984674 , 0.025549}},
13642 {{-0.088672 , 0.911332 , 0.289299 },{ -0.172521 , 0.984674 , 0.025549}},
13643 {{-0.083153 , 0.912240 , 0.291573 },{ -0.172521 , 0.984674 , 0.025549}},
13644 {{-0.086026 , 0.911965 , 0.282770 },{ -0.184131 , 0.982462 , 0.029407}},
13645 {{-0.083153 , 0.912240 , 0.291573 },{ -0.184131 , 0.982462 , 0.029407}},
13646 {{-0.080907 , 0.912864 , 0.284789 },{ -0.184131 , 0.982462 , 0.029407}},
13647 {{-0.088672 , 0.911332 , 0.289299 },{ -0.308251 , 0.870322 , 0.384084}},
13648 {{-0.090734 , 0.908017 , 0.295156 },{ -0.308251 , 0.870322 , 0.384084}},
13649 {{-0.085246 , 0.908898 , 0.297564 },{ -0.308251 , 0.870322 , 0.384084}},
13650 {{-0.088672 , 0.911332 , 0.289299 },{ -0.301181 , 0.873650 , 0.382133}},
13651 {{-0.085246 , 0.908898 , 0.297564 },{ -0.301181 , 0.873650 , 0.382133}},
13652 {{-0.083153 , 0.912240 , 0.291573 },{ -0.301181 , 0.873650 , 0.382133}},
13653 {{-0.093833 , 0.909091 , 0.286418 },{ -0.514667 , 0.809668 , 0.282055}},
13654 {{-0.095846 , 0.905814 , 0.292152 },{ -0.514667 , 0.809668 , 0.282055}},
13655 {{-0.090734 , 0.908017 , 0.295156 },{ -0.514667 , 0.809668 , 0.282055}},
13656 {{-0.093833 , 0.909091 , 0.286418 },{ -0.509827 , 0.813170 , 0.280769}},
13657 {{-0.090734 , 0.908017 , 0.295156 },{ -0.509827 , 0.813170 , 0.280769}},
13658 {{-0.088672 , 0.911332 , 0.289299 },{ -0.509827 , 0.813170 , 0.280769}},
13659 {{-0.090879 , 0.909777 , 0.280142 },{ -0.364221 , 0.928684 , -0.069924}},
13660 {{-0.093833 , 0.909091 , 0.286418 },{ -0.364221 , 0.928684 , -0.069924}},
13661 {{-0.088672 , 0.911332 , 0.289299 },{ -0.364221 , 0.928684 , -0.069924}},
13662 {{-0.090879 , 0.909777 , 0.280142 },{ -0.380744 , 0.922402 , -0.064875}},
13663 {{-0.088672 , 0.911332 , 0.289299 },{ -0.380744 , 0.922402 , -0.064875}},
13664 {{-0.086026 , 0.911965 , 0.282770 },{ -0.380744 , 0.922402 , -0.064875}},
13665 {{-0.074950 , 0.908358 , 0.282413 },{ -0.017964 , -0.184539 , -0.982661}},
13666 {{-0.071171 , 0.901121 , 0.283703 },{ -0.017964 , -0.184539 , -0.982661}},
13667 {{-0.075861 , 0.903649 , 0.283314 },{ -0.017964 , -0.184539 , -0.982661}},
13668 {{-0.074950 , 0.908358 , 0.282413 },{ 0.371480 , 0.028563 , -0.928001}},
13669 {{-0.071463 , 0.907810 , 0.283792 },{ 0.371480 , 0.028563 , -0.928001}},
13670 {{-0.071171 , 0.901121 , 0.283703 },{ 0.371480 , 0.028563 , -0.928001}},
13671 {{-0.069157 , 0.910910 , 0.286668 },{ 0.388421 , 0.454657 , -0.801509}},
13672 {{-0.071463 , 0.907810 , 0.283792 },{ 0.388421 , 0.454657 , -0.801509}},
13673 {{-0.074950 , 0.908358 , 0.282413 },{ 0.388421 , 0.454657 , -0.801509}},
13674 {{-0.069157 , 0.910910 , 0.286668 },{ 0.178496 , 0.717469 , -0.673333}},
13675 {{-0.074950 , 0.908358 , 0.282413 },{ 0.178496 , 0.717469 , -0.673333}},
13676 {{-0.075324 , 0.911731 , 0.285908 },{ 0.178496 , 0.717469 , -0.673333}},
13677 {{-0.080040 , 0.909456 , 0.281449 },{ 0.274124 , 0.707807 , -0.651049}},
13678 {{-0.080907 , 0.912864 , 0.284789 },{ 0.274124 , 0.707807 , -0.651049}},
13679 {{-0.075324 , 0.911731 , 0.285908 },{ 0.274124 , 0.707807 , -0.651049}},
13680 {{-0.080040 , 0.909456 , 0.281449 },{ 0.275843 , 0.706214 , -0.652053}},
13681 {{-0.075324 , 0.911731 , 0.285908 },{ 0.275843 , 0.706214 , -0.652053}},
13682 {{-0.074950 , 0.908358 , 0.282413 },{ 0.275843 , 0.706214 , -0.652053}},
13683 {{-0.074950 , 0.908358 , 0.282413 },{ 0.143636 , -0.212710 , -0.966500}},
13684 {{-0.075861 , 0.903649 , 0.283314 },{ 0.143636 , -0.212710 , -0.966500}},
13685 {{-0.080577 , 0.904722 , 0.282377 },{ 0.143636 , -0.212710 , -0.966500}},
13686 {{-0.074950 , 0.908358 , 0.282413 },{ 0.139097 , -0.205664 , -0.968687}},
13687 {{-0.080577 , 0.904722 , 0.282377 },{ 0.139097 , -0.205664 , -0.968687}},
13688 {{-0.080040 , 0.909456 , 0.281449 },{ 0.139097 , -0.205664 , -0.968687}},
13689 {{-0.086335 , 0.900601 , 0.286611 },{ 0.561453 , -0.783653 , -0.265818}},
13690 {{-0.090067 , 0.898727 , 0.284253 },{ 0.561453 , -0.783653 , -0.265818}},
13691 {{-0.088066 , 0.902089 , 0.278568 },{ 0.561453 , -0.783653 , -0.265818}},
13692 {{-0.086335 , 0.900601 , 0.286611 },{ 0.556051 , -0.787638 , -0.265393}},
13693 {{-0.088066 , 0.902089 , 0.278568 },{ 0.556051 , -0.787638 , -0.265393}},
13694 {{-0.084353 , 0.903970 , 0.280765 },{ 0.556051 , -0.787638 , -0.265393}},
13695 {{-0.088901 , 0.899915 , 0.293129 },{ 0.391269 , -0.917502 , 0.071401}},
13696 {{-0.093009 , 0.897957 , 0.290480 },{ 0.391269 , -0.917502 , 0.071401}},
13697 {{-0.090067 , 0.898727 , 0.284253 },{ 0.391269 , -0.917502 , 0.071401}},
13698 {{-0.088901 , 0.899915 , 0.293129 },{ 0.413485 , -0.908027 , 0.067214}},
13699 {{-0.090067 , 0.898727 , 0.284253 },{ 0.413485 , -0.908027 , 0.067214}},
13700 {{-0.086335 , 0.900601 , 0.286611 },{ 0.413485 , -0.908027 , 0.067214}},
13701 {{-0.084659 , 0.900735 , 0.295210 },{ 0.201045 , -0.979290 , -0.023919}},
13702 {{-0.088901 , 0.899915 , 0.293129 },{ 0.201045 , -0.979290 , -0.023919}},
13703 {{-0.086335 , 0.900601 , 0.286611 },{ 0.201045 , -0.979290 , -0.023919}},
13704 {{-0.084659 , 0.900735 , 0.295210 },{ 0.210204 , -0.977319 , -0.025734}},
13705 {{-0.086335 , 0.900601 , 0.286611 },{ 0.210204 , -0.977319 , -0.025734}},
13706 {{-0.082541 , 0.901370 , 0.288396 },{ 0.210204 , -0.977319 , -0.025734}},
13707 {{-0.082541 , 0.901370 , 0.288396 },{ 0.350591 , -0.857928 , -0.375560}},
13708 {{-0.086335 , 0.900601 , 0.286611 },{ 0.350591 , -0.857928 , -0.375560}},
13709 {{-0.084353 , 0.903970 , 0.280765 },{ 0.350591 , -0.857928 , -0.375560}},
13710 {{-0.082541 , 0.901370 , 0.288396 },{ 0.332077 , -0.865979 , -0.373906}},
13711 {{-0.084353 , 0.903970 , 0.280765 },{ 0.332077 , -0.865979 , -0.373906}},
13712 {{-0.080577 , 0.904722 , 0.282377 },{ 0.332077 , -0.865979 , -0.373906}},
13713 {{-0.079270 , 0.907725 , 0.299074 },{ -0.034837 , 0.198734 , 0.979434}},
13714 {{-0.080094 , 0.903017 , 0.300000 },{ -0.034837 , 0.198734 , 0.979434}},
13715 {{-0.072036 , 0.904868 , 0.299911 },{ -0.034837 , 0.198734 , 0.979434}},
13716 {{-0.072036 , 0.904868 , 0.299911 },{ -0.022492 , 0.145462 , 0.989108}},
13717 {{-0.080094 , 0.903017 , 0.300000 },{ -0.022492 , 0.145462 , 0.989108}},
13718 {{-0.073610 , 0.899892 , 0.300607 },{ -0.022492 , 0.145462 , 0.989108}},
13719 {{-0.080094 , 0.903017 , 0.300000 },{ -0.368973 , -0.633475 , 0.680124}},
13720 {{-0.074112 , 0.896329 , 0.297016 },{ -0.368973 , -0.633475 , 0.680124}},
13721 {{-0.073610 , 0.899892 , 0.300607 },{ -0.368973 , -0.633475 , 0.680124}},
13722 {{-0.074112 , 0.896329 , 0.297016 },{ -0.453651 , -0.668635 , 0.589175}},
13723 {{-0.080094 , 0.903017 , 0.300000 },{ -0.453651 , -0.668635 , 0.589175}},
13724 {{-0.079632 , 0.899645 , 0.296529 },{ -0.453651 , -0.668635 , 0.589175}},
13725 {{-0.080094 , 0.903017 , 0.300000 },{ -0.313316 , -0.706128 , 0.634993}},
13726 {{-0.085654 , 0.904154 , 0.298521 },{ -0.313316 , -0.706128 , 0.634993}},
13727 {{-0.084659 , 0.900735 , 0.295210 },{ -0.313316 , -0.706128 , 0.634993}},
13728 {{-0.080094 , 0.903017 , 0.300000 },{ -0.319344 , -0.700601 , 0.638105}},
13729 {{-0.084659 , 0.900735 , 0.295210 },{ -0.319344 , -0.700601 , 0.638105}},
13730 {{-0.079632 , 0.899645 , 0.296529 },{ -0.319344 , -0.700601 , 0.638105}},
13731 {{-0.085654 , 0.904154 , 0.298521 },{ -0.207588 , 0.223634 , 0.952310}},
13732 {{-0.080094 , 0.903017 , 0.300000 },{ -0.207588 , 0.223634 , 0.952310}},
13733 {{-0.079270 , 0.907725 , 0.299074 },{ -0.207588 , 0.223634 , 0.952310}},
13734 {{-0.085654 , 0.904154 , 0.298521 },{ -0.200507 , 0.210271 , 0.956861}},
13735 {{-0.079270 , 0.907725 , 0.299074 },{ -0.200507 , 0.210271 , 0.956861}},
13736 {{-0.085246 , 0.908898 , 0.297564 },{ -0.200507 , 0.210271 , 0.956861}},
13737 {{-0.069157 , 0.910910 , 0.286668 },{ 0.115966 , 0.985531 , 0.123617}},
13738 {{-0.075324 , 0.911731 , 0.285908 },{ 0.115966 , 0.985531 , 0.123617}},
13739 {{-0.077222 , 0.911075 , 0.292919 },{ 0.115966 , 0.985531 , 0.123617}},
13740 {{-0.069157 , 0.910910 , 0.286668 },{ 0.269705 , 0.906781 , 0.324047}},
13741 {{-0.077222 , 0.911075 , 0.292919 },{ 0.269705 , 0.906781 , 0.324047}},
13742 {{-0.070072 , 0.908566 , 0.293989 },{ 0.269705 , 0.906781 , 0.324047}},
13743 {{-0.070072 , 0.908566 , 0.293989 },{ 0.196497 , 0.801077 , 0.565389}},
13744 {{-0.077222 , 0.911075 , 0.292919 },{ 0.196497 , 0.801077 , 0.565389}},
13745 {{-0.072036 , 0.904868 , 0.299911 },{ 0.196497 , 0.801077 , 0.565389}},
13746 {{-0.072036 , 0.904868 , 0.299911 },{ 0.258808 , 0.809644 , 0.526778}},
13747 {{-0.077222 , 0.911075 , 0.292919 },{ 0.258808 , 0.809644 , 0.526778}},
13748 {{-0.079270 , 0.907725 , 0.299074 },{ 0.258808 , 0.809644 , 0.526778}},
13749 {{-0.083153 , 0.912240 , 0.291573 },{ 0.044024 , 0.865841 , 0.498378}},
13750 {{-0.085246 , 0.908898 , 0.297564 },{ 0.044024 , 0.865841 , 0.498378}},
13751 {{-0.079270 , 0.907725 , 0.299074 },{ 0.044024 , 0.865841 , 0.498378}},
13752 {{-0.083153 , 0.912240 , 0.291573 },{ 0.058876 , 0.868454 , 0.492262}},
13753 {{-0.079270 , 0.907725 , 0.299074 },{ 0.058876 , 0.868454 , 0.492262}},
13754 {{-0.077222 , 0.911075 , 0.292919 },{ 0.058876 , 0.868454 , 0.492262}},
13755 {{-0.080907 , 0.912864 , 0.284789 },{ 0.159506 , 0.976835 , 0.142658}},
13756 {{-0.083153 , 0.912240 , 0.291573 },{ 0.159506 , 0.976835 , 0.142658}},
13757 {{-0.077222 , 0.911075 , 0.292919 },{ 0.159506 , 0.976835 , 0.142658}},
13758 {{-0.080907 , 0.912864 , 0.284789 },{ 0.170457 , 0.975731 , 0.137451}},
13759 {{-0.077222 , 0.911075 , 0.292919 },{ 0.170457 , 0.975731 , 0.137451}},
13760 {{-0.075324 , 0.911731 , 0.285908 },{ 0.170457 , 0.975731 , 0.137451}},
13761 {{-0.084418 , 0.908634 , 0.279705 },{ 0.072403 , 0.686058 , -0.723935}},
13762 {{-0.088647 , 0.906608 , 0.277362 },{ 0.072403 , 0.686058 , -0.723935}},
13763 {{-0.090879 , 0.909777 , 0.280142 },{ 0.072403 , 0.686058 , -0.723935}},
13764 {{-0.084418 , 0.908634 , 0.279705 },{ 0.074448 , 0.694457 , -0.715672}},
13765 {{-0.090879 , 0.909777 , 0.280142 },{ 0.074448 , 0.694457 , -0.715672}},
13766 {{-0.086026 , 0.911965 , 0.282770 },{ 0.074448 , 0.694457 , -0.715672}},
13767 {{-0.084418 , 0.908634 , 0.279705 },{ 0.534063 , -0.153230 , -0.831443}},
13768 {{-0.088066 , 0.902089 , 0.278568 },{ 0.534063 , -0.153230 , -0.831443}},
13769 {{-0.088647 , 0.906608 , 0.277362 },{ 0.534063 , -0.153230 , -0.831443}},
13770 {{-0.084418 , 0.908634 , 0.279705 },{ 0.565605 , -0.175259 , -0.805839}},
13771 {{-0.084353 , 0.903970 , 0.280765 },{ 0.565605 , -0.175259 , -0.805839}},
13772 {{-0.088066 , 0.902089 , 0.278568 },{ 0.565605 , -0.175259 , -0.805839}},
13773 {{-0.084418 , 0.908634 , 0.279705 },{ 0.417747 , -0.195813 , -0.887212}},
13774 {{-0.080577 , 0.904722 , 0.282377 },{ 0.417747 , -0.195813 , -0.887212}},
13775 {{-0.084353 , 0.903970 , 0.280765 },{ 0.417747 , -0.195813 , -0.887212}},
13776 {{-0.080040 , 0.909456 , 0.281449 },{ 0.396349 , -0.219701 , -0.891425}},
13777 {{-0.080577 , 0.904722 , 0.282377 },{ 0.396349 , -0.219701 , -0.891425}},
13778 {{-0.084418 , 0.908634 , 0.279705 },{ 0.396349 , -0.219701 , -0.891425}},
13779 {{-0.084418 , 0.908634 , 0.279705 },{ 0.148315 , 0.707444 , -0.691033}},
13780 {{-0.086026 , 0.911965 , 0.282770 },{ 0.148315 , 0.707444 , -0.691033}},
13781 {{-0.080907 , 0.912864 , 0.284789 },{ 0.148315 , 0.707444 , -0.691033}},
13782 {{-0.084418 , 0.908634 , 0.279705 },{ 0.140924 , 0.711021 , -0.688905}},
13783 {{-0.080907 , 0.912864 , 0.284789 },{ 0.140924 , 0.711021 , -0.688905}},
13784 {{-0.080040 , 0.909456 , 0.281449 },{ 0.140924 , 0.711021 , -0.688905}},
13785 {{-0.075499 , 0.891590 , 0.244068 },{ 0.143368 , -0.143202 , 0.979254}},
13786 {{-0.070188 , 0.889433 , 0.242975 },{ 0.143368 , -0.143202 , 0.979254}},
13787 {{-0.066530 , 0.897540 , 0.243625 },{ 0.143368 , -0.143202 , 0.979254}},
13788 {{-0.075499 , 0.891590 , 0.244068 },{ 0.134160 , -0.129080 , 0.982517}},
13789 {{-0.066530 , 0.897540 , 0.243625 },{ 0.134160 , -0.129080 , 0.982517}},
13790 {{-0.071978 , 0.899360 , 0.244608 },{ 0.134160 , -0.129080 , 0.982517}},
13791 {{-0.078363 , 0.884722 , 0.239828 },{ -0.035232 , -0.512140 , 0.858179}},
13792 {{-0.072817 , 0.882142 , 0.238516 },{ -0.035232 , -0.512140 , 0.858179}},
13793 {{-0.070188 , 0.889433 , 0.242975 },{ -0.035232 , -0.512140 , 0.858179}},
13794 {{-0.078363 , 0.884722 , 0.239828 },{ -0.032913 , -0.515058 , 0.856523}},
13795 {{-0.070188 , 0.889433 , 0.242975 },{ -0.032913 , -0.515058 , 0.856523}},
13796 {{-0.075499 , 0.891590 , 0.244068 },{ -0.032913 , -0.515058 , 0.856523}},
13797 {{-0.085700 , 0.887989 , 0.241003 },{ -0.083528 , -0.498028 , 0.863128}},
13798 {{-0.078363 , 0.884722 , 0.239828 },{ -0.083528 , -0.498028 , 0.863128}},
13799 {{-0.075499 , 0.891590 , 0.244068 },{ -0.083528 , -0.498028 , 0.863128}},
13800 {{-0.085700 , 0.887989 , 0.241003 },{ -0.086995 , -0.491228 , 0.866676}},
13801 {{-0.075499 , 0.891590 , 0.244068 },{ -0.086995 , -0.491228 , 0.866676}},
13802 {{-0.082642 , 0.894337 , 0.244908 },{ -0.086995 , -0.491228 , 0.866676}},
13803 {{-0.082642 , 0.894337 , 0.244908 },{ 0.076739 , -0.103694 , 0.991644}},
13804 {{-0.075499 , 0.891590 , 0.244068 },{ 0.076739 , -0.103694 , 0.991644}},
13805 {{-0.071978 , 0.899360 , 0.244608 },{ 0.076739 , -0.103694 , 0.991644}},
13806 {{-0.082642 , 0.894337 , 0.244908 },{ 0.074563 , -0.099035 , 0.992287}},
13807 {{-0.071978 , 0.899360 , 0.244608 },{ 0.074563 , -0.099035 , 0.992287}},
13808 {{-0.079206 , 0.901593 , 0.245374 },{ 0.074563 , -0.099035 , 0.992287}},
13809 {{-0.092977 , 0.894210 , 0.231791 },{ -0.655198 , -0.421637 , -0.626847}},
13810 {{-0.094508 , 0.890843 , 0.235656 },{ -0.655198 , -0.421637 , -0.626847}},
13811 {{-0.096918 , 0.897551 , 0.233663 },{ -0.655198 , -0.421637 , -0.626847}},
13812 {{-0.096918 , 0.897551 , 0.233663 },{ -0.478345 , -0.403583 , -0.779940}},
13813 {{-0.094508 , 0.890843 , 0.235656 },{ -0.478345 , -0.403583 , -0.779940}},
13814 {{-0.099765 , 0.895835 , 0.236297 },{ -0.478345 , -0.403583 , -0.779940}},
13815 {{-0.094508 , 0.890843 , 0.235656 },{ -0.612187 , -0.693460 , 0.379921}},
13816 {{-0.097526 , 0.895879 , 0.239985 },{ -0.612187 , -0.693460 , 0.379921}},
13817 {{-0.099765 , 0.895835 , 0.236297 },{ -0.612187 , -0.693460 , 0.379921}},
13818 {{-0.094508 , 0.890843 , 0.235656 },{ -0.747259 , -0.629879 , 0.211791}},
13819 {{-0.093809 , 0.891774 , 0.240891 },{ -0.747259 , -0.629879 , 0.211791}},
13820 {{-0.097526 , 0.895879 , 0.239985 },{ -0.747259 , -0.629879 , 0.211791}},
13821 {{-0.085700 , 0.887989 , 0.241003 },{ -0.415688 , -0.884272 , 0.212759}},
13822 {{-0.093809 , 0.891774 , 0.240891 },{ -0.415688 , -0.884272 , 0.212759}},
13823 {{-0.094508 , 0.890843 , 0.235656 },{ -0.415688 , -0.884272 , 0.212759}},
13824 {{-0.085700 , 0.887989 , 0.241003 },{ -0.397253 , -0.901185 , 0.173364}},
13825 {{-0.094508 , 0.890843 , 0.235656 },{ -0.397253 , -0.901185 , 0.173364}},
13826 {{-0.086237 , 0.887093 , 0.235115 },{ -0.397253 , -0.901185 , 0.173364}},
13827 {{-0.094508 , 0.890843 , 0.235656 },{ -0.342954 , -0.659982 , -0.668436}},
13828 {{-0.084598 , 0.890727 , 0.230686 },{ -0.342954 , -0.659982 , -0.668436}},
13829 {{-0.086237 , 0.887093 , 0.235115 },{ -0.342954 , -0.659982 , -0.668436}},
13830 {{-0.092977 , 0.894210 , 0.231791 },{ -0.353502 , -0.631468 , -0.690134}},
13831 {{-0.084598 , 0.890727 , 0.230686 },{ -0.353502 , -0.631468 , -0.690134}},
13832 {{-0.094508 , 0.890843 , 0.235656 },{ -0.353502 , -0.631468 , -0.690134}},
13833 {{-0.063292 , 0.899929 , 0.232234 },{ 0.266803 , 0.949158 , -0.167080}},
13834 {{-0.069885 , 0.902014 , 0.233551 },{ 0.266803 , 0.949158 , -0.167080}},
13835 {{-0.069847 , 0.903118 , 0.239883 },{ 0.266803 , 0.949158 , -0.167080}},
13836 {{-0.063292 , 0.899929 , 0.232234 },{ 0.256839 , 0.950278 , -0.176086}},
13837 {{-0.069847 , 0.903118 , 0.239883 },{ 0.256839 , 0.950278 , -0.176086}},
13838 {{-0.063838 , 0.901291 , 0.238788 },{ 0.256839 , 0.950278 , -0.176086}},
13839 {{-0.069847 , 0.903118 , 0.239883 },{ 0.323245 , 0.652204 , 0.685670}},
13840 {{-0.066530 , 0.897540 , 0.243625 },{ 0.323245 , 0.652204 , 0.685670}},
13841 {{-0.063838 , 0.901291 , 0.238788 },{ 0.323245 , 0.652204 , 0.685670}},
13842 {{-0.069847 , 0.903118 , 0.239883 },{ 0.340525 , 0.655012 , 0.674539}},
13843 {{-0.071978 , 0.899360 , 0.244608 },{ 0.340525 , 0.655012 , 0.674539}},
13844 {{-0.066530 , 0.897540 , 0.243625 },{ 0.340525 , 0.655012 , 0.674539}},
13845 {{-0.077536 , 0.905216 , 0.240950 },{ 0.283136 , 0.686856 , 0.669375}},
13846 {{-0.079206 , 0.901593 , 0.245374 },{ 0.283136 , 0.686856 , 0.669375}},
13847 {{-0.071978 , 0.899360 , 0.244608 },{ 0.283136 , 0.686856 , 0.669375}},
13848 {{-0.077536 , 0.905216 , 0.240950 },{ 0.280314 , 0.685674 , 0.671770}},
13849 {{-0.071978 , 0.899360 , 0.244608 },{ 0.280314 , 0.685674 , 0.671770}},
13850 {{-0.069847 , 0.903118 , 0.239883 },{ 0.280314 , 0.685674 , 0.671770}},
13851 {{-0.069885 , 0.902014 , 0.233551 },{ 0.237972 , 0.956647 , -0.167918}},
13852 {{-0.078041 , 0.904309 , 0.235067 },{ 0.237972 , 0.956647 , -0.167918}},
13853 {{-0.077536 , 0.905216 , 0.240950 },{ 0.237972 , 0.956647 , -0.167918}},
13854 {{-0.069885 , 0.902014 , 0.233551 },{ 0.237693 , 0.956664 , -0.168214}},
13855 {{-0.077536 , 0.905216 , 0.240950 },{ 0.237693 , 0.956664 , -0.168214}},
13856 {{-0.069847 , 0.903118 , 0.239883 },{ 0.237693 , 0.956664 , -0.168214}},
13857 {{-0.062116 , 0.890435 , 0.227635 },{ 0.314063 , -0.075811 , -0.946371}},
13858 {{-0.062384 , 0.879463 , 0.228425 },{ 0.314063 , -0.075811 , -0.946371}},
13859 {{-0.065892 , 0.882432 , 0.227023 },{ 0.314063 , -0.075811 , -0.946371}},
13860 {{-0.062116 , 0.890435 , 0.227635 },{ 0.129567 , -0.074358 , -0.988779}},
13861 {{-0.059439 , 0.887028 , 0.228242 },{ 0.129567 , -0.074358 , -0.988779}},
13862 {{-0.062384 , 0.879463 , 0.228425 },{ 0.129567 , -0.074358 , -0.988779}},
13863 {{-0.057135 , 0.895454 , 0.231749 },{ 0.477014 , 0.223362 , -0.850039}},
13864 {{-0.059439 , 0.887028 , 0.228242 },{ 0.477014 , 0.223362 , -0.850039}},
13865 {{-0.062116 , 0.890435 , 0.227635 },{ 0.477014 , 0.223362 , -0.850039}},
13866 {{-0.059741 , 0.897761 , 0.232002 },{ 0.288002 , 0.419721 , -0.860749}},
13867 {{-0.057135 , 0.895454 , 0.231749 },{ 0.288002 , 0.419721 , -0.860749}},
13868 {{-0.062116 , 0.890435 , 0.227635 },{ 0.288002 , 0.419721 , -0.860749}},
13869 {{-0.059741 , 0.897761 , 0.232002 },{ 0.230672 , 0.441956 , -0.866871}},
13870 {{-0.062116 , 0.890435 , 0.227635 },{ 0.230672 , 0.441956 , -0.866871}},
13871 {{-0.066076 , 0.892698 , 0.227735 },{ 0.230672 , 0.441956 , -0.866871}},
13872 {{-0.059741 , 0.897761 , 0.232002 },{ 0.220027 , 0.452861 , -0.864005}},
13873 {{-0.066076 , 0.892698 , 0.227735 },{ 0.220027 , 0.452861 , -0.864005}},
13874 {{-0.063292 , 0.899929 , 0.232234 },{ 0.220027 , 0.452861 , -0.864005}},
13875 {{-0.062116 , 0.890435 , 0.227635 },{ 0.029021 , 0.062597 , -0.997617}},
13876 {{-0.065892 , 0.882432 , 0.227023 },{ 0.029021 , 0.062597 , -0.997617}},
13877 {{-0.069888 , 0.884651 , 0.227046 },{ 0.029021 , 0.062597 , -0.997617}},
13878 {{-0.062116 , 0.890435 , 0.227635 },{ 0.018576 , 0.076558 , -0.996892}},
13879 {{-0.069888 , 0.884651 , 0.227046 },{ 0.018576 , 0.076558 , -0.996892}},
13880 {{-0.066076 , 0.892698 , 0.227735 },{ 0.018576 , 0.076558 , -0.996892}},
13881 {{-0.076513 , 0.887479 , 0.228686 },{ -0.417339 , -0.615884 , -0.668218}},
13882 {{-0.078523 , 0.883669 , 0.233453 },{ -0.417339 , -0.615884 , -0.668218}},
13883 {{-0.086237 , 0.887093 , 0.235115 },{ -0.417339 , -0.615884 , -0.668218}},
13884 {{-0.076513 , 0.887479 , 0.228686 },{ -0.414308 , -0.622428 , -0.664028}},
13885 {{-0.086237 , 0.887093 , 0.235115 },{ -0.414308 , -0.622428 , -0.664028}},
13886 {{-0.084598 , 0.890727 , 0.230686 },{ -0.414308 , -0.622428 , -0.664028}},
13887 {{-0.085700 , 0.887989 , 0.241003 },{ -0.368304 , -0.913543 , 0.172604}},
13888 {{-0.086237 , 0.887093 , 0.235115 },{ -0.368304 , -0.913543 , 0.172604}},
13889 {{-0.078523 , 0.883669 , 0.233453 },{ -0.368304 , -0.913543 , 0.172604}},
13890 {{-0.085700 , 0.887989 , 0.241003 },{ -0.380024 , -0.911029 , 0.160024}},
13891 {{-0.078523 , 0.883669 , 0.233453 },{ -0.380024 , -0.911029 , 0.160024}},
13892 {{-0.078363 , 0.884722 , 0.239828 },{ -0.380024 , -0.911029 , 0.160024}},
13893 {{-0.078363 , 0.884722 , 0.239828 },{ -0.382167 , -0.910148 , 0.159933}},
13894 {{-0.078523 , 0.883669 , 0.233453 },{ -0.382167 , -0.910148 , 0.159933}},
13895 {{-0.072426 , 0.880840 , 0.231923 },{ -0.382167 , -0.910148 , 0.159933}},
13896 {{-0.078363 , 0.884722 , 0.239828 },{ -0.385876 , -0.909152 , 0.156657}},
13897 {{-0.072426 , 0.880840 , 0.231923 },{ -0.385876 , -0.909152 , 0.156657}},
13898 {{-0.072817 , 0.882142 , 0.238516 },{ -0.385876 , -0.909152 , 0.156657}},
13899 {{-0.069888 , 0.884651 , 0.227046 },{ -0.441247 , -0.581174 , -0.683767}},
13900 {{-0.072426 , 0.880840 , 0.231923 },{ -0.441247 , -0.581174 , -0.683767}},
13901 {{-0.078523 , 0.883669 , 0.233453 },{ -0.441247 , -0.581174 , -0.683767}},
13902 {{-0.076513 , 0.887479 , 0.228686 },{ -0.425926 , -0.610619 , -0.667631}},
13903 {{-0.069888 , 0.884651 , 0.227046 },{ -0.425926 , -0.610619 , -0.667631}},
13904 {{-0.078523 , 0.883669 , 0.233453 },{ -0.425926 , -0.610619 , -0.667631}},
13905 {{-0.066975 , 0.886650 , 0.244241 },{ -0.768563 , 0.311090 , 0.559048}},
13906 {{-0.063080 , 0.894907 , 0.245001 },{ -0.768563 , 0.311090 , 0.559048}},
13907 {{-0.063960 , 0.895707 , 0.243346 },{ -0.768563 , 0.311090 , 0.559048}},
13908 {{-0.066975 , 0.886650 , 0.244241 },{ -0.761547 , 0.309767 , 0.569290}},
13909 {{-0.063960 , 0.895707 , 0.243346 },{ -0.761547 , 0.309767 , 0.569290}},
13910 {{-0.067720 , 0.887724 , 0.242660 },{ -0.761547 , 0.309767 , 0.569290}},
13911 {{-0.068121 , 0.878065 , 0.241833 },{ -0.904336 , 0.001000 , 0.426821}},
13912 {{-0.066975 , 0.886650 , 0.244241 },{ -0.904336 , 0.001000 , 0.426821}},
13913 {{-0.067720 , 0.887724 , 0.242660 },{ -0.904336 , 0.001000 , 0.426821}},
13914 {{-0.070079 , 0.880418 , 0.238218 },{ -0.880400 , -0.004051 , 0.474214}},
13915 {{-0.068121 , 0.878065 , 0.241833 },{ -0.880400 , -0.004051 , 0.474214}},
13916 {{-0.067720 , 0.887724 , 0.242660 },{ -0.880400 , -0.004051 , 0.474214}},
13917 {{-0.072817 , 0.882142 , 0.238516 },{ -0.196882 , -0.462147 , 0.864672}},
13918 {{-0.070079 , 0.880418 , 0.238218 },{ -0.196882 , -0.462147 , 0.864672}},
13919 {{-0.067720 , 0.887724 , 0.242660 },{ -0.196882 , -0.462147 , 0.864672}},
13920 {{-0.072817 , 0.882142 , 0.238516 },{ -0.205059 , -0.455778 , 0.866151}},
13921 {{-0.067720 , 0.887724 , 0.242660 },{ -0.205059 , -0.455778 , 0.866151}},
13922 {{-0.070188 , 0.889433 , 0.242975 },{ -0.205059 , -0.455778 , 0.866151}},
13923 {{-0.070188 , 0.889433 , 0.242975 },{ 0.050997 , -0.109325 , 0.992697}},
13924 {{-0.067720 , 0.887724 , 0.242660 },{ 0.050997 , -0.109325 , 0.992697}},
13925 {{-0.063960 , 0.895707 , 0.243346 },{ 0.050997 , -0.109325 , 0.992697}},
13926 {{-0.070188 , 0.889433 , 0.242975 },{ 0.038650 , -0.097176 , 0.994517}},
13927 {{-0.063960 , 0.895707 , 0.243346 },{ 0.038650 , -0.097176 , 0.994517}},
13928 {{-0.066530 , 0.897540 , 0.243625 },{ 0.038650 , -0.097176 , 0.994517}},
13929 {{-0.057135 , 0.895454 , 0.231749 },{ 0.657812 , 0.750295 , -0.065881}},
13930 {{-0.059741 , 0.897761 , 0.232002 },{ 0.657812 , 0.750295 , -0.065881}},
13931 {{-0.060828 , 0.899286 , 0.238516 },{ 0.657812 , 0.750295 , -0.065881}},
13932 {{-0.057135 , 0.895454 , 0.231749 },{ 0.507823 , 0.838476 , -0.197670}},
13933 {{-0.060828 , 0.899286 , 0.238516 },{ 0.507823 , 0.838476 , -0.197670}},
13934 {{-0.059724 , 0.898544 , 0.238205 },{ 0.507823 , 0.838476 , -0.197670}},
13935 {{-0.060828 , 0.899286 , 0.238516 },{ 0.558583 , 0.584412 , 0.588599}},
13936 {{-0.063080 , 0.894907 , 0.245001 },{ 0.558583 , 0.584412 , 0.588599}},
13937 {{-0.059724 , 0.898544 , 0.238205 },{ 0.558583 , 0.584412 , 0.588599}},
13938 {{-0.060828 , 0.899286 , 0.238516 },{ -0.184007 , 0.843054 , 0.505372}},
13939 {{-0.063960 , 0.895707 , 0.243346 },{ -0.184007 , 0.843054 , 0.505372}},
13940 {{-0.063080 , 0.894907 , 0.245001 },{ -0.184007 , 0.843054 , 0.505372}},
13941 {{-0.060828 , 0.899286 , 0.238516 },{ 0.462679 , 0.541939 , 0.701592}},
13942 {{-0.066530 , 0.897540 , 0.243625 },{ 0.462679 , 0.541939 , 0.701592}},
13943 {{-0.063960 , 0.895707 , 0.243346 },{ 0.462679 , 0.541939 , 0.701592}},
13944 {{-0.063838 , 0.901291 , 0.238788 },{ 0.443315 , 0.571899 , 0.690220}},
13945 {{-0.066530 , 0.897540 , 0.243625 },{ 0.443315 , 0.571899 , 0.690220}},
13946 {{-0.060828 , 0.899286 , 0.238516 },{ 0.443315 , 0.571899 , 0.690220}},
13947 {{-0.060828 , 0.899286 , 0.238516 },{ 0.541846 , 0.830750 , -0.127503}},
13948 {{-0.063292 , 0.899929 , 0.232234 },{ 0.541846 , 0.830750 , -0.127503}},
13949 {{-0.063838 , 0.901291 , 0.238788 },{ 0.541846 , 0.830750 , -0.127503}},
13950 {{-0.059741 , 0.897761 , 0.232002 },{ 0.512268 , 0.851252 , -0.113803}},
13951 {{-0.063292 , 0.899929 , 0.232234 },{ 0.512268 , 0.851252 , -0.113803}},
13952 {{-0.060828 , 0.899286 , 0.238516 },{ 0.512268 , 0.851252 , -0.113803}},
13953 {{-0.069885 , 0.902014 , 0.233551 },{ -0.013000 , 0.535935 , -0.844159}},
13954 {{-0.072870 , 0.895197 , 0.229269 },{ -0.013000 , 0.535935 , -0.844159}},
13955 {{-0.081131 , 0.897972 , 0.231158 },{ -0.013000 , 0.535935 , -0.844159}},
13956 {{-0.069885 , 0.902014 , 0.233551 },{ -0.009186 , 0.528223 , -0.849056}},
13957 {{-0.081131 , 0.897972 , 0.231158 },{ -0.009186 , 0.528223 , -0.849056}},
13958 {{-0.078041 , 0.904309 , 0.235067 },{ -0.009186 , 0.528223 , -0.849056}},
13959 {{-0.072870 , 0.895197 , 0.229269 },{ -0.177243 , 0.157050 , -0.971556}},
13960 {{-0.076513 , 0.887479 , 0.228686 },{ -0.177243 , 0.157050 , -0.971556}},
13961 {{-0.084598 , 0.890727 , 0.230686 },{ -0.177243 , 0.157050 , -0.971556}},
13962 {{-0.072870 , 0.895197 , 0.229269 },{ -0.173492 , 0.146470 , -0.973883}},
13963 {{-0.084598 , 0.890727 , 0.230686 },{ -0.173492 , 0.146470 , -0.973883}},
13964 {{-0.081131 , 0.897972 , 0.231158 },{ -0.173492 , 0.146470 , -0.973883}},
13965 {{-0.066076 , 0.892698 , 0.227735 },{ -0.170527 , 0.163975 , -0.971613}},
13966 {{-0.069888 , 0.884651 , 0.227046 },{ -0.170527 , 0.163975 , -0.971613}},
13967 {{-0.076513 , 0.887479 , 0.228686 },{ -0.170527 , 0.163975 , -0.971613}},
13968 {{-0.066076 , 0.892698 , 0.227735 },{ -0.164447 , 0.151249 , -0.974721}},
13969 {{-0.076513 , 0.887479 , 0.228686 },{ -0.164447 , 0.151249 , -0.974721}},
13970 {{-0.072870 , 0.895197 , 0.229269 },{ -0.164447 , 0.151249 , -0.974721}},
13971 {{-0.063292 , 0.899929 , 0.232234 },{ 0.002282 , 0.527646 , -0.849461}},
13972 {{-0.066076 , 0.892698 , 0.227735 },{ 0.002282 , 0.527646 , -0.849461}},
13973 {{-0.072870 , 0.895197 , 0.229269 },{ 0.002282 , 0.527646 , -0.849461}},
13974 {{-0.063292 , 0.899929 , 0.232234 },{ -0.000822 , 0.532162 , -0.846642}},
13975 {{-0.072870 , 0.895197 , 0.229269 },{ -0.000822 , 0.532162 , -0.846642}},
13976 {{-0.069885 , 0.902014 , 0.233551 },{ -0.000822 , 0.532162 , -0.846642}},
13977 {{-0.051160 , 0.867581 , 0.248151 },{ -0.943898 , -0.322034 , -0.073144}},
13978 {{-0.050036 , 0.862136 , 0.257619 },{ -0.943898 , -0.322034 , -0.073144}},
13979 {{-0.051276 , 0.865334 , 0.259541 },{ -0.943898 , -0.322034 , -0.073144}},
13980 {{-0.048995 , 0.867270 , 0.246230 },{ -0.467017 , -0.789356 , -0.398513}},
13981 {{-0.050036 , 0.862136 , 0.257619 },{ -0.467017 , -0.789356 , -0.398513}},
13982 {{-0.051160 , 0.867581 , 0.248151 },{ -0.467017 , -0.789356 , -0.398513}},
13983 {{-0.046966 , 0.871579 , 0.241189 },{ -0.628548 , -0.447902 , -0.635854}},
13984 {{-0.048995 , 0.867270 , 0.246230 },{ -0.628548 , -0.447902 , -0.635854}},
13985 {{-0.051160 , 0.867581 , 0.248151 },{ -0.628548 , -0.447902 , -0.635854}},
13986 {{-0.046966 , 0.871579 , 0.241189 },{ 0.427880 , -0.870760 , -0.242273}},
13987 {{-0.051160 , 0.867581 , 0.248151 },{ 0.427880 , -0.870760 , -0.242273}},
13988 {{-0.048297 , 0.871613 , 0.238716 },{ 0.427880 , -0.870760 , -0.242273}},
13989 {{-0.048297 , 0.871613 , 0.238716 },{ 0.434297 , -0.868397 , -0.239316}},
13990 {{-0.051160 , 0.867581 , 0.248151 },{ 0.434297 , -0.868397 , -0.239316}},
13991 {{-0.050707 , 0.872059 , 0.232724 },{ 0.434297 , -0.868397 , -0.239316}},
13992 {{-0.050707 , 0.872059 , 0.232724 },{ 0.293467 , -0.920347 , -0.258531}},
13993 {{-0.051160 , 0.867581 , 0.248151 },{ 0.293467 , -0.920347 , -0.258531}},
13994 {{-0.052930 , 0.867631 , 0.245964 },{ 0.293467 , -0.920347 , -0.258531}},
13995 {{-0.051160 , 0.867581 , 0.248151 },{ -0.050967 , -0.998530 , 0.018444}},
13996 {{-0.053460 , 0.867960 , 0.262312 },{ -0.050967 , -0.998530 , 0.018444}},
13997 {{-0.052930 , 0.867631 , 0.245964 },{ -0.050967 , -0.998530 , 0.018444}},
13998 {{-0.051160 , 0.867581 , 0.248151 },{ -0.821301 , -0.558061 , -0.118460}},
13999 {{-0.051276 , 0.865334 , 0.259541 },{ -0.821301 , -0.558061 , -0.118460}},
14000 {{-0.053460 , 0.867960 , 0.262312 },{ -0.821301 , -0.558061 , -0.118460}},
14001 {{-0.040817 , 0.877806 , 0.237947 },{ 0.583295 , -0.744762 , -0.324185}},
14002 {{-0.046966 , 0.871579 , 0.241189 },{ 0.583295 , -0.744762 , -0.324185}},
14003 {{-0.048297 , 0.871613 , 0.238716 },{ 0.583295 , -0.744762 , -0.324185}},
14004 {{-0.040817 , 0.877806 , 0.237947 },{ -0.232966 , -0.258102 , -0.937609}},
14005 {{-0.041838 , 0.874165 , 0.239203 },{ -0.232966 , -0.258102 , -0.937609}},
14006 {{-0.046966 , 0.871579 , 0.241189 },{ -0.232966 , -0.258102 , -0.937609}},
14007 {{-0.033200 , 0.878490 , 0.240454 },{ 0.319401 , -0.387818 , -0.864627}},
14008 {{-0.041838 , 0.874165 , 0.239203 },{ 0.319401 , -0.387818 , -0.864627}},
14009 {{-0.040817 , 0.877806 , 0.237947 },{ 0.319401 , -0.387818 , -0.864627}},
14010 {{-0.032840 , 0.883210 , 0.242342 },{ 0.266243 , 0.340412 , -0.901795}},
14011 {{-0.033200 , 0.878490 , 0.240454 },{ 0.266243 , 0.340412 , -0.901795}},
14012 {{-0.040817 , 0.877806 , 0.237947 },{ 0.266243 , 0.340412 , -0.901795}},
14013 {{-0.033714 , 0.889060 , 0.243082 },{ 0.383387 , 0.172064 , -0.907419}},
14014 {{-0.032840 , 0.883210 , 0.242342 },{ 0.383387 , 0.172064 , -0.907419}},
14015 {{-0.040817 , 0.877806 , 0.237947 },{ 0.383387 , 0.172064 , -0.907419}},
14016 {{-0.033714 , 0.889060 , 0.243082 },{ 0.647936 , -0.062574 , -0.759121}},
14017 {{-0.040817 , 0.877806 , 0.237947 },{ 0.647936 , -0.062574 , -0.759121}},
14018 {{-0.041468 , 0.882105 , 0.237037 },{ 0.647936 , -0.062574 , -0.759121}},
14019 {{-0.041468 , 0.882105 , 0.237037 },{ 0.510772 , -0.103320 , -0.853485}},
14020 {{-0.040817 , 0.877806 , 0.237947 },{ 0.510772 , -0.103320 , -0.853485}},
14021 {{-0.050707 , 0.872059 , 0.232724 },{ 0.510772 , -0.103320 , -0.853485}},
14022 {{-0.040817 , 0.877806 , 0.237947 },{ 0.591489 , -0.750885 , -0.293792}},
14023 {{-0.048297 , 0.871613 , 0.238716 },{ 0.591489 , -0.750885 , -0.293792}},
14024 {{-0.050707 , 0.872059 , 0.232724 },{ 0.591489 , -0.750885 , -0.293792}},
14025 {{-0.048299 , 0.859846 , 0.269049 },{ -0.924825 , -0.320018 , 0.205639}},
14026 {{-0.047681 , 0.861395 , 0.274239 },{ -0.924825 , -0.320018 , 0.205639}},
14027 {{-0.049117 , 0.864015 , 0.271858 },{ -0.924825 , -0.320018 , 0.205639}},
14028 {{-0.048299 , 0.859846 , 0.269049 },{ -0.926838 , -0.317205 , 0.200879}},
14029 {{-0.049117 , 0.864015 , 0.271858 },{ -0.926838 , -0.317205 , 0.200879}},
14030 {{-0.050514 , 0.864496 , 0.266172 },{ -0.926838 , -0.317205 , 0.200879}},
14031 {{-0.050036 , 0.862136 , 0.257619 },{ -0.914924 , -0.399286 , 0.059040}},
14032 {{-0.048299 , 0.859846 , 0.269049 },{ -0.914924 , -0.399286 , 0.059040}},
14033 {{-0.050514 , 0.864496 , 0.266172 },{ -0.914924 , -0.399286 , 0.059040}},
14034 {{-0.050036 , 0.862136 , 0.257619 },{ -0.919015 , -0.390182 , 0.056300}},
14035 {{-0.050514 , 0.864496 , 0.266172 },{ -0.919015 , -0.390182 , 0.056300}},
14036 {{-0.051276 , 0.865334 , 0.259541 },{ -0.919015 , -0.390182 , 0.056300}},
14037 {{-0.051276 , 0.865334 , 0.259541 },{ -0.765379 , -0.643545 , 0.006627}},
14038 {{-0.050514 , 0.864496 , 0.266172 },{ -0.765379 , -0.643545 , 0.006627}},
14039 {{-0.053460 , 0.867960 , 0.262312 },{ -0.765379 , -0.643545 , 0.006627}},
14040 {{-0.053460 , 0.867960 , 0.262312 },{ -0.866782 , -0.387814 , 0.313513}},
14041 {{-0.050514 , 0.864496 , 0.266172 },{ -0.866782 , -0.387814 , 0.313513}},
14042 {{-0.052330 , 0.868470 , 0.266067 },{ -0.866782 , -0.387814 , 0.313513}},
14043 {{-0.052330 , 0.868470 , 0.266067 },{ -0.906035 , -0.411414 , 0.099193}},
14044 {{-0.050514 , 0.864496 , 0.266172 },{ -0.906035 , -0.411414 , 0.099193}},
14045 {{-0.051789 , 0.868112 , 0.269524 },{ -0.906035 , -0.411414 , 0.099193}},
14046 {{-0.050514 , 0.864496 , 0.266172 },{ -0.867220 , -0.466688 , 0.173584}},
14047 {{-0.049117 , 0.864015 , 0.271858 },{ -0.867220 , -0.466688 , 0.173584}},
14048 {{-0.051789 , 0.868112 , 0.269524 },{ -0.867220 , -0.466688 , 0.173584}},
14049 {{-0.033200 , 0.878490 , 0.240454 },{ 0.773671 , 0.183557 , -0.606416}},
14050 {{-0.032840 , 0.883210 , 0.242342 },{ 0.773671 , 0.183557 , -0.606416}},
14051 {{-0.028488 , 0.884874 , 0.248398 },{ 0.773671 , 0.183557 , -0.606416}},
14052 {{-0.028488 , 0.884874 , 0.248398 },{ 0.654596 , 0.350404 , -0.669867}},
14053 {{-0.026913 , 0.880280 , 0.247534 },{ 0.654596 , 0.350404 , -0.669867}},
14054 {{-0.033200 , 0.878490 , 0.240454 },{ 0.654596 , 0.350404 , -0.669867}},
14055 {{-0.026913 , 0.880280 , 0.247534 },{ 0.909879 , 0.352952 , -0.218048}},
14056 {{-0.028488 , 0.884874 , 0.248398 },{ 0.909879 , 0.352952 , -0.218048}},
14057 {{-0.025984 , 0.881863 , 0.253973 },{ 0.909879 , 0.352952 , -0.218048}},
14058 {{-0.028488 , 0.884874 , 0.248398 },{ 0.923026 , 0.280968 , -0.262830}},
14059 {{-0.026407 , 0.884464 , 0.255268 },{ 0.923026 , 0.280968 , -0.262830}},
14060 {{-0.025984 , 0.881863 , 0.253973 },{ 0.923026 , 0.280968 , -0.262830}},
14061 {{-0.028488 , 0.884874 , 0.248398 },{ 0.824451 , 0.522015 , -0.218589}},
14062 {{-0.029492 , 0.889833 , 0.256454 },{ 0.824451 , 0.522015 , -0.218589}},
14063 {{-0.026407 , 0.884464 , 0.255268 },{ 0.824451 , 0.522015 , -0.218589}},
14064 {{-0.028488 , 0.884874 , 0.248398 },{ 0.940540 , 0.328826 , -0.085199}},
14065 {{-0.030424 , 0.890733 , 0.249639 },{ 0.940540 , 0.328826 , -0.085199}},
14066 {{-0.029492 , 0.889833 , 0.256454 },{ 0.940540 , 0.328826 , -0.085199}},
14067 {{-0.033714 , 0.889060 , 0.243082 },{ 0.791321 , 0.365315 , -0.490261}},
14068 {{-0.030424 , 0.890733 , 0.249639 },{ 0.791321 , 0.365315 , -0.490261}},
14069 {{-0.028488 , 0.884874 , 0.248398 },{ 0.791321 , 0.365315 , -0.490261}},
14070 {{-0.032840 , 0.883210 , 0.242342 },{ 0.771196 , 0.191996 , -0.606955}},
14071 {{-0.033714 , 0.889060 , 0.243082 },{ 0.771196 , 0.191996 , -0.606955}},
14072 {{-0.028488 , 0.884874 , 0.248398 },{ 0.771196 , 0.191996 , -0.606955}},
14073 {{-0.047326 , 0.862838 , 0.280409 },{ -0.694665 , -0.668532 , 0.265527}},
14074 {{-0.039711 , 0.857959 , 0.288047 },{ -0.694665 , -0.668532 , 0.265527}},
14075 {{-0.043910 , 0.862425 , 0.288306 },{ -0.694665 , -0.668532 , 0.265527}},
14076 {{-0.047326 , 0.862838 , 0.280409 },{ -0.765498 , -0.330562 , 0.552034}},
14077 {{-0.044984 , 0.858323 , 0.280953 },{ -0.765498 , -0.330562 , 0.552034}},
14078 {{-0.039711 , 0.857959 , 0.288047 },{ -0.765498 , -0.330562 , 0.552034}},
14079 {{-0.047681 , 0.861395 , 0.274239 },{ -0.884568 , -0.440300 , 0.153867}},
14080 {{-0.044984 , 0.858323 , 0.280953 },{ -0.884568 , -0.440300 , 0.153867}},
14081 {{-0.047326 , 0.862838 , 0.280409 },{ -0.884568 , -0.440300 , 0.153867}},
14082 {{-0.049117 , 0.864015 , 0.271858 },{ -0.916442 , -0.374741 , 0.140369}},
14083 {{-0.047681 , 0.861395 , 0.274239 },{ -0.916442 , -0.374741 , 0.140369}},
14084 {{-0.047326 , 0.862838 , 0.280409 },{ -0.916442 , -0.374741 , 0.140369}},
14085 {{-0.051789 , 0.868112 , 0.269524 },{ -0.860292 , -0.497409 , 0.111724}},
14086 {{-0.049117 , 0.864015 , 0.271858 },{ -0.860292 , -0.497409 , 0.111724}},
14087 {{-0.047326 , 0.862838 , 0.280409 },{ -0.860292 , -0.497409 , 0.111724}},
14088 {{-0.051789 , 0.868112 , 0.269524 },{ -0.716076 , -0.696638 , -0.043938}},
14089 {{-0.047326 , 0.862838 , 0.280409 },{ -0.716076 , -0.696638 , -0.043938}},
14090 {{-0.050877 , 0.866604 , 0.278571 },{ -0.716076 , -0.696638 , -0.043938}},
14091 {{-0.050877 , 0.866604 , 0.278571 },{ -0.759817 , -0.618176 , 0.201337}},
14092 {{-0.047326 , 0.862838 , 0.280409 },{ -0.759817 , -0.618176 , 0.201337}},
14093 {{-0.047993 , 0.866136 , 0.288018 },{ -0.759817 , -0.618176 , 0.201337}},
14094 {{-0.043910 , 0.862425 , 0.288306 },{ -0.660985 , -0.707919 , 0.248899}},
14095 {{-0.047993 , 0.866136 , 0.288018 },{ -0.660985 , -0.707919 , 0.248899}},
14096 {{-0.047326 , 0.862838 , 0.280409 },{ -0.660985 , -0.707919 , 0.248899}},
14097 {{-0.025984 , 0.881863 , 0.253973 },{ 0.964620 , 0.225161 , -0.137155}},
14098 {{-0.026407 , 0.884464 , 0.255268 },{ 0.964620 , 0.225161 , -0.137155}},
14099 {{-0.025245 , 0.883650 , 0.262104 },{ 0.964620 , 0.225161 , -0.137155}},
14100 {{-0.025984 , 0.881863 , 0.253973 },{ 0.842370 , 0.505196 , -0.187587}},
14101 {{-0.025245 , 0.883650 , 0.262104 },{ 0.842370 , 0.505196 , -0.187587}},
14102 {{-0.023614 , 0.879421 , 0.258039 },{ 0.842370 , 0.505196 , -0.187587}},
14103 {{-0.023614 , 0.879421 , 0.258039 },{ 0.919257 , 0.391750 , -0.038717}},
14104 {{-0.025245 , 0.883650 , 0.262104 },{ 0.919257 , 0.391750 , -0.038717}},
14105 {{-0.022022 , 0.876618 , 0.267476 },{ 0.919257 , 0.391750 , -0.038717}},
14106 {{-0.025245 , 0.883650 , 0.262104 },{ 0.886235 , 0.458205 , 0.068085}},
14107 {{-0.024964 , 0.882069 , 0.269086 },{ 0.886235 , 0.458205 , 0.068085}},
14108 {{-0.022022 , 0.876618 , 0.267476 },{ 0.886235 , 0.458205 , 0.068085}},
14109 {{-0.028813 , 0.889067 , 0.263275 },{ 0.840867 , 0.534290 , 0.086469}},
14110 {{-0.028698 , 0.887768 , 0.270183 },{ 0.840867 , 0.534290 , 0.086469}},
14111 {{-0.024964 , 0.882069 , 0.269086 },{ 0.840867 , 0.534290 , 0.086469}},
14112 {{-0.028813 , 0.889067 , 0.263275 },{ 0.840498 , 0.534742 , 0.087256}},
14113 {{-0.024964 , 0.882069 , 0.269086 },{ 0.840498 , 0.534742 , 0.087256}},
14114 {{-0.025245 , 0.883650 , 0.262104 },{ 0.840498 , 0.534742 , 0.087256}},
14115 {{-0.029492 , 0.889833 , 0.256454 },{ 0.832871 , 0.553076 , -0.020800}},
14116 {{-0.028813 , 0.889067 , 0.263275 },{ 0.832871 , 0.553076 , -0.020800}},
14117 {{-0.025245 , 0.883650 , 0.262104 },{ 0.832871 , 0.553076 , -0.020800}},
14118 {{-0.026407 , 0.884464 , 0.255268 },{ 0.855747 , 0.510418 , -0.084678}},
14119 {{-0.029492 , 0.889833 , 0.256454 },{ 0.855747 , 0.510418 , -0.084678}},
14120 {{-0.025245 , 0.883650 , 0.262104 },{ 0.855747 , 0.510418 , -0.084678}},
14121 {{-0.031428 , 0.867546 , 0.292032 },{ 0.283243 , -0.531784 , 0.798110}},
14122 {{-0.037635 , 0.864237 , 0.292030 },{ 0.283243 , -0.531784 , 0.798110}},
14123 {{-0.030277 , 0.865378 , 0.290179 },{ 0.283243 , -0.531784 , 0.798110}},
14124 {{-0.030277 , 0.865378 , 0.290179 },{ 0.280256 , -0.371111 , 0.885287}},
14125 {{-0.037635 , 0.864237 , 0.292030 },{ 0.280256 , -0.371111 , 0.885287}},
14126 {{-0.032753 , 0.861638 , 0.289395 },{ 0.280256 , -0.371111 , 0.885287}},
14127 {{-0.037635 , 0.864237 , 0.292030 },{ 0.139897 , -0.563019 , 0.814517}},
14128 {{-0.039711 , 0.857959 , 0.288047 },{ 0.139897 , -0.563019 , 0.814517}},
14129 {{-0.032753 , 0.861638 , 0.289395 },{ 0.139897 , -0.563019 , 0.814517}},
14130 {{-0.037635 , 0.864237 , 0.292030 },{ -0.377923 , -0.403647 , 0.833213}},
14131 {{-0.043910 , 0.862425 , 0.288306 },{ -0.377923 , -0.403647 , 0.833213}},
14132 {{-0.039711 , 0.857959 , 0.288047 },{ -0.377923 , -0.403647 , 0.833213}},
14133 {{-0.047993 , 0.866136 , 0.288018 },{ -0.393736 , -0.367820 , 0.842425}},
14134 {{-0.043910 , 0.862425 , 0.288306 },{ -0.393736 , -0.367820 , 0.842425}},
14135 {{-0.037635 , 0.864237 , 0.292030 },{ -0.393736 , -0.367820 , 0.842425}},
14136 {{-0.041537 , 0.868898 , 0.292675 },{ -0.393329 , -0.440921 , 0.806772}},
14137 {{-0.047993 , 0.866136 , 0.288018 },{ -0.393329 , -0.440921 , 0.806772}},
14138 {{-0.037635 , 0.864237 , 0.292030 },{ -0.393329 , -0.440921 , 0.806772}},
14139 {{-0.035026 , 0.873292 , 0.293057 },{ 0.022022 , -0.118932 , 0.992658}},
14140 {{-0.041537 , 0.868898 , 0.292675 },{ 0.022022 , -0.118932 , 0.992658}},
14141 {{-0.037635 , 0.864237 , 0.292030 },{ 0.022022 , -0.118932 , 0.992658}},
14142 {{-0.035026 , 0.873292 , 0.293057 },{ 0.070256 , -0.132381 , 0.988706}},
14143 {{-0.037635 , 0.864237 , 0.292030 },{ 0.070256 , -0.132381 , 0.988706}},
14144 {{-0.031428 , 0.867546 , 0.292032 },{ 0.070256 , -0.132381 , 0.988706}},
14145 {{-0.022022 , 0.876618 , 0.267476 },{ 0.884091 , 0.412042 , 0.220464}},
14146 {{-0.024964 , 0.882069 , 0.269086 },{ 0.884091 , 0.412042 , 0.220464}},
14147 {{-0.025524 , 0.879361 , 0.276393 },{ 0.884091 , 0.412042 , 0.220464}},
14148 {{-0.022022 , 0.876618 , 0.267476 },{ 0.926936 , 0.236530 , 0.291279}},
14149 {{-0.025524 , 0.879361 , 0.276393 },{ 0.926936 , 0.236530 , 0.291279}},
14150 {{-0.024170 , 0.872673 , 0.277515 },{ 0.926936 , 0.236530 , 0.291279}},
14151 {{-0.025524 , 0.879361 , 0.276393 },{ 0.935071 , 0.222614 , 0.275836}},
14152 {{-0.026688 , 0.875791 , 0.283220 },{ 0.935071 , 0.222614 , 0.275836}},
14153 {{-0.025701 , 0.872266 , 0.282719 },{ 0.935071 , 0.222614 , 0.275836}},
14154 {{-0.025524 , 0.879361 , 0.276393 },{ 0.926960 , 0.236523 , 0.291209}},
14155 {{-0.025701 , 0.872266 , 0.282719 },{ 0.926960 , 0.236523 , 0.291209}},
14156 {{-0.024170 , 0.872673 , 0.277515 },{ 0.926960 , 0.236523 , 0.291209}},
14157 {{-0.029458 , 0.885268 , 0.277257 },{ 0.788744 , 0.475600 , 0.389472}},
14158 {{-0.030686 , 0.881831 , 0.283941 },{ 0.788744 , 0.475600 , 0.389472}},
14159 {{-0.026688 , 0.875791 , 0.283220 },{ 0.788744 , 0.475600 , 0.389472}},
14160 {{-0.029458 , 0.885268 , 0.277257 },{ 0.793841 , 0.472731 , 0.382545}},
14161 {{-0.026688 , 0.875791 , 0.283220 },{ 0.793841 , 0.472731 , 0.382545}},
14162 {{-0.025524 , 0.879361 , 0.276393 },{ 0.793841 , 0.472731 , 0.382545}},
14163 {{-0.028698 , 0.887768 , 0.270183 },{ 0.819631 , 0.506784 , 0.267162}},
14164 {{-0.029458 , 0.885268 , 0.277257 },{ 0.819631 , 0.506784 , 0.267162}},
14165 {{-0.025524 , 0.879361 , 0.276393 },{ 0.819631 , 0.506784 , 0.267162}},
14166 {{-0.024964 , 0.882069 , 0.269086 },{ 0.831521 , 0.497083 , 0.247953}},
14167 {{-0.028698 , 0.887768 , 0.270183 },{ 0.831521 , 0.497083 , 0.247953}},
14168 {{-0.025524 , 0.879361 , 0.276393 },{ 0.831521 , 0.497083 , 0.247953}},
14169 {{-0.025701 , 0.872266 , 0.282719 },{ 0.897869 , 0.195323 , 0.394564}},
14170 {{-0.026688 , 0.875791 , 0.283220 },{ 0.897869 , 0.195323 , 0.394564}},
14171 {{-0.028218 , 0.871625 , 0.288764 },{ 0.897869 , 0.195323 , 0.394564}},
14172 {{-0.025701 , 0.872266 , 0.282719 },{ 0.889558 , 0.229881 , 0.394768}},
14173 {{-0.028218 , 0.871625 , 0.288764 },{ 0.889558 , 0.229881 , 0.394768}},
14174 {{-0.026059 , 0.866626 , 0.286810 },{ 0.889558 , 0.229881 , 0.394768}},
14175 {{-0.028218 , 0.871625 , 0.288764 },{ 0.629468 , -0.031616 , 0.776383}},
14176 {{-0.030277 , 0.865378 , 0.290179 },{ 0.629468 , -0.031616 , 0.776383}},
14177 {{-0.026059 , 0.866626 , 0.286810 },{ 0.629468 , -0.031616 , 0.776383}},
14178 {{-0.028218 , 0.871625 , 0.288764 },{ 0.777155 , -0.116053 , 0.618516}},
14179 {{-0.031428 , 0.867546 , 0.292032 },{ 0.777155 , -0.116053 , 0.618516}},
14180 {{-0.030277 , 0.865378 , 0.290179 },{ 0.777155 , -0.116053 , 0.618516}},
14181 {{-0.035026 , 0.873292 , 0.293057 },{ 0.557522 , 0.205629 , 0.804292}},
14182 {{-0.031428 , 0.867546 , 0.292032 },{ 0.557522 , 0.205629 , 0.804292}},
14183 {{-0.028218 , 0.871625 , 0.288764 },{ 0.557522 , 0.205629 , 0.804292}},
14184 {{-0.031975 , 0.877721 , 0.289677 },{ 0.558520 , 0.224626 , 0.798498}},
14185 {{-0.035026 , 0.873292 , 0.293057 },{ 0.558520 , 0.224626 , 0.798498}},
14186 {{-0.028218 , 0.871625 , 0.288764 },{ 0.558520 , 0.224626 , 0.798498}},
14187 {{-0.030686 , 0.881831 , 0.283941 },{ 0.781119 , 0.411008 , 0.470027}},
14188 {{-0.031975 , 0.877721 , 0.289677 },{ 0.781119 , 0.411008 , 0.470027}},
14189 {{-0.028218 , 0.871625 , 0.288764 },{ 0.781119 , 0.411008 , 0.470027}},
14190 {{-0.026688 , 0.875791 , 0.283220 },{ 0.737838 , 0.425886 , 0.523657}},
14191 {{-0.030686 , 0.881831 , 0.283941 },{ 0.737838 , 0.425886 , 0.523657}},
14192 {{-0.028218 , 0.871625 , 0.288764 },{ 0.737838 , 0.425886 , 0.523657}},
14193 {{-0.063411 , 0.894959 , 0.248871 },{ -0.975331 , 0.220520 , 0.010033}},
14194 {{-0.065196 , 0.886642 , 0.258151 },{ -0.975331 , 0.220520 , 0.010033}},
14195 {{-0.063496 , 0.894457 , 0.251643 },{ -0.975331 , 0.220520 , 0.010033}},
14196 {{-0.063411 , 0.894959 , 0.248871 },{ -0.808280 , 0.507182 , 0.299082}},
14197 {{-0.065010 , 0.891022 , 0.251226 },{ -0.808280 , 0.507182 , 0.299082}},
14198 {{-0.065196 , 0.886642 , 0.258151 },{ -0.808280 , 0.507182 , 0.299082}},
14199 {{-0.063080 , 0.894907 , 0.245001 },{ -0.939824 , 0.330961 , -0.084832}},
14200 {{-0.065010 , 0.891022 , 0.251226 },{ -0.939824 , 0.330961 , -0.084832}},
14201 {{-0.063411 , 0.894959 , 0.248871 },{ -0.939824 , 0.330961 , -0.084832}},
14202 {{-0.061484 , 0.898408 , 0.242855 },{ -0.925138 , 0.370196 , -0.084104}},
14203 {{-0.063080 , 0.894907 , 0.245001 },{ -0.925138 , 0.370196 , -0.084104}},
14204 {{-0.063411 , 0.894959 , 0.248871 },{ -0.925138 , 0.370196 , -0.084104}},
14205 {{-0.061484 , 0.898408 , 0.242855 },{ -0.931627 , -0.092506 , -0.351444}},
14206 {{-0.063411 , 0.894959 , 0.248871 },{ -0.931627 , -0.092506 , -0.351444}},
14207 {{-0.062046 , 0.901948 , 0.243413 },{ -0.931627 , -0.092506 , -0.351444}},
14208 {{-0.062046 , 0.901948 , 0.243413 },{ -0.980643 , 0.195730 , 0.005381}},
14209 {{-0.063411 , 0.894959 , 0.248871 },{ -0.980643 , 0.195730 , 0.005381}},
14210 {{-0.063496 , 0.894457 , 0.251643 },{ -0.980643 , 0.195730 , 0.005381}},
14211 {{-0.063052 , 0.875961 , 0.255338 },{ -0.740923 , -0.538780 , 0.400936}},
14212 {{-0.053460 , 0.867960 , 0.262312 },{ -0.740923 , -0.538780 , 0.400936}},
14213 {{-0.060371 , 0.877231 , 0.261999 },{ -0.740923 , -0.538780 , 0.400936}},
14214 {{-0.060987 , 0.872165 , 0.250093 },{ -0.710940 , -0.672217 , 0.206611}},
14215 {{-0.053460 , 0.867960 , 0.262312 },{ -0.710940 , -0.672217 , 0.206611}},
14216 {{-0.063052 , 0.875961 , 0.255338 },{ -0.710940 , -0.672217 , 0.206611}},
14217 {{-0.068121 , 0.878065 , 0.241833 },{ -0.740899 , -0.647828 , 0.177164}},
14218 {{-0.060987 , 0.872165 , 0.250093 },{ -0.740899 , -0.647828 , 0.177164}},
14219 {{-0.063052 , 0.875961 , 0.255338 },{ -0.740899 , -0.647828 , 0.177164}},
14220 {{-0.068121 , 0.878065 , 0.241833 },{ -0.869404 , -0.419568 , 0.260959}},
14221 {{-0.063052 , 0.875961 , 0.255338 },{ -0.869404 , -0.419568 , 0.260959}},
14222 {{-0.066928 , 0.881381 , 0.251139 },{ -0.869404 , -0.419568 , 0.260959}},
14223 {{-0.066928 , 0.881381 , 0.251139 },{ -0.858990 , -0.284528 , 0.425652}},
14224 {{-0.063052 , 0.875961 , 0.255338 },{ -0.858990 , -0.284528 , 0.425652}},
14225 {{-0.065196 , 0.886642 , 0.258151 },{ -0.858990 , -0.284528 , 0.425652}},
14226 {{-0.063052 , 0.875961 , 0.255338 },{ -0.870503 , -0.281129 , 0.403969}},
14227 {{-0.060371 , 0.877231 , 0.261999 },{ -0.870503 , -0.281129 , 0.403969}},
14228 {{-0.065196 , 0.886642 , 0.258151 },{ -0.870503 , -0.281129 , 0.403969}},
14229 {{-0.014471 , 0.813185 , 0.213902 },{ -0.806765 , 0.089860 , -0.583999}},
14230 {{-0.020163 , 0.801895 , 0.220028 },{ -0.806765 , 0.089860 , -0.583999}},
14231 {{-0.023739 , 0.853282 , 0.232875 },{ -0.806765 , 0.089860 , -0.583999}},
14232 {{-0.023739 , 0.853282 , 0.232875 },{ -0.518833 , 0.173186 , -0.837149}},
14233 {{-0.020163 , 0.801895 , 0.220028 },{ -0.518833 , 0.173186 , -0.837149}},
14234 {{-0.033369 , 0.846663 , 0.237474 },{ -0.518833 , 0.173186 , -0.837149}},
14235 {{-0.020163 , 0.801895 , 0.220028 },{ -0.911174 , -0.114552 , -0.395777}},
14236 {{-0.037659 , 0.838912 , 0.249594 },{ -0.911174 , -0.114552 , -0.395777}},
14237 {{-0.033369 , 0.846663 , 0.237474 },{ -0.911174 , -0.114552 , -0.395777}},
14238 {{-0.020163 , 0.801895 , 0.220028 },{ -0.930074 , -0.349712 , -0.112537}},
14239 {{-0.017352 , 0.790421 , 0.232452 },{ -0.930074 , -0.349712 , -0.112537}},
14240 {{-0.037659 , 0.838912 , 0.249594 },{ -0.930074 , -0.349712 , -0.112537}},
14241 {{0.002955 , 0.741931 , 0.215310 },{ -0.930071 , -0.349717 , -0.112542}},
14242 {{-0.017352 , 0.790421 , 0.232452 },{ -0.930071 , -0.349717 , -0.112542}},
14243 {{-0.020163 , 0.801895 , 0.220028 },{ -0.930071 , -0.349717 , -0.112542}},
14244 {{-0.006957 , 0.757127 , 0.202582 },{ -0.893865 , -0.365088 , 0.260222}},
14245 {{0.002955 , 0.741931 , 0.215310 },{ -0.893865 , -0.365088 , 0.260222}},
14246 {{-0.020163 , 0.801895 , 0.220028 },{ -0.893865 , -0.365088 , 0.260222}},
14247 {{-0.005204 , 0.773088 , 0.194929 },{ -0.901743 , -0.102336 , -0.419985}},
14248 {{-0.006957 , 0.757127 , 0.202582 },{ -0.901743 , -0.102336 , -0.419985}},
14249 {{-0.020163 , 0.801895 , 0.220028 },{ -0.901743 , -0.102336 , -0.419985}},
14250 {{-0.005204 , 0.773088 , 0.194929 },{ -0.806773 , 0.089872 , -0.583986}},
14251 {{-0.020163 , 0.801895 , 0.220028 },{ -0.806773 , 0.089872 , -0.583986}},
14252 {{-0.014471 , 0.813185 , 0.213902 },{ -0.806773 , 0.089872 , -0.583986}},
14253 {{-0.022870 , 0.834831 , 0.272408 },{ 0.633588 , 0.068656 , 0.770618}},
14254 {{0.007520 , 0.789540 , 0.251457 },{ 0.633588 , 0.068656 , 0.770618}},
14255 {{0.013848 , 0.801160 , 0.245219 },{ 0.633588 , 0.068656 , 0.770618}},
14256 {{-0.012009 , 0.842135 , 0.267560 },{ 0.489450 , -0.158662 , 0.857476}},
14257 {{-0.022870 , 0.834831 , 0.272408 },{ 0.489450 , -0.158662 , 0.857476}},
14258 {{0.013848 , 0.801160 , 0.245219 },{ 0.489450 , -0.158662 , 0.857476}},
14259 {{0.013848 , 0.801160 , 0.245219 },{ 0.819686 , 0.231608 , 0.523901}},
14260 {{-0.006487 , 0.850571 , 0.255191 },{ 0.819686 , 0.231608 , 0.523901}},
14261 {{-0.012009 , 0.842135 , 0.267560 },{ 0.819686 , 0.231608 , 0.523901}},
14262 {{0.011673 , 0.812964 , 0.232684 },{ 0.923254 , 0.346451 , 0.166051}},
14263 {{-0.006487 , 0.850571 , 0.255191 },{ 0.923254 , 0.346451 , 0.166051}},
14264 {{0.013848 , 0.801160 , 0.245219 },{ 0.923254 , 0.346451 , 0.166051}},
14265 {{0.029834 , 0.775357 , 0.210176 },{ 0.923249 , 0.346461 , 0.166062}},
14266 {{0.011673 , 0.812964 , 0.232684 },{ 0.923249 , 0.346461 , 0.166062}},
14267 {{0.013848 , 0.801160 , 0.245219 },{ 0.923249 , 0.346461 , 0.166062}},
14268 {{0.029834 , 0.775357 , 0.210176 },{ 0.842701 , 0.538250 , -0.011901}},
14269 {{0.013848 , 0.801160 , 0.245219 },{ 0.842701 , 0.538250 , -0.011901}},
14270 {{0.039704 , 0.760185 , 0.222878 },{ 0.842701 , 0.538250 , -0.011901}},
14271 {{0.039704 , 0.760185 , 0.222878 },{ 0.794867 , 0.186806 , 0.577312}},
14272 {{0.013848 , 0.801160 , 0.245219 },{ 0.794867 , 0.186806 , 0.577312}},
14273 {{0.037909 , 0.744249 , 0.230506 },{ 0.794867 , 0.186806 , 0.577312}},
14274 {{0.013848 , 0.801160 , 0.245219 },{ 0.633595 , 0.068649 , 0.770613}},
14275 {{0.007520 , 0.789540 , 0.251457 },{ 0.633595 , 0.068649 , 0.770613}},
14276 {{0.037909 , 0.744249 , 0.230506 },{ 0.633595 , 0.068649 , 0.770613}},
14277 {{-0.003580 , 0.850653 , 0.255300 },{ 0.047396 , -0.956730 , -0.287092}},
14278 {{-0.010750 , 0.855289 , 0.238667 },{ 0.047396 , -0.956730 , -0.287092}},
14279 {{-0.008912 , 0.856142 , 0.236128 },{ 0.047396 , -0.956730 , -0.287092}},
14280 {{-0.003580 , 0.850653 , 0.255300 },{ 0.037683 , -0.957870 , -0.284718}},
14281 {{-0.008912 , 0.856142 , 0.236128 },{ 0.037683 , -0.957870 , -0.284718}},
14282 {{-0.000672 , 0.850735 , 0.255409 },{ 0.037683 , -0.957870 , -0.284718}},
14283 {{-0.023771 , 0.854028 , 0.228758 },{ 0.223540 , -0.958728 , -0.175698}},
14284 {{-0.023803 , 0.854775 , 0.224641 },{ 0.223540 , -0.958728 , -0.175698}},
14285 {{-0.008912 , 0.856142 , 0.236128 },{ 0.223540 , -0.958728 , -0.175698}},
14286 {{-0.023771 , 0.854028 , 0.228758 },{ 0.218598 , -0.961789 , -0.164856}},
14287 {{-0.008912 , 0.856142 , 0.236128 },{ 0.218598 , -0.961789 , -0.164856}},
14288 {{-0.010750 , 0.855289 , 0.238667 },{ 0.218598 , -0.961789 , -0.164856}},
14289 {{-0.023739 , 0.853282 , 0.232875 },{ 0.226253 , -0.958151 , -0.175378}},
14290 {{-0.023771 , 0.854028 , 0.228758 },{ 0.226253 , -0.958151 , -0.175378}},
14291 {{-0.010750 , 0.855289 , 0.238667 },{ 0.226253 , -0.958151 , -0.175378}},
14292 {{-0.023739 , 0.853282 , 0.232875 },{ 0.221341 , -0.961440 , -0.163222}},
14293 {{-0.010750 , 0.855289 , 0.238667 },{ 0.221341 , -0.961440 , -0.163222}},
14294 {{-0.012588 , 0.854435 , 0.241205 },{ 0.221341 , -0.961440 , -0.163222}},
14295 {{-0.006487 , 0.850571 , 0.255191 },{ 0.049654 , -0.956931 , -0.286037}},
14296 {{-0.012588 , 0.854435 , 0.241205 },{ 0.049654 , -0.956931 , -0.286037}},
14297 {{-0.010750 , 0.855289 , 0.238667 },{ 0.049654 , -0.956931 , -0.286037}},
14298 {{-0.006487 , 0.850571 , 0.255191 },{ 0.037661 , -0.958283 , -0.283329}},
14299 {{-0.010750 , 0.855289 , 0.238667 },{ 0.037661 , -0.958283 , -0.283329}},
14300 {{-0.003580 , 0.850653 , 0.255300 },{ 0.037661 , -0.958283 , -0.283329}},
14301 {{-0.041660 , 0.835662 , 0.247508 },{ 0.693984 , -0.586858 , -0.417114}},
14302 {{-0.039659 , 0.837287 , 0.248551 },{ 0.693984 , -0.586858 , -0.417114}},
14303 {{-0.034154 , 0.831704 , 0.265565 },{ 0.693984 , -0.586858 , -0.417114}},
14304 {{-0.041660 , 0.835662 , 0.247508 },{ 0.671370 , -0.614815 , -0.413842}},
14305 {{-0.034154 , 0.831704 , 0.265565 },{ 0.671370 , -0.614815 , -0.413842}},
14306 {{-0.035518 , 0.829046 , 0.267301 },{ 0.671370 , -0.614815 , -0.413842}},
14307 {{-0.022725 , 0.829204 , 0.279300 },{ 0.531391 , -0.637242 , -0.558162}},
14308 {{-0.035518 , 0.829046 , 0.267301 },{ 0.531391 , -0.637242 , -0.558162}},
14309 {{-0.034154 , 0.831704 , 0.265565 },{ 0.531391 , -0.637242 , -0.558162}},
14310 {{-0.022725 , 0.829204 , 0.279300 },{ 0.515160 , -0.658572 , -0.548538}},
14311 {{-0.034154 , 0.831704 , 0.265565 },{ 0.515160 , -0.658572 , -0.548538}},
14312 {{-0.022797 , 0.832018 , 0.275854 },{ 0.515160 , -0.658572 , -0.548538}},
14313 {{-0.022797 , 0.832018 , 0.275854 },{ 0.515153 , -0.658583 , -0.548531}},
14314 {{-0.034154 , 0.831704 , 0.265565 },{ 0.515153 , -0.658583 , -0.548531}},
14315 {{-0.022870 , 0.834831 , 0.272408 },{ 0.515153 , -0.658583 , -0.548531}},
14316 {{-0.022870 , 0.834831 , 0.272408 },{ 0.520798 , -0.637944 , -0.567271}},
14317 {{-0.034154 , 0.831704 , 0.265565 },{ 0.520798 , -0.637944 , -0.567271}},
14318 {{-0.032789 , 0.834362 , 0.263829 },{ 0.520798 , -0.637944 , -0.567271}},
14319 {{-0.037659 , 0.838912 , 0.249594 },{ 0.662714 , -0.617265 , -0.424020}},
14320 {{-0.032789 , 0.834362 , 0.263829 },{ 0.662714 , -0.617265 , -0.424020}},
14321 {{-0.034154 , 0.831704 , 0.265565 },{ 0.662714 , -0.617265 , -0.424020}},
14322 {{-0.039659 , 0.837287 , 0.248551 },{ 0.694170 , -0.586645 , -0.417104}},
14323 {{-0.037659 , 0.838912 , 0.249594 },{ 0.694170 , -0.586645 , -0.417104}},
14324 {{-0.034154 , 0.831704 , 0.265565 },{ 0.694170 , -0.586645 , -0.417104}},
14325 {{-0.034803 , 0.846378 , 0.234168 },{ 0.514346 , -0.844310 , -0.150294}},
14326 {{-0.036237 , 0.846093 , 0.230862 },{ 0.514346 , -0.844310 , -0.150294}},
14327 {{-0.023803 , 0.854775 , 0.224641 },{ 0.514346 , -0.844310 , -0.150294}},
14328 {{-0.034803 , 0.846378 , 0.234168 },{ 0.509419 , -0.845989 , -0.157463}},
14329 {{-0.023803 , 0.854775 , 0.224641 },{ 0.509419 , -0.845989 , -0.157463}},
14330 {{-0.023771 , 0.854028 , 0.228758 },{ 0.509419 , -0.845989 , -0.157463}},
14331 {{-0.039659 , 0.837287 , 0.248551 },{ 0.680963 , -0.699574 , -0.216529}},
14332 {{-0.041660 , 0.835662 , 0.247508 },{ 0.680963 , -0.699574 , -0.216529}},
14333 {{-0.036237 , 0.846093 , 0.230862 },{ 0.680963 , -0.699574 , -0.216529}},
14334 {{-0.039659 , 0.837287 , 0.248551 },{ 0.663779 , -0.712824 , -0.226450}},
14335 {{-0.036237 , 0.846093 , 0.230862 },{ 0.663779 , -0.712824 , -0.226450}},
14336 {{-0.034803 , 0.846378 , 0.234168 },{ 0.663779 , -0.712824 , -0.226450}},
14337 {{-0.037659 , 0.838912 , 0.249594 },{ 0.680660 , -0.700889 , -0.213206}},
14338 {{-0.039659 , 0.837287 , 0.248551 },{ 0.680660 , -0.700889 , -0.213206}},
14339 {{-0.034803 , 0.846378 , 0.234168 },{ 0.680660 , -0.700889 , -0.213206}},
14340 {{-0.037659 , 0.838912 , 0.249594 },{ 0.660248 , -0.716671 , -0.224624}},
14341 {{-0.034803 , 0.846378 , 0.234168 },{ 0.660248 , -0.716671 , -0.224624}},
14342 {{-0.033369 , 0.846663 , 0.237474 },{ 0.660248 , -0.716671 , -0.224624}},
14343 {{-0.033369 , 0.846663 , 0.237474 },{ 0.512836 , -0.845352 , -0.149594}},
14344 {{-0.034803 , 0.846378 , 0.234168 },{ 0.512836 , -0.845352 , -0.149594}},
14345 {{-0.023771 , 0.854028 , 0.228758 },{ 0.512836 , -0.845352 , -0.149594}},
14346 {{-0.033369 , 0.846663 , 0.237474 },{ 0.507189 , -0.847325 , -0.157479}},
14347 {{-0.023771 , 0.854028 , 0.228758 },{ 0.507189 , -0.847325 , -0.157479}},
14348 {{-0.023739 , 0.853282 , 0.232875 },{ 0.507189 , -0.847325 , -0.157479}},
14349 {{-0.022725 , 0.829204 , 0.279300 },{ 0.227010 , -0.752015 , -0.618822}},
14350 {{-0.022797 , 0.832018 , 0.275854 },{ 0.227010 , -0.752015 , -0.618822}},
14351 {{-0.010101 , 0.840615 , 0.270064 },{ 0.227010 , -0.752015 , -0.618822}},
14352 {{-0.022725 , 0.829204 , 0.279300 },{ 0.221186 , -0.749617 , -0.623819}},
14353 {{-0.010101 , 0.840615 , 0.270064 },{ 0.221186 , -0.749617 , -0.623819}},
14354 {{-0.008193 , 0.839095 , 0.272567 },{ 0.221186 , -0.749617 , -0.623819}},
14355 {{-0.008193 , 0.839095 , 0.272567 },{ 0.050446 , -0.836132 , -0.546204}},
14356 {{-0.010101 , 0.840615 , 0.270064 },{ 0.050446 , -0.836132 , -0.546204}},
14357 {{-0.003580 , 0.850653 , 0.255300 },{ 0.050446 , -0.836132 , -0.546204}},
14358 {{-0.008193 , 0.839095 , 0.272567 },{ 0.044083 , -0.835609 , -0.547554}},
14359 {{-0.003580 , 0.850653 , 0.255300 },{ 0.044083 , -0.835609 , -0.547554}},
14360 {{-0.000672 , 0.850735 , 0.255409 },{ 0.044083 , -0.835609 , -0.547554}},
14361 {{-0.010101 , 0.840615 , 0.270064 },{ 0.051850 , -0.835661 , -0.546793}},
14362 {{-0.012009 , 0.842135 , 0.267560 },{ 0.051850 , -0.835661 , -0.546793}},
14363 {{-0.006487 , 0.850571 , 0.255191 },{ 0.051850 , -0.835661 , -0.546793}},
14364 {{-0.010101 , 0.840615 , 0.270064 },{ 0.044124 , -0.835114 , -0.548305}},
14365 {{-0.006487 , 0.850571 , 0.255191 },{ 0.044124 , -0.835114 , -0.548305}},
14366 {{-0.003580 , 0.850653 , 0.255300 },{ 0.044124 , -0.835114 , -0.548305}},
14367 {{-0.022797 , 0.832018 , 0.275854 },{ 0.229416 , -0.751614 , -0.618421}},
14368 {{-0.022870 , 0.834831 , 0.272408 },{ 0.229416 , -0.751614 , -0.618421}},
14369 {{-0.012009 , 0.842135 , 0.267560 },{ 0.229416 , -0.751614 , -0.618421}},
14370 {{-0.022797 , 0.832018 , 0.275854 },{ 0.222487 , -0.748939 , -0.624171}},
14371 {{-0.012009 , 0.842135 , 0.267560 },{ 0.222487 , -0.748939 , -0.624171}},
14372 {{-0.010101 , 0.840615 , 0.270064 },{ 0.222487 , -0.748939 , -0.624171}},
14373 {{-0.000813 , 0.816923 , 0.220183 },{ 0.263213 , 0.461663 , -0.847105}},
14374 {{-0.005204 , 0.773088 , 0.194929 },{ 0.263213 , 0.461663 , -0.847105}},
14375 {{-0.014471 , 0.813185 , 0.213902 },{ 0.263213 , 0.461663 , -0.847105}},
14376 {{-0.000813 , 0.816923 , 0.220183 },{ 0.032849 , 0.496455 , -0.867441}},
14377 {{0.010962 , 0.779411 , 0.199160 },{ 0.032849 , 0.496455 , -0.867441}},
14378 {{-0.005204 , 0.773088 , 0.194929 },{ 0.032849 , 0.496455 , -0.867441}},
14379 {{-0.000813 , 0.816923 , 0.220183 },{ 0.508349 , 0.536904 , -0.673287}},
14380 {{0.029834 , 0.775357 , 0.210176 },{ 0.508349 , 0.536904 , -0.673287}},
14381 {{0.010962 , 0.779411 , 0.199160 },{ 0.508349 , 0.536904 , -0.673287}},
14382 {{0.029834 , 0.775357 , 0.210176 },{ 0.654979 , 0.595050 , -0.465746}},
14383 {{-0.000813 , 0.816923 , 0.220183 },{ 0.654979 , 0.595050 , -0.465746}},
14384 {{0.011673 , 0.812964 , 0.232684 },{ 0.654979 , 0.595050 , -0.465746}},
14385 {{-0.000813 , 0.816923 , 0.220183 },{ 0.654985 , 0.595032 , -0.465758}},
14386 {{-0.006487 , 0.850571 , 0.255191 },{ 0.654985 , 0.595032 , -0.465758}},
14387 {{0.011673 , 0.812964 , 0.232684 },{ 0.654985 , 0.595032 , -0.465758}},
14388 {{-0.000813 , 0.816923 , 0.220183 },{ 0.868624 , 0.419982 , -0.262882}},
14389 {{-0.012588 , 0.854435 , 0.241205 },{ 0.868624 , 0.419982 , -0.262882}},
14390 {{-0.006487 , 0.850571 , 0.255191 },{ 0.868624 , 0.419982 , -0.262882}},
14391 {{-0.012588 , 0.854435 , 0.241205 },{ 0.467488 , 0.539282 , -0.700450}},
14392 {{-0.000813 , 0.816923 , 0.220183 },{ 0.467488 , 0.539282 , -0.700450}},
14393 {{-0.023739 , 0.853282 , 0.232875 },{ 0.467488 , 0.539282 , -0.700450}},
14394 {{-0.023739 , 0.853282 , 0.232875 },{ 0.263211 , 0.461668 , -0.847102}},
14395 {{-0.000813 , 0.816923 , 0.220183 },{ 0.263211 , 0.461668 , -0.847102}},
14396 {{-0.014471 , 0.813185 , 0.213902 },{ 0.263211 , 0.461668 , -0.847102}},
14397 {{0.007520 , 0.789540 , 0.251457 },{ -0.252437 , -0.540607 , 0.802508}},
14398 {{-0.005502 , 0.786132 , 0.245065 },{ -0.252437 , -0.540607 , 0.802508}},
14399 {{0.037909 , 0.744249 , 0.230506 },{ -0.252437 , -0.540607 , 0.802508}},
14400 {{-0.005502 , 0.786132 , 0.245065 },{ -0.080379 , -0.400585 , 0.912727}},
14401 {{0.021785 , 0.737901 , 0.226300 },{ -0.080379 , -0.400585 , 0.912727}},
14402 {{0.037909 , 0.744249 , 0.230506 },{ -0.080379 , -0.400585 , 0.912727}},
14403 {{-0.005502 , 0.786132 , 0.245065 },{ -0.506369 , -0.546120 , 0.667340}},
14404 {{0.002955 , 0.741931 , 0.215310 },{ -0.506369 , -0.546120 , 0.667340}},
14405 {{0.021785 , 0.737901 , 0.226300 },{ -0.506369 , -0.546120 , 0.667340}},
14406 {{0.002955 , 0.741931 , 0.215310 },{ -0.715076 , -0.479341 , 0.508821}},
14407 {{-0.005502 , 0.786132 , 0.245065 },{ -0.715076 , -0.479341 , 0.508821}},
14408 {{-0.017352 , 0.790421 , 0.232452 },{ -0.715076 , -0.479341 , 0.508821}},
14409 {{-0.017352 , 0.790421 , 0.232452 },{ -0.715078 , -0.479334 , 0.508825}},
14410 {{-0.005502 , 0.786132 , 0.245065 },{ -0.715078 , -0.479334 , 0.508825}},
14411 {{-0.037659 , 0.838912 , 0.249594 },{ -0.715078 , -0.479334 , 0.508825}},
14412 {{-0.005502 , 0.786132 , 0.245065 },{ -0.843070 , -0.524030 , 0.120931}},
14413 {{-0.032789 , 0.834362 , 0.263829 },{ -0.843070 , -0.524030 , 0.120931}},
14414 {{-0.037659 , 0.838912 , 0.249594 },{ -0.843070 , -0.524030 , 0.120931}},
14415 {{-0.022870 , 0.834831 , 0.272408 },{ -0.530902 , -0.550893 , 0.643940}},
14416 {{-0.032789 , 0.834362 , 0.263829 },{ -0.530902 , -0.550893 , 0.643940}},
14417 {{-0.005502 , 0.786132 , 0.245065 },{ -0.530902 , -0.550893 , 0.643940}},
14418 {{-0.022870 , 0.834831 , 0.272408 },{ -0.252435 , -0.540611 , 0.802506}},
14419 {{-0.005502 , 0.786132 , 0.245065 },{ -0.252435 , -0.540611 , 0.802506}},
14420 {{0.007520 , 0.789540 , 0.251457 },{ -0.252435 , -0.540611 , 0.802506}},
14421 {{-0.173535 , 0.978200 , -0.302785 },{ -0.002908 , -0.999568 , 0.029259}},
14422 {{-0.175052 , 0.978318 , -0.298904 },{ -0.002908 , -0.999568 , 0.029259}},
14423 {{-0.181075 , 0.978217 , -0.302952 },{ -0.002908 , -0.999568 , 0.029259}},
14424 {{-0.175052 , 0.978318 , -0.298904 },{ -0.086800 , -0.984298 , 0.153701}},
14425 {{-0.180696 , 0.978921 , -0.298230 },{ -0.086800 , -0.984298 , 0.153701}},
14426 {{-0.181075 , 0.978217 , -0.302952 },{ -0.086800 , -0.984298 , 0.153701}},
14427 {{-0.180696 , 0.978921 , -0.298230 },{ 0.557662 , -0.826355 , 0.078428}},
14428 {{-0.185652 , 0.975679 , -0.297149 },{ 0.557662 , -0.826355 , 0.078428}},
14429 {{-0.181075 , 0.978217 , -0.302952 },{ 0.557662 , -0.826355 , 0.078428}},
14430 {{-0.181075 , 0.978217 , -0.302952 },{ 0.486559 , -0.873646 , 0.001663}},
14431 {{-0.185652 , 0.975679 , -0.297149 },{ 0.486559 , -0.873646 , 0.001663}},
14432 {{-0.187704 , 0.974530 , -0.300402 },{ 0.486559 , -0.873646 , 0.001663}},
14433 {{-0.181075 , 0.978217 , -0.302952 },{ 0.439905 , -0.182820 , 0.879239}},
14434 {{-0.187704 , 0.974530 , -0.300402 },{ 0.439905 , -0.182820 , 0.879239}},
14435 {{-0.185470 , 0.971518 , -0.302146 },{ 0.439905 , -0.182820 , 0.879239}},
14436 {{-0.181075 , 0.978217 , -0.302952 },{ 0.570926 , -0.281786 , 0.771129}},
14437 {{-0.185470 , 0.971518 , -0.302146 },{ 0.570926 , -0.281786 , 0.771129}},
14438 {{-0.180543 , 0.973808 , -0.304957 },{ 0.570926 , -0.281786 , 0.771129}},
14439 {{-0.181075 , 0.978217 , -0.302952 },{ -0.131456 , -0.423467 , 0.896323}},
14440 {{-0.180543 , 0.973808 , -0.304957 },{ -0.131456 , -0.423467 , 0.896323}},
14441 {{-0.174885 , 0.974181 , -0.303951 },{ -0.131456 , -0.423467 , 0.896323}},
14442 {{-0.181075 , 0.978217 , -0.302952 },{ -0.021925 , -0.271768 , 0.962113}},
14443 {{-0.174885 , 0.974181 , -0.303951 },{ -0.021925 , -0.271768 , 0.962113}},
14444 {{-0.173535 , 0.978200 , -0.302785 },{ -0.021925 , -0.271768 , 0.962113}},
14445 {{-0.175052 , 0.978318 , -0.298904 },{ -0.153980 , -0.811990 , -0.562995}},
14446 {{-0.179490 , 0.975030 , -0.292948 },{ -0.153980 , -0.811990 , -0.562995}},
14447 {{-0.180696 , 0.978921 , -0.298230 },{ -0.153980 , -0.811990 , -0.562995}},
14448 {{-0.172175 , 0.975682 , -0.295280 },{ -0.095644 , -0.839576 , -0.534756}},
14449 {{-0.179490 , 0.975030 , -0.292948 },{ -0.095644 , -0.839576 , -0.534756}},
14450 {{-0.175052 , 0.978318 , -0.298904 },{ -0.095644 , -0.839576 , -0.534756}},
14451 {{-0.170199 , 0.969508 , -0.289515 },{ -0.159321 , -0.700523 , -0.695618}},
14452 {{-0.179490 , 0.975030 , -0.292948 },{ -0.159321 , -0.700523 , -0.695618}},
14453 {{-0.172175 , 0.975682 , -0.295280 },{ -0.159321 , -0.700523 , -0.695618}},
14454 {{-0.170199 , 0.969508 , -0.289515 },{ -0.178034 , -0.717927 , -0.672968}},
14455 {{-0.177910 , 0.969252 , -0.287202 },{ -0.178034 , -0.717927 , -0.672968}},
14456 {{-0.179490 , 0.975030 , -0.292948 },{ -0.178034 , -0.717927 , -0.672968}},
14457 {{-0.186687 , 0.972266 , -0.292903 },{ 0.248557 , -0.644275 , -0.723277}},
14458 {{-0.177910 , 0.969252 , -0.287202 },{ 0.248557 , -0.644275 , -0.723277}},
14459 {{-0.185404 , 0.966362 , -0.287203 },{ 0.248557 , -0.644275 , -0.723277}},
14460 {{-0.186687 , 0.972266 , -0.292903 },{ 0.244824 , -0.649203 , -0.720136}},
14461 {{-0.179490 , 0.975030 , -0.292948 },{ 0.244824 , -0.649203 , -0.720136}},
14462 {{-0.177910 , 0.969252 , -0.287202 },{ 0.244824 , -0.649203 , -0.720136}},
14463 {{-0.179490 , 0.975030 , -0.292948 },{ 0.295516 , -0.778490 , -0.553736}},
14464 {{-0.186687 , 0.972266 , -0.292903 },{ 0.295516 , -0.778490 , -0.553736}},
14465 {{-0.185652 , 0.975679 , -0.297149 },{ 0.295516 , -0.778490 , -0.553736}},
14466 {{-0.179490 , 0.975030 , -0.292948 },{ 0.338069 , -0.719212 , -0.606995}},
14467 {{-0.185652 , 0.975679 , -0.297149 },{ 0.338069 , -0.719212 , -0.606995}},
14468 {{-0.180696 , 0.978921 , -0.298230 },{ 0.338069 , -0.719212 , -0.606995}},
14469 {{-0.162869 , 0.956007 , -0.281256 },{ -0.901152 , 0.158195 , 0.403608}},
14470 {{-0.163882 , 0.947953 , -0.280361 },{ -0.901152 , 0.158195 , 0.403608}},
14471 {{-0.161615 , 0.953315 , -0.277401 },{ -0.901152 , 0.158195 , 0.403608}},
14472 {{-0.162869 , 0.956007 , -0.281256 },{ -0.896627 , 0.158710 , 0.413365}},
14473 {{-0.165170 , 0.950743 , -0.284226 },{ -0.896627 , 0.158710 , 0.413365}},
14474 {{-0.163882 , 0.947953 , -0.280361 },{ -0.896627 , 0.158710 , 0.413365}},
14475 {{-0.163882 , 0.947953 , -0.280361 },{ -0.884681 , 0.126304 , 0.448762}},
14476 {{-0.162448 , 0.945011 , -0.276706 },{ -0.884681 , 0.126304 , 0.448762}},
14477 {{-0.161615 , 0.953315 , -0.277401 },{ -0.884681 , 0.126304 , 0.448762}},
14478 {{-0.161615 , 0.953315 , -0.277401 },{ -0.963280 , 0.116862 , 0.241731}},
14479 {{-0.162448 , 0.945011 , -0.276706 },{ -0.963280 , 0.116862 , 0.241731}},
14480 {{-0.160777 , 0.950062 , -0.272489 },{ -0.963280 , 0.116862 , 0.241731}},
14481 {{-0.161615 , 0.953315 , -0.277401 },{ -0.882247 , -0.447604 , -0.145911}},
14482 {{-0.160777 , 0.950062 , -0.272489 },{ -0.882247 , -0.447604 , -0.145911}},
14483 {{-0.164459 , 0.955931 , -0.268230 },{ -0.882247 , -0.447604 , -0.145911}},
14484 {{-0.161615 , 0.953315 , -0.277401 },{ -0.826634 , -0.554089 , -0.098290}},
14485 {{-0.164459 , 0.955931 , -0.268230 },{ -0.826634 , -0.554089 , -0.098290}},
14486 {{-0.165021 , 0.957801 , -0.274045 },{ -0.826634 , -0.554089 , -0.098290}},
14487 {{-0.166271 , 0.960319 , -0.277728 },{ -0.826630 , -0.554099 , -0.098272}},
14488 {{-0.161615 , 0.953315 , -0.277401 },{ -0.826630 , -0.554099 , -0.098272}},
14489 {{-0.165021 , 0.957801 , -0.274045 },{ -0.826630 , -0.554099 , -0.098272}},
14490 {{-0.166271 , 0.960319 , -0.277728 },{ -0.824368 , -0.553535 , -0.118389}},
14491 {{-0.162869 , 0.956007 , -0.281256 },{ -0.824368 , -0.553535 , -0.118389}},
14492 {{-0.161615 , 0.953315 , -0.277401 },{ -0.824368 , -0.553535 , -0.118389}},
14493 {{-0.187704 , 0.974530 , -0.300402 },{ 0.822071 , -0.437948 , -0.363869}},
14494 {{-0.185652 , 0.975679 , -0.297149 },{ 0.822071 , -0.437948 , -0.363869}},
14495 {{-0.188916 , 0.968512 , -0.295897 },{ 0.822071 , -0.437948 , -0.363869}},
14496 {{-0.185652 , 0.975679 , -0.297149 },{ 0.894101 , -0.429414 , -0.127230}},
14497 {{-0.186687 , 0.972266 , -0.292903 },{ 0.894101 , -0.429414 , -0.127230}},
14498 {{-0.188916 , 0.968512 , -0.295897 },{ 0.894101 , -0.429414 , -0.127230}},
14499 {{-0.188916 , 0.968512 , -0.295897 },{ 0.889773 , -0.201844 , -0.409345}},
14500 {{-0.186687 , 0.972266 , -0.292903 },{ 0.889773 , -0.201844 , -0.409345}},
14501 {{-0.185404 , 0.966362 , -0.287203 },{ 0.889773 , -0.201844 , -0.409345}},
14502 {{-0.188916 , 0.968512 , -0.295897 },{ 0.899197 , -0.166826 , -0.404492}},
14503 {{-0.185404 , 0.966362 , -0.287203 },{ 0.899197 , -0.166826 , -0.404492}},
14504 {{-0.187601 , 0.961874 , -0.290236 },{ 0.899197 , -0.166826 , -0.404492}},
14505 {{-0.188916 , 0.968512 , -0.295897 },{ 0.867474 , 0.410955 , 0.280366}},
14506 {{-0.187601 , 0.961874 , -0.290236 },{ 0.867474 , 0.410955 , 0.280366}},
14507 {{-0.184736 , 0.958440 , -0.294067 },{ 0.867474 , 0.410955 , 0.280366}},
14508 {{-0.186313 , 0.965906 , -0.299703 },{ 0.858620 , 0.411805 , 0.305267}},
14509 {{-0.188916 , 0.968512 , -0.295897 },{ 0.858620 , 0.411805 , 0.305267}},
14510 {{-0.184736 , 0.958440 , -0.294067 },{ 0.858620 , 0.411805 , 0.305267}},
14511 {{-0.185470 , 0.971518 , -0.302146 },{ 0.851167 , 0.096725 , 0.515905}},
14512 {{-0.188916 , 0.968512 , -0.295897 },{ 0.851167 , 0.096725 , 0.515905}},
14513 {{-0.186313 , 0.965906 , -0.299703 },{ 0.851167 , 0.096725 , 0.515905}},
14514 {{-0.185470 , 0.971518 , -0.302146 },{ 0.787187 , 0.260066 , 0.559198}},
14515 {{-0.187704 , 0.974530 , -0.300402 },{ 0.787187 , 0.260066 , 0.559198}},
14516 {{-0.188916 , 0.968512 , -0.295897 },{ 0.787187 , 0.260066 , 0.559198}},
14517 {{-0.180543 , 0.973808 , -0.304957 },{ 0.303010 , 0.406254 , 0.862057}},
14518 {{-0.185470 , 0.971518 , -0.302146 },{ 0.303010 , 0.406254 , 0.862057}},
14519 {{-0.179014 , 0.966586 , -0.302091 },{ 0.303010 , 0.406254 , 0.862057}},
14520 {{-0.185470 , 0.971518 , -0.302146 },{ 0.261261 , 0.352013 , 0.898794}},
14521 {{-0.186313 , 0.965906 , -0.299703 },{ 0.261261 , 0.352013 , 0.898794}},
14522 {{-0.179014 , 0.966586 , -0.302091 },{ 0.261261 , 0.352013 , 0.898794}},
14523 {{-0.179014 , 0.966586 , -0.302091 },{ 0.192254 , 0.616802 , 0.763278}},
14524 {{-0.186313 , 0.965906 , -0.299703 },{ 0.192254 , 0.616802 , 0.763278}},
14525 {{-0.184736 , 0.958440 , -0.294067 },{ 0.192254 , 0.616802 , 0.763278}},
14526 {{-0.179014 , 0.966586 , -0.302091 },{ 0.217060 , 0.603382 , 0.767343}},
14527 {{-0.184736 , 0.958440 , -0.294067 },{ 0.217060 , 0.603382 , 0.767343}},
14528 {{-0.177045 , 0.958714 , -0.296458 },{ 0.217060 , 0.603382 , 0.767343}},
14529 {{-0.169571 , 0.961623 , -0.296535 },{ -0.200365 , 0.536492 , 0.819774}},
14530 {{-0.179014 , 0.966586 , -0.302091 },{ -0.200365 , 0.536492 , 0.819774}},
14531 {{-0.177045 , 0.958714 , -0.296458 },{ -0.200365 , 0.536492 , 0.819774}},
14532 {{-0.169571 , 0.961623 , -0.296535 },{ -0.198048 , 0.539397 , 0.818430}},
14533 {{-0.171834 , 0.969377 , -0.302193 },{ -0.198048 , 0.539397 , 0.818430}},
14534 {{-0.179014 , 0.966586 , -0.302091 },{ -0.198048 , 0.539397 , 0.818430}},
14535 {{-0.174885 , 0.974181 , -0.303951 },{ -0.097872 , 0.286605 , 0.953036}},
14536 {{-0.179014 , 0.966586 , -0.302091 },{ -0.097872 , 0.286605 , 0.953036}},
14537 {{-0.171834 , 0.969377 , -0.302193 },{ -0.097872 , 0.286605 , 0.953036}},
14538 {{-0.174885 , 0.974181 , -0.303951 },{ -0.186288 , 0.328077 , 0.926101}},
14539 {{-0.180543 , 0.973808 , -0.304957 },{ -0.186288 , 0.328077 , 0.926101}},
14540 {{-0.179014 , 0.966586 , -0.302091 },{ -0.186288 , 0.328077 , 0.926101}},
14541 {{-0.184330 , 0.987977 , -0.292025 },{ -0.861801 , -0.210366 , -0.461567}},
14542 {{-0.184364 , 0.984090 , -0.290190 },{ -0.861801 , -0.210366 , -0.461567}},
14543 {{-0.186992 , 0.986220 , -0.286254 },{ -0.861801 , -0.210366 , -0.461567}},
14544 {{-0.184330 , 0.987977 , -0.292025 },{ -0.903913 , -0.031549 , -0.426552}},
14545 {{-0.186992 , 0.986220 , -0.286254 },{ -0.903913 , -0.031549 , -0.426552}},
14546 {{-0.187157 , 0.989920 , -0.286178 },{ -0.903913 , -0.031549 , -0.426552}},
14547 {{-0.184330 , 0.987977 , -0.292025 },{ -0.295740 , -0.940125 , 0.169420}},
14548 {{-0.187157 , 0.989920 , -0.286178 },{ -0.295740 , -0.940125 , 0.169420}},
14549 {{-0.190025 , 0.990334 , -0.288887 },{ -0.295740 , -0.940125 , 0.169420}},
14550 {{-0.184330 , 0.987977 , -0.292025 },{ -0.379851 , -0.925032 , 0.005435}},
14551 {{-0.190025 , 0.990334 , -0.288887 },{ -0.379851 , -0.925032 , 0.005435}},
14552 {{-0.188321 , 0.989606 , -0.293691 },{ -0.379851 , -0.925032 , 0.005435}},
14553 {{-0.188321 , 0.989606 , -0.293691 },{ -0.503640 , -0.569438 , 0.649682}},
14554 {{-0.188830 , 0.985715 , -0.297496 },{ -0.503640 , -0.569438 , 0.649682}},
14555 {{-0.184330 , 0.987977 , -0.292025 },{ -0.503640 , -0.569438 , 0.649682}},
14556 {{-0.184330 , 0.987977 , -0.292025 },{ -0.376140 , -0.705242 , 0.600959}},
14557 {{-0.188830 , 0.985715 , -0.297496 },{ -0.376140 , -0.705242 , 0.600959}},
14558 {{-0.185527 , 0.983777 , -0.297703 },{ -0.376140 , -0.705242 , 0.600959}},
14559 {{-0.185527 , 0.983777 , -0.297703 },{ -0.978680 , 0.196022 , 0.061322}},
14560 {{-0.185783 , 0.981611 , -0.294865 },{ -0.978680 , 0.196022 , 0.061322}},
14561 {{-0.184330 , 0.987977 , -0.292025 },{ -0.978680 , 0.196022 , 0.061322}},
14562 {{-0.185783 , 0.981611 , -0.294865 },{ -0.965865 , 0.117448 , 0.230892}},
14563 {{-0.184364 , 0.984090 , -0.290190 },{ -0.965865 , 0.117448 , 0.230892}},
14564 {{-0.184330 , 0.987977 , -0.292025 },{ -0.965865 , 0.117448 , 0.230892}},
14565 {{-0.187157 , 0.989920 , -0.286178 },{ -0.348947 , 0.003687 , -0.937135}},
14566 {{-0.186992 , 0.986220 , -0.286254 },{ -0.348947 , 0.003687 , -0.937135}},
14567 {{-0.193454 , 0.987701 , -0.283842 },{ -0.348947 , 0.003687 , -0.937135}},
14568 {{-0.193454 , 0.987701 , -0.283842 },{ -0.383376 , -0.206772 , -0.900149}},
14569 {{-0.186992 , 0.986220 , -0.286254 },{ -0.383376 , -0.206772 , -0.900149}},
14570 {{-0.191030 , 0.983838 , -0.283987 },{ -0.383376 , -0.206772 , -0.900149}},
14571 {{-0.200880 , 0.983408 , -0.283086 },{ -0.090600 , -0.011261 , -0.995824}},
14572 {{-0.191030 , 0.983838 , -0.283987 },{ -0.090600 , -0.011261 , -0.995824}},
14573 {{-0.197855 , 0.979764 , -0.283320 },{ -0.090600 , -0.011261 , -0.995824}},
14574 {{-0.200880 , 0.983408 , -0.283086 },{ -0.090243 , -0.019247 , -0.995734}},
14575 {{-0.193454 , 0.987701 , -0.283842 },{ -0.090243 , -0.019247 , -0.995734}},
14576 {{-0.191030 , 0.983838 , -0.283987 },{ -0.090243 , -0.019247 , -0.995734}},
14577 {{-0.195341 , 0.989443 , -0.287621 },{ 0.388248 , -0.754243 , -0.529510}},
14578 {{-0.200880 , 0.983408 , -0.283086 },{ 0.388248 , -0.754243 , -0.529510}},
14579 {{-0.203360 , 0.984783 , -0.286863 },{ 0.388248 , -0.754243 , -0.529510}},
14580 {{-0.195341 , 0.989443 , -0.287621 },{ 0.380548 , -0.752838 , -0.537046}},
14581 {{-0.193454 , 0.987701 , -0.283842 },{ 0.380548 , -0.752838 , -0.537046}},
14582 {{-0.200880 , 0.983408 , -0.283086 },{ 0.380548 , -0.752838 , -0.537046}},
14583 {{-0.190025 , 0.990334 , -0.288887 },{ 0.046426 , -0.898167 , -0.437197}},
14584 {{-0.193454 , 0.987701 , -0.283842 },{ 0.046426 , -0.898167 , -0.437197}},
14585 {{-0.195341 , 0.989443 , -0.287621 },{ 0.046426 , -0.898167 , -0.437197}},
14586 {{-0.187157 , 0.989920 , -0.286178 },{ 0.194813 , -0.917603 , -0.346485}},
14587 {{-0.193454 , 0.987701 , -0.283842 },{ 0.194813 , -0.917603 , -0.346485}},
14588 {{-0.190025 , 0.990334 , -0.288887 },{ 0.194813 , -0.917603 , -0.346485}},
14589 {{-0.202712 , 0.964543 , -0.292879 },{ -0.939401 , -0.234577 , 0.249999}},
14590 {{-0.200108 , 0.964070 , -0.283538 },{ -0.939401 , -0.234577 , 0.249999}},
14591 {{-0.202074 , 0.968650 , -0.286628 },{ -0.939401 , -0.234577 , 0.249999}},
14592 {{-0.202712 , 0.964543 , -0.292879 },{ -0.945146 , -0.206594 , 0.253017}},
14593 {{-0.200579 , 0.959059 , -0.289389 },{ -0.945146 , -0.206594 , 0.253017}},
14594 {{-0.200108 , 0.964070 , -0.283538 },{ -0.945146 , -0.206594 , 0.253017}},
14595 {{-0.200579 , 0.959059 , -0.289389 },{ -0.871165 , -0.336070 , 0.357951}},
14596 {{-0.196819 , 0.953381 , -0.285569 },{ -0.871165 , -0.336070 , 0.357951}},
14597 {{-0.200108 , 0.964070 , -0.283538 },{ -0.871165 , -0.336070 , 0.357951}},
14598 {{-0.196819 , 0.953381 , -0.285569 },{ -0.818573 , -0.339861 , 0.463070}},
14599 {{-0.196216 , 0.958748 , -0.280564 },{ -0.818573 , -0.339861 , 0.463070}},
14600 {{-0.200108 , 0.964070 , -0.283538 },{ -0.818573 , -0.339861 , 0.463070}},
14601 {{-0.200108 , 0.964070 , -0.283538 },{ -0.805465 , -0.592610 , -0.006383}},
14602 {{-0.196216 , 0.958748 , -0.280564 },{ -0.805465 , -0.592610 , -0.006383}},
14603 {{-0.199298 , 0.962860 , -0.273415 },{ -0.805465 , -0.592610 , -0.006383}},
14604 {{-0.200108 , 0.964070 , -0.283538 },{ -0.788353 , -0.615135 , -0.010445}},
14605 {{-0.199298 , 0.962860 , -0.273415 },{ -0.788353 , -0.615135 , -0.010445}},
14606 {{-0.203080 , 0.967771 , -0.277185 },{ -0.788353 , -0.615135 , -0.010445}},
14607 {{-0.200108 , 0.964070 , -0.283538 },{ -0.885094 , -0.437300 , -0.159302}},
14608 {{-0.203080 , 0.967771 , -0.277185 },{ -0.885094 , -0.437300 , -0.159302}},
14609 {{-0.204865 , 0.972704 , -0.280809 },{ -0.885094 , -0.437300 , -0.159302}},
14610 {{-0.202074 , 0.968650 , -0.286628 },{ -0.884793 , -0.453131 , -0.108689}},
14611 {{-0.200108 , 0.964070 , -0.283538 },{ -0.884793 , -0.453131 , -0.108689}},
14612 {{-0.204865 , 0.972704 , -0.280809 },{ -0.884793 , -0.453131 , -0.108689}},
14613 {{-0.188321 , 0.989606 , -0.293691 },{ 0.305098 , -0.919580 , 0.247564}},
14614 {{-0.190025 , 0.990334 , -0.288887 },{ 0.305098 , -0.919580 , 0.247564}},
14615 {{-0.195263 , 0.987190 , -0.294110 },{ 0.305098 , -0.919580 , 0.247564}},
14616 {{-0.190025 , 0.990334 , -0.288887 },{ 0.230527 , -0.918376 , 0.321624}},
14617 {{-0.195341 , 0.989443 , -0.287621 },{ 0.230527 , -0.918376 , 0.321624}},
14618 {{-0.195263 , 0.987190 , -0.294110 },{ 0.230527 , -0.918376 , 0.321624}},
14619 {{-0.195263 , 0.987190 , -0.294110 },{ 0.501259 , -0.815547 , 0.289177}},
14620 {{-0.195341 , 0.989443 , -0.287621 },{ 0.501259 , -0.815547 , 0.289177}},
14621 {{-0.203360 , 0.984783 , -0.286863 },{ 0.501259 , -0.815547 , 0.289177}},
14622 {{-0.195263 , 0.987190 , -0.294110 },{ 0.511694 , -0.803238 , 0.304924}},
14623 {{-0.203360 , 0.984783 , -0.286863 },{ 0.511694 , -0.803238 , 0.304924}},
14624 {{-0.203490 , 0.982194 , -0.293465 },{ 0.511694 , -0.803238 , 0.304924}},
14625 {{-0.201769 , 0.977943 , -0.298888 },{ 0.436065 , -0.635852 , 0.636819}},
14626 {{-0.195263 , 0.987190 , -0.294110 },{ 0.436065 , -0.635852 , 0.636819}},
14627 {{-0.203490 , 0.982194 , -0.293465 },{ 0.436065 , -0.635852 , 0.636819}},
14628 {{-0.201769 , 0.977943 , -0.298888 },{ 0.447183 , -0.638354 , 0.626523}},
14629 {{-0.193744 , 0.983072 , -0.299390 },{ 0.447183 , -0.638354 , 0.626523}},
14630 {{-0.195263 , 0.987190 , -0.294110 },{ 0.447183 , -0.638354 , 0.626523}},
14631 {{-0.188830 , 0.985715 , -0.297496 },{ 0.161283 , -0.755169 , 0.635379}},
14632 {{-0.195263 , 0.987190 , -0.294110 },{ 0.161283 , -0.755169 , 0.635379}},
14633 {{-0.193744 , 0.983072 , -0.299390 },{ 0.161283 , -0.755169 , 0.635379}},
14634 {{-0.188321 , 0.989606 , -0.293691 },{ 0.201518 , -0.698166 , 0.686990}},
14635 {{-0.195263 , 0.987190 , -0.294110 },{ 0.201518 , -0.698166 , 0.686990}},
14636 {{-0.188830 , 0.985715 , -0.297496 },{ 0.201518 , -0.698166 , 0.686990}},
14637 {{-0.188830 , 0.985715 , -0.297496 },{ -0.095408 , -0.265088 , 0.959492}},
14638 {{-0.191305 , 0.979222 , -0.299536 },{ -0.095408 , -0.265088 , 0.959492}},
14639 {{-0.185527 , 0.983777 , -0.297703 },{ -0.095408 , -0.265088 , 0.959492}},
14640 {{-0.188830 , 0.985715 , -0.297496 },{ -0.257447 , -0.198954 , 0.945589}},
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14643 {{-0.191305 , 0.979222 , -0.299536 },{ 0.063262 , -0.011980 , 0.997925}},
14644 {{-0.201769 , 0.977943 , -0.298888 },{ 0.063262 , -0.011980 , 0.997925}},
14645 {{-0.198699 , 0.974329 , -0.299126 },{ 0.063262 , -0.011980 , 0.997925}},
14646 {{-0.191305 , 0.979222 , -0.299536 },{ 0.061660 , 0.001211 , 0.998096}},
14647 {{-0.193744 , 0.983072 , -0.299390 },{ 0.061660 , 0.001211 , 0.998096}},
14648 {{-0.201769 , 0.977943 , -0.298888 },{ 0.061660 , 0.001211 , 0.998096}},
14649 {{-0.196174 , 0.972986 , -0.295353 },{ -0.440327 , 0.711301 , 0.547871}},
14650 {{-0.191305 , 0.979222 , -0.299536 },{ -0.440327 , 0.711301 , 0.547871}},
14651 {{-0.198699 , 0.974329 , -0.299126 },{ -0.440327 , 0.711301 , 0.547871}},
14652 {{-0.196174 , 0.972986 , -0.295353 },{ -0.440320 , 0.711300 , 0.547878}},
14653 {{-0.189403 , 0.977491 , -0.295760 },{ -0.440320 , 0.711300 , 0.547878}},
14654 {{-0.191305 , 0.979222 , -0.299536 },{ -0.440320 , 0.711300 , 0.547878}},
14655 {{-0.191305 , 0.979222 , -0.299536 },{ -0.679002 , 0.474988 , 0.559770}},
14656 {{-0.189403 , 0.977491 , -0.295760 },{ -0.679002 , 0.474988 , 0.559770}},
14657 {{-0.185783 , 0.981611 , -0.294865 },{ -0.679002 , 0.474988 , 0.559770}},
14658 {{-0.191305 , 0.979222 , -0.299536 },{ -0.639197 , 0.638061 , 0.429309}},
14659 {{-0.185783 , 0.981611 , -0.294865 },{ -0.639197 , 0.638061 , 0.429309}},
14660 {{-0.185527 , 0.983777 , -0.297703 },{ -0.639197 , 0.638061 , 0.429309}},
14661 {{-0.183531 , 1.000217 , -0.278254 },{ -0.899752 , -0.180993 , -0.397098}},
14662 {{-0.183467 , 0.996270 , -0.276600 },{ -0.899752 , -0.180993 , -0.397098}},
14663 {{-0.185765 , 0.998163 , -0.272256 },{ -0.899752 , -0.180993 , -0.397098}},
14664 {{-0.183531 , 1.000217 , -0.278254 },{ -0.937458 , 0.003145 , -0.348085}},
14665 {{-0.185765 , 0.998163 , -0.272256 },{ -0.937458 , 0.003145 , -0.348085}},
14666 {{-0.185856 , 1.001806 , -0.271978 },{ -0.937458 , 0.003145 , -0.348085}},
14667 {{-0.183531 , 1.000217 , -0.278254 },{ -0.239710 , -0.958568 , 0.153903}},
14668 {{-0.185856 , 1.001806 , -0.271978 },{ -0.239710 , -0.958568 , 0.153903}},
14669 {{-0.189159 , 1.002265 , -0.274264 },{ -0.239710 , -0.958568 , 0.153903}},
14670 {{-0.183531 , 1.000217 , -0.278254 },{ -0.348510 , -0.937246 , -0.010505}},
14671 {{-0.189159 , 1.002265 , -0.274264 },{ -0.348510 , -0.937246 , -0.010505}},
14672 {{-0.187856 , 1.001837 , -0.279309 },{ -0.348510 , -0.937246 , -0.010505}},
14673 {{-0.187856 , 1.001837 , -0.279309 },{ -0.395743 , -0.608676 , 0.687678}},
14674 {{-0.188877 , 0.998124 , -0.283183 },{ -0.395743 , -0.608676 , 0.687678}},
14675 {{-0.183531 , 1.000217 , -0.278254 },{ -0.395743 , -0.608676 , 0.687678}},
14676 {{-0.183531 , 1.000217 , -0.278254 },{ -0.266892 , -0.748354 , 0.607236}},
14677 {{-0.188877 , 0.998124 , -0.283183 },{ -0.266892 , -0.748354 , 0.607236}},
14678 {{-0.185467 , 0.996301 , -0.283931 },{ -0.266892 , -0.748354 , 0.607236}},
14679 {{-0.185467 , 0.996301 , -0.283931 },{ -0.959713 , 0.218679 , 0.176439}},
14680 {{-0.185477 , 0.994039 , -0.281182 },{ -0.959713 , 0.218679 , 0.176439}},
14681 {{-0.183531 , 1.000217 , -0.278254 },{ -0.959713 , 0.218679 , 0.176439}},
14682 {{-0.185477 , 0.994039 , -0.281182 },{ -0.929703 , 0.129423 , 0.344822}},
14683 {{-0.183467 , 0.996270 , -0.276600 },{ -0.929703 , 0.129423 , 0.344822}},
14684 {{-0.183531 , 1.000217 , -0.278254 },{ -0.929703 , 0.129423 , 0.344822}},
14685 {{-0.185856 , 1.001806 , -0.271978 },{ -0.443828 , 0.057155 , -0.894287}},
14686 {{-0.185765 , 0.998163 , -0.272256 },{ -0.443828 , 0.057155 , -0.894287}},
14687 {{-0.192307 , 0.999356 , -0.268933 },{ -0.443828 , 0.057155 , -0.894287}},
14688 {{-0.192307 , 0.999356 , -0.268933 },{ -0.470036 , -0.159418 , -0.868131}},
14689 {{-0.185765 , 0.998163 , -0.272256 },{ -0.470036 , -0.159418 , -0.868131}},
14690 {{-0.189807 , 0.995666 , -0.269609 },{ -0.470036 , -0.159418 , -0.868131}},
14691 {{-0.200226 , 0.995175 , -0.267562 },{ -0.195015 , 0.055910 , -0.979206}},
14692 {{-0.189807 , 0.995666 , -0.269609 },{ -0.195015 , 0.055910 , -0.979206}},
14693 {{-0.197263 , 0.991639 , -0.268354 },{ -0.195015 , 0.055910 , -0.979206}},
14694 {{-0.200226 , 0.995175 , -0.267562 },{ -0.194719 , 0.047550 , -0.979706}},
14695 {{-0.192307 , 0.999356 , -0.268933 },{ -0.194719 , 0.047550 , -0.979706}},
14696 {{-0.189807 , 0.995666 , -0.269609 },{ -0.194719 , 0.047550 , -0.979706}},
14697 {{-0.194681 , 1.001149 , -0.272319 },{ 0.297929 , -0.748397 , -0.592571}},
14698 {{-0.200226 , 0.995175 , -0.267562 },{ 0.297929 , -0.748397 , -0.592571}},
14699 {{-0.203074 , 0.996708 , -0.270930 },{ 0.297929 , -0.748397 , -0.592571}},
14700 {{-0.194681 , 1.001149 , -0.272319 },{ 0.290390 , -0.746379 , -0.598825}},
14701 {{-0.192307 , 0.999356 , -0.268933 },{ 0.290390 , -0.746379 , -0.598825}},
14702 {{-0.200226 , 0.995175 , -0.267562 },{ 0.290390 , -0.746379 , -0.598825}},
14703 {{-0.189159 , 1.002265 , -0.274264 },{ 0.011012 , -0.880479 , -0.473957}},
14704 {{-0.192307 , 0.999356 , -0.268933 },{ 0.011012 , -0.880479 , -0.473957}},
14705 {{-0.194681 , 1.001149 , -0.272319 },{ 0.011012 , -0.880479 , -0.473957}},
14706 {{-0.185856 , 1.001806 , -0.271978 },{ 0.152962 , -0.902666 , -0.402240}},
14707 {{-0.192307 , 0.999356 , -0.268933 },{ 0.152962 , -0.902666 , -0.402240}},
14708 {{-0.189159 , 1.002265 , -0.274264 },{ 0.152962 , -0.902666 , -0.402240}},
14709 {{-0.207029 , 0.977347 , -0.278410 },{ -0.975005 , 0.205644 , 0.084114}},
14710 {{-0.206978 , 0.973517 , -0.268455 },{ -0.975005 , 0.205644 , 0.084114}},
14711 {{-0.205800 , 0.980443 , -0.271733 },{ -0.975005 , 0.205644 , 0.084114}},
14712 {{-0.207029 , 0.977347 , -0.278410 },{ -0.981683 , 0.176074 , 0.072771}},
14713 {{-0.208187 , 0.969500 , -0.275045 },{ -0.981683 , 0.176074 , 0.072771}},
14714 {{-0.206978 , 0.973517 , -0.268455 },{ -0.981683 , 0.176074 , 0.072771}},
14715 {{-0.208187 , 0.969500 , -0.275045 },{ -0.933101 , -0.204473 , 0.295828}},
14716 {{-0.205528 , 0.961136 , -0.272439 },{ -0.933101 , -0.204473 , 0.295828}},
14717 {{-0.206978 , 0.973517 , -0.268455 },{ -0.933101 , -0.204473 , 0.295828}},
14718 {{-0.205528 , 0.961136 , -0.272439 },{ -0.952872 , -0.188169 , 0.237967}},
14719 {{-0.204608 , 0.965823 , -0.265049 },{ -0.952872 , -0.188169 , 0.237967}},
14720 {{-0.206978 , 0.973517 , -0.268455 },{ -0.952872 , -0.188169 , 0.237967}},
14721 {{-0.208478 , 0.976937 , -0.261534 },{ -0.947396 , -0.317754 , -0.038375}},
14722 {{-0.204608 , 0.965823 , -0.265049 },{ -0.947396 , -0.317754 , -0.038375}},
14723 {{-0.206061 , 0.969131 , -0.256569 },{ -0.947396 , -0.317754 , -0.038375}},
14724 {{-0.208478 , 0.976937 , -0.261534 },{ -0.948018 , -0.314234 , -0.050187}},
14725 {{-0.206978 , 0.973517 , -0.268455 },{ -0.948018 , -0.314234 , -0.050187}},
14726 {{-0.204608 , 0.965823 , -0.265049 },{ -0.948018 , -0.314234 , -0.050187}},
14727 {{-0.206978 , 0.973517 , -0.268455 },{ -0.973016 , 0.034832 , -0.228095}},
14728 {{-0.208478 , 0.976937 , -0.261534 },{ -0.973016 , 0.034832 , -0.228095}},
14729 {{-0.207306 , 0.984196 , -0.265425 },{ -0.973016 , 0.034832 , -0.228095}},
14730 {{-0.205800 , 0.980443 , -0.271733 },{ -0.965681 , 0.043016 , -0.256145}},
14731 {{-0.206978 , 0.973517 , -0.268455 },{ -0.965681 , 0.043016 , -0.256145}},
14732 {{-0.207306 , 0.984196 , -0.265425 },{ -0.965681 , 0.043016 , -0.256145}},
14733 {{-0.187856 , 1.001837 , -0.279309 },{ 0.337312 , -0.926690 , 0.165728}},
14734 {{-0.189159 , 1.002265 , -0.274264 },{ 0.337312 , -0.926690 , 0.165728}},
14735 {{-0.195309 , 0.999205 , -0.278857 },{ 0.337312 , -0.926690 , 0.165728}},
14736 {{-0.189159 , 1.002265 , -0.274264 },{ 0.275524 , -0.928336 , 0.249557}},
14737 {{-0.194681 , 1.001149 , -0.272319 },{ 0.275524 , -0.928336 , 0.249557}},
14738 {{-0.195309 , 0.999205 , -0.278857 },{ 0.275524 , -0.928336 , 0.249557}},
14739 {{-0.195309 , 0.999205 , -0.278857 },{ 0.492286 , -0.843036 , 0.216668}},
14740 {{-0.203074 , 0.996708 , -0.270930 },{ 0.492286 , -0.843036 , 0.216668}},
14741 {{-0.203879 , 0.994526 , -0.277591 },{ 0.492286 , -0.843036 , 0.216668}},
14742 {{-0.195309 , 0.999205 , -0.278857 },{ 0.484087 , -0.850344 , 0.206335}},
14743 {{-0.194681 , 1.001149 , -0.272319 },{ 0.484087 , -0.850344 , 0.206335}},
14744 {{-0.203074 , 0.996708 , -0.270930 },{ 0.484087 , -0.850344 , 0.206335}},
14745 {{-0.202743 , 0.990666 , -0.283397 },{ 0.460905 , -0.694801 , 0.552104}},
14746 {{-0.195309 , 0.999205 , -0.278857 },{ 0.460905 , -0.694801 , 0.552104}},
14747 {{-0.203879 , 0.994526 , -0.277591 },{ 0.460905 , -0.694801 , 0.552104}},
14748 {{-0.202743 , 0.990666 , -0.283397 },{ 0.465039 , -0.695846 , 0.547300}},
14749 {{-0.194310 , 0.995439 , -0.284494 },{ 0.465039 , -0.695846 , 0.547300}},
14750 {{-0.195309 , 0.999205 , -0.278857 },{ 0.465039 , -0.695846 , 0.547300}},
14751 {{-0.188877 , 0.998124 , -0.283183 },{ 0.250346 , -0.783949 , 0.568112}},
14752 {{-0.195309 , 0.999205 , -0.278857 },{ 0.250346 , -0.783949 , 0.568112}},
14753 {{-0.194310 , 0.995439 , -0.284494 },{ 0.250346 , -0.783949 , 0.568112}},
14754 {{-0.187856 , 1.001837 , -0.279309 },{ 0.294504 , -0.727516 , 0.619667}},
14755 {{-0.195309 , 0.999205 , -0.278857 },{ 0.294504 , -0.727516 , 0.619667}},
14756 {{-0.188877 , 0.998124 , -0.283183 },{ 0.294504 , -0.727516 , 0.619667}},
14757 {{-0.188877 , 0.998124 , -0.283183 },{ 0.039214 , -0.315631 , 0.948071}},
14758 {{-0.191804 , 0.991768 , -0.285178 },{ 0.039214 , -0.315631 , 0.948071}},
14759 {{-0.185467 , 0.996301 , -0.283931 },{ 0.039214 , -0.315631 , 0.948071}},
14760 {{-0.188877 , 0.998124 , -0.283183 },{ -0.107296 , -0.252423 , 0.961650}},
14761 {{-0.194310 , 0.995439 , -0.284494 },{ -0.107296 , -0.252423 , 0.961650}},
14762 {{-0.191804 , 0.991768 , -0.285178 },{ -0.107296 , -0.252423 , 0.961650}},
14763 {{-0.191804 , 0.991768 , -0.285178 },{ 0.168300 , -0.083229 , 0.982216}},
14764 {{-0.202743 , 0.990666 , -0.283397 },{ 0.168300 , -0.083229 , 0.982216}},
14765 {{-0.199765 , 0.987164 , -0.284204 },{ 0.168300 , -0.083229 , 0.982216}},
14766 {{-0.191804 , 0.991768 , -0.285178 },{ 0.167096 , -0.069184 , 0.983510}},
14767 {{-0.194310 , 0.995439 , -0.284494 },{ 0.167096 , -0.069184 , 0.983510}},
14768 {{-0.202743 , 0.990666 , -0.283397 },{ 0.167096 , -0.069184 , 0.983510}},
14769 {{-0.196903 , 0.985665 , -0.280851 },{ -0.339500 , 0.716065 , 0.609911}},
14770 {{-0.191804 , 0.991768 , -0.285178 },{ -0.339500 , 0.716065 , 0.609911}},
14771 {{-0.199765 , 0.987164 , -0.284204 },{ -0.339500 , 0.716065 , 0.609911}},
14772 {{-0.196903 , 0.985665 , -0.280851 },{ -0.336122 , 0.715246 , 0.612736}},
14773 {{-0.189423 , 0.989994 , -0.281801 },{ -0.336122 , 0.715246 , 0.612736}},
14774 {{-0.191804 , 0.991768 , -0.285178 },{ -0.336122 , 0.715246 , 0.612736}},
14775 {{-0.185477 , 0.994039 , -0.281182 },{ -0.585716 , 0.470365 , 0.660070}},
14776 {{-0.191804 , 0.991768 , -0.285178 },{ -0.585716 , 0.470365 , 0.660070}},
14777 {{-0.189423 , 0.989994 , -0.281801 },{ -0.585716 , 0.470365 , 0.660070}},
14778 {{-0.185467 , 0.996301 , -0.283931 },{ -0.561158 , 0.640156 , 0.524691}},
14779 {{-0.191804 , 0.991768 , -0.285178 },{ -0.561158 , 0.640156 , 0.524691}},
14780 {{-0.185477 , 0.994039 , -0.281182 },{ -0.561158 , 0.640156 , 0.524691}},
14781 {{-0.181130 , 1.001890 , -0.269498 },{ -0.814401 , -0.480320 , -0.325642}},
14782 {{-0.180824 , 0.999216 , -0.266319 },{ -0.814401 , -0.480320 , -0.325642}},
14783 {{-0.183868 , 1.002447 , -0.263472 },{ -0.814401 , -0.480320 , -0.325642}},
14784 {{-0.181130 , 1.001890 , -0.269498 },{ -0.878829 , -0.299221 , -0.371653}},
14785 {{-0.183868 , 1.002447 , -0.263472 },{ -0.878829 , -0.299221 , -0.371653}},
14786 {{-0.184421 , 1.005707 , -0.264789 },{ -0.878829 , -0.299221 , -0.371653}},
14787 {{-0.181130 , 1.001890 , -0.269498 },{ -0.260990 , -0.831025 , 0.491205}},
14788 {{-0.184421 , 1.005707 , -0.264789 },{ -0.260990 , -0.831025 , 0.491205}},
14789 {{-0.187012 , 1.004945 , -0.267455 },{ -0.260990 , -0.831025 , 0.491205}},
14790 {{-0.181130 , 1.001890 , -0.269498 },{ -0.337848 , -0.877735 , 0.339765}},
14791 {{-0.187012 , 1.004945 , -0.267455 },{ -0.337848 , -0.877735 , 0.339765}},
14792 {{-0.185031 , 1.002559 , -0.271649 },{ -0.337848 , -0.877735 , 0.339765}},
14793 {{-0.185031 , 1.002559 , -0.271649 },{ -0.496888 , -0.362929 , 0.788279}},
14794 {{-0.184783 , 0.997769 , -0.273698 },{ -0.496888 , -0.362929 , 0.788279}},
14795 {{-0.181130 , 1.001890 , -0.269498 },{ -0.496888 , -0.362929 , 0.788279}},
14796 {{-0.181130 , 1.001890 , -0.269498 },{ -0.368425 , -0.482985 , 0.794347}},
14797 {{-0.184783 , 0.997769 , -0.273698 },{ -0.368425 , -0.482985 , 0.794347}},
14798 {{-0.181434 , 0.996068 , -0.273179 },{ -0.368425 , -0.482985 , 0.794347}},
14799 {{-0.181434 , 0.996068 , -0.273179 },{ -0.996116 , 0.077925 , -0.040990}},
14800 {{-0.181639 , 0.995270 , -0.269714 },{ -0.996116 , 0.077925 , -0.040990}},
14801 {{-0.181130 , 1.001890 , -0.269498 },{ -0.996116 , 0.077925 , -0.040990}},
14802 {{-0.181639 , 0.995270 , -0.269714 },{ -0.985479 , 0.070733 , 0.154362}},
14803 {{-0.180824 , 0.999216 , -0.266319 },{ -0.985479 , 0.070733 , 0.154362}},
14804 {{-0.181130 , 1.001890 , -0.269498 },{ -0.985479 , 0.070733 , 0.154362}},
14805 {{-0.184421 , 1.005707 , -0.264789 },{ -0.341350 , -0.401286 , -0.849971}},
14806 {{-0.183868 , 1.002447 , -0.263472 },{ -0.341350 , -0.401286 , -0.849971}},
14807 {{-0.190348 , 1.004388 , -0.261786 },{ -0.341350 , -0.401286 , -0.849971}},
14808 {{-0.190348 , 1.004388 , -0.261786 },{ -0.363141 , -0.576627 , -0.731868}},
14809 {{-0.183868 , 1.002447 , -0.263472 },{ -0.363141 , -0.576627 , -0.731868}},
14810 {{-0.187691 , 1.001052 , -0.260476 },{ -0.363141 , -0.576627 , -0.731868}},
14811 {{-0.197305 , 1.000557 , -0.259640 },{ -0.058055 , -0.409797 , -0.910327}},
14812 {{-0.187691 , 1.001052 , -0.260476 },{ -0.058055 , -0.409797 , -0.910327}},
14813 {{-0.194393 , 0.997301 , -0.258360 },{ -0.058055 , -0.409797 , -0.910327}},
14814 {{-0.197305 , 1.000557 , -0.259640 },{ -0.058494 , -0.404911 , -0.912483}},
14815 {{-0.190348 , 1.004388 , -0.261786 },{ -0.058494 , -0.404911 , -0.912483}},
14816 {{-0.187691 , 1.001052 , -0.260476 },{ -0.058494 , -0.404911 , -0.912483}},
14817 {{-0.191991 , 1.004470 , -0.265924 },{ 0.431920 , -0.882840 , -0.184496}},
14818 {{-0.197305 , 1.000557 , -0.259640 },{ 0.431920 , -0.882840 , -0.184496}},
14819 {{-0.199124 , 1.000541 , -0.263822 },{ 0.431920 , -0.882840 , -0.184496}},
14820 {{-0.191991 , 1.004470 , -0.265924 },{ 0.428724 , -0.883713 , -0.187743}},
14821 {{-0.190348 , 1.004388 , -0.261786 },{ 0.428724 , -0.883713 , -0.187743}},
14822 {{-0.197305 , 1.000557 , -0.259640 },{ 0.428724 , -0.883713 , -0.187743}},
14823 {{-0.187012 , 1.004945 , -0.267455 },{ 0.079221 , -0.995542 , -0.051187}},
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14854 {{-0.187012 , 1.004945 , -0.267455 },{ 0.342152 , -0.738088 , 0.581514}},
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14856 {{-0.187012 , 1.004945 , -0.267455 },{ 0.266189 , -0.718244 , 0.642860}},
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14859 {{-0.198286 , 0.996155 , -0.269073 },{ 0.514915 , -0.615711 , 0.596458}},
14860 {{-0.191991 , 1.004470 , -0.265924 },{ 0.514915 , -0.615711 , 0.596458}},
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14863 {{-0.191186 , 1.000158 , -0.271075 },{ 0.515266 , -0.615819 , 0.596043}},
14864 {{-0.191991 , 1.004470 , -0.265924 },{ 0.515266 , -0.615819 , 0.596043}},
14865 {{-0.188948 , 0.994708 , -0.274409 },{ 0.426700 , -0.338703 , 0.838574}},
14866 {{-0.198286 , 0.996155 , -0.269073 },{ 0.426700 , -0.338703 , 0.838574}},
14867 {{-0.195865 , 0.990698 , -0.272509 },{ 0.426700 , -0.338703 , 0.838574}},
14868 {{-0.188948 , 0.994708 , -0.274409 },{ 0.426969 , -0.337803 , 0.838801}},
14869 {{-0.191186 , 1.000158 , -0.271075 },{ 0.426969 , -0.337803 , 0.838801}},
14870 {{-0.198286 , 0.996155 , -0.269073 },{ 0.426969 , -0.337803 , 0.838801}},
14871 {{-0.191186 , 1.000158 , -0.271075 },{ 0.186450 , -0.455848 , 0.870310}},
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14873 {{-0.184783 , 0.997769 , -0.273698 },{ 0.186450 , -0.455848 , 0.870310}},
14874 {{-0.185031 , 1.002559 , -0.271649 },{ 0.229266 , -0.372763 , 0.899158}},
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14876 {{-0.184783 , 0.997769 , -0.273698 },{ 0.229266 , -0.372763 , 0.899158}},
14877 {{-0.184783 , 0.997769 , -0.273698 },{ -0.094855 , 0.114952 , 0.988832}},
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14879 {{-0.181434 , 0.996068 , -0.273179 },{ -0.094855 , 0.114952 , 0.988832}},
14880 {{-0.184783 , 0.997769 , -0.273698 },{ -0.274969 , 0.153690 , 0.949090}},
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14882 {{-0.186291 , 0.991372 , -0.273099 },{ -0.274969 , 0.153690 , 0.949090}},
14883 {{-0.186291 , 0.991372 , -0.273099 },{ 0.029506 , 0.387453 , 0.921417}},
14884 {{-0.195865 , 0.990698 , -0.272509 },{ 0.029506 , 0.387453 , 0.921417}},
14885 {{-0.192932 , 0.987471 , -0.271246 },{ 0.029506 , 0.387453 , 0.921417}},
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14889 {{-0.191092 , 0.987515 , -0.267081 },{ -0.456533 , 0.868632 , 0.192501}},
14890 {{-0.186291 , 0.991372 , -0.273099 },{ -0.456533 , 0.868632 , 0.192501}},
14891 {{-0.192932 , 0.987471 , -0.271246 },{ -0.456533 , 0.868632 , 0.192501}},
14892 {{-0.191092 , 0.987515 , -0.267081 },{ -0.452124 , 0.869958 , 0.196868}},
14893 {{-0.184647 , 0.991290 , -0.268961 },{ -0.452124 , 0.869958 , 0.196868}},
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14895 {{-0.186291 , 0.991372 , -0.273099 },{ -0.731872 , 0.610440 , 0.302865}},
14896 {{-0.184647 , 0.991290 , -0.268961 },{ -0.731872 , 0.610440 , 0.302865}},
14897 {{-0.181639 , 0.995270 , -0.269714 },{ -0.731872 , 0.610440 , 0.302865}},
14898 {{-0.181434 , 0.996068 , -0.273179 },{ -0.688686 , 0.714416 , 0.123783}},
14899 {{-0.186291 , 0.991372 , -0.273099 },{ -0.688686 , 0.714416 , 0.123783}},
14900 {{-0.181639 , 0.995270 , -0.269714 },{ -0.688686 , 0.714416 , 0.123783}},
14901 {{-0.189433 , 0.996777 , -0.257707 },{ -0.839777 , -0.504239 , 0.201291}},
14902 {{-0.187403 , 0.994242 , -0.255588 },{ -0.839777 , -0.504239 , 0.201291}},
14903 {{-0.188437 , 0.997511 , -0.251713 },{ -0.839777 , -0.504239 , 0.201291}},
14904 {{-0.189433 , 0.996777 , -0.257707 },{ -0.912477 , -0.359326 , 0.195626}},
14905 {{-0.188437 , 0.997511 , -0.251713 },{ -0.912477 , -0.359326 , 0.195626}},
14906 {{-0.189745 , 1.000605 , -0.252131 },{ -0.912477 , -0.359326 , 0.195626}},
14907 {{-0.189433 , 0.996777 , -0.257707 },{ -0.144834 , -0.819489 , 0.554492}},
14908 {{-0.189745 , 1.000605 , -0.252131 },{ -0.144834 , -0.819489 , 0.554492}},
14909 {{-0.193234 , 1.000277 , -0.253527 },{ -0.144834 , -0.819489 , 0.554492}},
14910 {{-0.189433 , 0.996777 , -0.257707 },{ -0.256063 , -0.843008 , 0.473042}},
14911 {{-0.193234 , 1.000277 , -0.253527 },{ -0.256063 , -0.843008 , 0.473042}},
14912 {{-0.193703 , 0.997895 , -0.258026 },{ -0.256063 , -0.843008 , 0.473042}},
14913 {{-0.193703 , 0.997895 , -0.258026 },{ -0.185840 , -0.462403 , 0.866976}},
14914 {{-0.194382 , 0.993518 , -0.260506 },{ -0.185840 , -0.462403 , 0.866976}},
14915 {{-0.189433 , 0.996777 , -0.257707 },{ -0.185840 , -0.462403 , 0.866976}},
14916 {{-0.189433 , 0.996777 , -0.257707 },{ -0.099581 , -0.556957 , 0.824550}},
14917 {{-0.194382 , 0.993518 , -0.260506 },{ -0.099581 , -0.556957 , 0.824550}},
14918 {{-0.191361 , 0.991533 , -0.261482 },{ -0.099581 , -0.556957 , 0.824550}},
14919 {{-0.191361 , 0.991533 , -0.261482 },{ -0.857592 , -0.052977 , 0.511596}},
14920 {{-0.189642 , 0.990764 , -0.258680 },{ -0.857592 , -0.052977 , 0.511596}},
14921 {{-0.189433 , 0.996777 , -0.257707 },{ -0.857592 , -0.052977 , 0.511596}},
14922 {{-0.189642 , 0.990764 , -0.258680 },{ -0.764385 , -0.077017 , 0.640144}},
14923 {{-0.187403 , 0.994242 , -0.255588 },{ -0.764385 , -0.077017 , 0.640144}},
14924 {{-0.189433 , 0.996777 , -0.257707 },{ -0.764385 , -0.077017 , 0.640144}},
14925 {{-0.189745 , 1.000605 , -0.252131 },{ -0.726605 , -0.384129 , -0.569640}},
14926 {{-0.188437 , 0.997511 , -0.251713 },{ -0.726605 , -0.384129 , -0.569640}},
14927 {{-0.192880 , 1.000065 , -0.247768 },{ -0.726605 , -0.384129 , -0.569640}},
14928 {{-0.188437 , 0.997511 , -0.251713 },{ -0.699807 , -0.585663 , -0.408985}},
14929 {{-0.189784 , 0.996610 , -0.248118 },{ -0.699807 , -0.585663 , -0.408985}},
14930 {{-0.192880 , 1.000065 , -0.247768 },{ -0.699807 , -0.585663 , -0.408985}},
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14932 {{-0.189784 , 0.996610 , -0.248118 },{ -0.474007 , -0.356150 , -0.805279}},
14933 {{-0.193749 , 0.993858 , -0.244567 },{ -0.474007 , -0.356150 , -0.805279}},
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14935 {{-0.192880 , 1.000065 , -0.247768 },{ -0.475341 , -0.343917 , -0.809798}},
14936 {{-0.189784 , 0.996610 , -0.248118 },{ -0.475341 , -0.343917 , -0.809798}},
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14938 {{-0.197151 , 0.997296 , -0.244085 },{ 0.214275 , -0.886797 , -0.409483}},
14939 {{-0.201020 , 0.997649 , -0.246874 },{ 0.214275 , -0.886797 , -0.409483}},
14940 {{-0.196492 , 1.000458 , -0.250588 },{ 0.222221 , -0.885502 , -0.408049}},
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14942 {{-0.197151 , 0.997296 , -0.244085 },{ 0.222221 , -0.885502 , -0.408049}},
14943 {{-0.192880 , 1.000065 , -0.247768 },{ -0.083761 , -0.995987 , -0.031528}},
14944 {{-0.196492 , 1.000458 , -0.250588 },{ -0.083761 , -0.995987 , -0.031528}},
14945 {{-0.193234 , 1.000277 , -0.253527 },{ -0.083761 , -0.995987 , -0.031528}},
14946 {{-0.189745 , 1.000605 , -0.252131 },{ 0.110680 , -0.992909 , -0.043367}},
14947 {{-0.192880 , 1.000065 , -0.247768 },{ 0.110680 , -0.992909 , -0.043367}},
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14949 {{-0.198462 , 0.983740 , -0.243584 },{ -0.967890 , 0.192539 , 0.161612}},
14950 {{-0.200501 , 0.975706 , -0.246224 },{ -0.967890 , 0.192539 , 0.161612}},
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14963 {{-0.197579 , 0.979513 , -0.231250 },{ -0.916801 , -0.387052 , 0.098319}},
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14965 {{-0.197579 , 0.979513 , -0.231250 },{ -0.936660 , -0.334834 , 0.102736}},
14966 {{-0.199734 , 0.984423 , -0.234895 },{ -0.936660 , -0.334834 , 0.102736}},
14967 {{-0.199372 , 0.988485 , -0.238296 },{ -0.988120 , -0.036861 , -0.149199}},
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14969 {{-0.199734 , 0.984423 , -0.234895 },{ -0.988120 , -0.036861 , -0.149199}},
14970 {{-0.199372 , 0.988485 , -0.238296 },{ -0.990185 , -0.040996 , -0.133611}},
14971 {{-0.198462 , 0.983740 , -0.243584 },{ -0.990185 , -0.040996 , -0.133611}},
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14973 {{-0.193234 , 1.000277 , -0.253527 },{ 0.433507 , -0.814312 , 0.385964}},
14974 {{-0.198340 , 0.996499 , -0.255763 },{ 0.433507 , -0.814312 , 0.385964}},
14975 {{-0.193703 , 0.997895 , -0.258026 },{ 0.433507 , -0.814312 , 0.385964}},
14976 {{-0.193234 , 1.000277 , -0.253527 },{ 0.381503 , -0.794864 , 0.471855}},
14977 {{-0.196492 , 1.000458 , -0.250588 },{ 0.381503 , -0.794864 , 0.471855}},
14978 {{-0.198340 , 0.996499 , -0.255763 },{ 0.381503 , -0.794864 , 0.471855}},
14979 {{-0.198340 , 0.996499 , -0.255763 },{ 0.665125 , -0.688298 , 0.289576}},
14980 {{-0.201020 , 0.997649 , -0.246874 },{ 0.665125 , -0.688298 , 0.289576}},
14981 {{-0.202873 , 0.993629 , -0.252173 },{ 0.665125 , -0.688298 , 0.289576}},
14982 {{-0.198340 , 0.996499 , -0.255763 },{ 0.664724 , -0.688713 , 0.289509}},
14983 {{-0.196492 , 1.000458 , -0.250588 },{ 0.664724 , -0.688713 , 0.289509}},
14984 {{-0.201020 , 0.997649 , -0.246874 },{ 0.664724 , -0.688713 , 0.289509}},
14985 {{-0.202332 , 0.988358 , -0.256700 },{ 0.711649 , -0.414266 , 0.567397}},
14986 {{-0.198340 , 0.996499 , -0.255763 },{ 0.711649 , -0.414266 , 0.567397}},
14987 {{-0.202873 , 0.993629 , -0.252173 },{ 0.711649 , -0.414266 , 0.567397}},
14988 {{-0.202332 , 0.988358 , -0.256700 },{ 0.716001 , -0.415649 , 0.560873}},
14989 {{-0.197975 , 0.991262 , -0.260110 },{ 0.716001 , -0.415649 , 0.560873}},
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14991 {{-0.198340 , 0.996499 , -0.255763 },{ 0.429179 , -0.558981 , 0.709469}},
14992 {{-0.197975 , 0.991262 , -0.260110 },{ 0.429179 , -0.558981 , 0.709469}},
14993 {{-0.194382 , 0.993518 , -0.260506 },{ 0.429179 , -0.558981 , 0.709469}},
14994 {{-0.193703 , 0.997895 , -0.258026 },{ 0.497134 , -0.484837 , 0.719577}},
14995 {{-0.198340 , 0.996499 , -0.255763 },{ 0.497134 , -0.484837 , 0.719577}},
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14997 {{-0.194382 , 0.993518 , -0.260506 },{ 0.296176 , -0.018767 , 0.954949}},
14998 {{-0.194943 , 0.987820 , -0.260444 },{ 0.296176 , -0.018767 , 0.954949}},
14999 {{-0.191361 , 0.991533 , -0.261482 },{ 0.296176 , -0.018767 , 0.954949}},
15000 {{-0.194382 , 0.993518 , -0.260506 },{ 0.109533 , 0.000034 , 0.993983}},
15001 {{-0.197975 , 0.991262 , -0.260110 },{ 0.109533 , 0.000034 , 0.993983}},
15002 {{-0.194943 , 0.987820 , -0.260444 },{ 0.109533 , 0.000034 , 0.993983}},
15003 {{-0.194943 , 0.987820 , -0.260444 },{ 0.446799 , 0.318502 , 0.836019}},
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15191 {{-0.197273 , 0.956984 , -0.271670 },{ -0.446052 , -0.868926 , 0.214487}},
15192 {{-0.188422 , 0.952004 , -0.273438 },{ -0.485340 , -0.857473 , 0.170835}},
15193 {{-0.190256 , 0.955392 , -0.261643 },{ -0.485340 , -0.857473 , 0.170835}},
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15195 {{-0.189408 , 0.957286 , -0.249036 },{ -0.484723 , -0.859583 , 0.161743}},
15196 {{-0.197787 , 0.959369 , -0.263077 },{ -0.484723 , -0.859583 , 0.161743}},
15197 {{-0.190256 , 0.955392 , -0.261643 },{ -0.484723 , -0.859583 , 0.161743}},
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15199 {{-0.198487 , 0.962719 , -0.254656 },{ -0.606406 , -0.754868 , 0.249892}},
15200 {{-0.197787 , 0.959369 , -0.263077 },{ -0.606406 , -0.754868 , 0.249892}},
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15202 {{-0.198487 , 0.962719 , -0.254656 },{ -0.662010 , -0.713689 , 0.228888}},
15203 {{-0.206061 , 0.969131 , -0.256569 },{ -0.662010 , -0.713689 , 0.228888}},
15204 {{-0.204608 , 0.965823 , -0.265049 },{ -0.702105 , -0.695847 , 0.151149}},
15205 {{-0.197787 , 0.959369 , -0.263077 },{ -0.702105 , -0.695847 , 0.151149}},
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15207 {{-0.215135 , 0.954480 , -0.267942 },{ -0.043810 , 0.512551 , 0.857538}},
15208 {{-0.213504 , 0.948787 , -0.264456 },{ -0.043810 , 0.512551 , 0.857538}},
15209 {{-0.212666 , 0.952357 , -0.266547 },{ -0.043810 , 0.512551 , 0.857538}},
15210 {{-0.215135 , 0.954480 , -0.267942 },{ 0.856921 , 0.424520 , 0.292352}},
15211 {{-0.214045 , 0.948678 , -0.262712 },{ 0.856921 , 0.424520 , 0.292352}},
15212 {{-0.213504 , 0.948787 , -0.264456 },{ 0.856921 , 0.424520 , 0.292352}},
15213 {{-0.212042 , 0.946997 , -0.264855 },{ 0.770667 , 0.578997 , 0.266149}},
15214 {{-0.214045 , 0.948678 , -0.262712 },{ 0.770667 , 0.578997 , 0.266149}},
15215 {{-0.210220 , 0.942547 , -0.260450 },{ 0.770667 , 0.578997 , 0.266149}},
15216 {{-0.212042 , 0.946997 , -0.264855 },{ 0.773679 , 0.570469 , 0.275654}},
15217 {{-0.213504 , 0.948787 , -0.264456 },{ 0.773679 , 0.570469 , 0.275654}},
15218 {{-0.214045 , 0.948678 , -0.262712 },{ 0.773679 , 0.570469 , 0.275654}},
15219 {{-0.211736 , 0.953552 , -0.267131 },{ 0.532749 , 0.255281 , 0.806852}},
15220 {{-0.213504 , 0.948787 , -0.264456 },{ 0.532749 , 0.255281 , 0.806852}},
15221 {{-0.212042 , 0.946997 , -0.264855 },{ 0.532749 , 0.255281 , 0.806852}},
15222 {{-0.211736 , 0.953552 , -0.267131 },{ -0.149479 , 0.525612 , 0.837489}},
15223 {{-0.212666 , 0.952357 , -0.266547 },{ -0.149479 , 0.525612 , 0.837489}},
15224 {{-0.213504 , 0.948787 , -0.264456 },{ -0.149479 , 0.525612 , 0.837489}},
15225 {{-0.206061 , 0.969131 , -0.256569 },{ 0.269260 , -0.271244 , -0.924081}},
15226 {{-0.199003 , 0.964084 , -0.253031 },{ 0.269260 , -0.271244 , -0.924081}},
15227 {{-0.203675 , 0.966236 , -0.255024 },{ 0.269260 , -0.271244 , -0.924081}},
15228 {{-0.198487 , 0.962719 , -0.254656 },{ -0.654843 , -0.668110 , 0.353284}},
15229 {{-0.199003 , 0.964084 , -0.253031 },{ -0.654843 , -0.668110 , 0.353284}},
15230 {{-0.206061 , 0.969131 , -0.256569 },{ -0.654843 , -0.668110 , 0.353284}},
15231 {{-0.189408 , 0.957286 , -0.249036 },{ -0.634685 , -0.679049 , 0.368873}},
15232 {{-0.199003 , 0.964084 , -0.253031 },{ -0.634685 , -0.679049 , 0.368873}},
15233 {{-0.198487 , 0.962719 , -0.254656 },{ -0.634685 , -0.679049 , 0.368873}},
15234 {{-0.189408 , 0.957286 , -0.249036 },{ -0.634635 , -0.651166 , 0.416199}},
15235 {{-0.196174 , 0.962942 , -0.250504 },{ -0.634635 , -0.651166 , 0.416199}},
15236 {{-0.199003 , 0.964084 , -0.253031 },{ -0.634635 , -0.651166 , 0.416199}},
15237 {{-0.200937 , 0.966789 , -0.255526 },{ -0.562395 , 0.306313 , 0.768039}},
15238 {{-0.199003 , 0.964084 , -0.253031 },{ -0.562395 , 0.306313 , 0.768039}},
15239 {{-0.196174 , 0.962942 , -0.250504 },{ -0.562395 , 0.306313 , 0.768039}},
15240 {{-0.200937 , 0.966789 , -0.255526 },{ -0.001905 , 0.677258 , 0.735743}},
15241 {{-0.203675 , 0.966236 , -0.255024 },{ -0.001905 , 0.677258 , 0.735743}},
15242 {{-0.199003 , 0.964084 , -0.253031 },{ -0.001905 , 0.677258 , 0.735743}},
15243 {{-0.216534 , 0.959094 , -0.260658 },{ 0.970835 , 0.144551 , -0.191272}},
15244 {{-0.215786 , 0.963428 , -0.253586 },{ 0.970835 , 0.144551 , -0.191272}},
15245 {{-0.214634 , 0.951843 , -0.256494 },{ 0.970835 , 0.144551 , -0.191272}},
15246 {{-0.214634 , 0.951843 , -0.256494 },{ 0.990729 , 0.116189 , -0.070402}},
15247 {{-0.215786 , 0.963428 , -0.253586 },{ 0.990729 , 0.116189 , -0.070402}},
15248 {{-0.214756 , 0.956080 , -0.251218 },{ 0.990729 , 0.116189 , -0.070402}},
15249 {{-0.214634 , 0.951843 , -0.256494 },{ 0.901255 , 0.347771 , -0.258446}},
15250 {{-0.214756 , 0.956080 , -0.251218 },{ 0.901255 , 0.347771 , -0.258446}},
15251 {{-0.211250 , 0.950629 , -0.246327 },{ 0.901255 , 0.347771 , -0.258446}},
15252 {{-0.214634 , 0.951843 , -0.256494 },{ 0.859285 , 0.456090 , -0.231542}},
15253 {{-0.211250 , 0.950629 , -0.246327 },{ 0.859285 , 0.456090 , -0.231542}},
15254 {{-0.209965 , 0.945100 , -0.252449 },{ 0.859285 , 0.456090 , -0.231542}},
15255 {{-0.210220 , 0.942547 , -0.260450 },{ 0.856110 , 0.483812 , -0.181665}},
15256 {{-0.214634 , 0.951843 , -0.256494 },{ 0.856110 , 0.483812 , -0.181665}},
15257 {{-0.209965 , 0.945100 , -0.252449 },{ 0.856110 , 0.483812 , -0.181665}},
15258 {{-0.214045 , 0.948678 , -0.262712 },{ 0.862952 , 0.478647 , -0.161895}},
15259 {{-0.214634 , 0.951843 , -0.256494 },{ 0.862952 , 0.478647 , -0.161895}},
15260 {{-0.210220 , 0.942547 , -0.260450 },{ 0.862952 , 0.478647 , -0.161895}},
15261 {{-0.215135 , 0.954480 , -0.267942 },{ 0.982906 , 0.184109 , -0.000607}},
15262 {{-0.214634 , 0.951843 , -0.256494 },{ 0.982906 , 0.184109 , -0.000607}},
15263 {{-0.214045 , 0.948678 , -0.262712 },{ 0.982906 , 0.184109 , -0.000607}},
15264 {{-0.215135 , 0.954480 , -0.267942 },{ 0.964529 , 0.263332 , 0.018445}},
15265 {{-0.216534 , 0.959094 , -0.260658 },{ 0.964529 , 0.263332 , 0.018445}},
15266 {{-0.214634 , 0.951843 , -0.256494 },{ 0.964529 , 0.263332 , 0.018445}},
15267 {{-0.201466 , 0.971981 , -0.248864 },{ -0.782049 , -0.520148 , 0.343286}},
15268 {{-0.196174 , 0.962942 , -0.250504 },{ -0.782049 , -0.520148 , 0.343286}},
15269 {{-0.195679 , 0.965990 , -0.244758 },{ -0.782049 , -0.520148 , 0.343286}},
15270 {{-0.201466 , 0.971981 , -0.248864 },{ -0.782056 , -0.520149 , 0.343269}},
15271 {{-0.200937 , 0.966789 , -0.255526 },{ -0.782056 , -0.520149 , 0.343269}},
15272 {{-0.196174 , 0.962942 , -0.250504 },{ -0.782056 , -0.520149 , 0.343269}},
15273 {{-0.189408 , 0.957286 , -0.249036 },{ -0.636800 , -0.657076 , 0.403407}},
15274 {{-0.195679 , 0.965990 , -0.244758 },{ -0.636800 , -0.657076 , 0.403407}},
15275 {{-0.196174 , 0.962942 , -0.250504 },{ -0.636800 , -0.657076 , 0.403407}},
15276 {{-0.186682 , 0.959444 , -0.241753 },{ -0.620897 , -0.657289 , 0.427152}},
15277 {{-0.195679 , 0.965990 , -0.244758 },{ -0.620897 , -0.657289 , 0.427152}},
15278 {{-0.189408 , 0.957286 , -0.249036 },{ -0.620897 , -0.657289 , 0.427152}},
15279 {{-0.195679 , 0.965990 , -0.244758 },{ -0.611447 , -0.607794 , 0.506675}},
15280 {{-0.186682 , 0.959444 , -0.241753 },{ -0.611447 , -0.607794 , 0.506675}},
15281 {{-0.186080 , 0.963625 , -0.236011 },{ -0.611447 , -0.607794 , 0.506675}},
15282 {{-0.186080 , 0.963625 , -0.236011 },{ -0.574401 , -0.687370 , 0.444506}},
15283 {{-0.196367 , 0.969720 , -0.239879 },{ -0.574401 , -0.687370 , 0.444506}},
15284 {{-0.195679 , 0.965990 , -0.244758 },{ -0.574401 , -0.687370 , 0.444506}},
15285 {{-0.195679 , 0.965990 , -0.244758 },{ -0.639458 , -0.651631 , 0.408008}},
15286 {{-0.196367 , 0.969720 , -0.239879 },{ -0.639458 , -0.651631 , 0.408008}},
15287 {{-0.205398 , 0.976687 , -0.242906 },{ -0.639458 , -0.651631 , 0.408008}},
15288 {{-0.201466 , 0.971981 , -0.248864 },{ -0.734991 , -0.676295 , 0.049130}},
15289 {{-0.195679 , 0.965990 , -0.244758 },{ -0.734991 , -0.676295 , 0.049130}},
15290 {{-0.205398 , 0.976687 , -0.242906 },{ -0.734991 , -0.676295 , 0.049130}},
15291 {{-0.211167 , 0.965622 , -0.258305 },{ -0.897783 , -0.029146 , -0.439472}},
15292 {{-0.213896 , 0.959184 , -0.252303 },{ -0.897783 , -0.029146 , -0.439472}},
15293 {{-0.212824 , 0.962788 , -0.254732 },{ -0.897783 , -0.029146 , -0.439472}},
15294 {{-0.211167 , 0.965622 , -0.258305 },{ 0.570631 , -0.676243 , -0.465914}},
15295 {{-0.212936 , 0.959239 , -0.251207 },{ 0.570631 , -0.676243 , -0.465914}},
15296 {{-0.213896 , 0.959184 , -0.252303 },{ 0.570631 , -0.676243 , -0.465914}},
15297 {{-0.213896 , 0.959184 , -0.252303 },{ 0.739785 , -0.216257 , -0.637143}},
15298 {{-0.212936 , 0.959239 , -0.251207 },{ 0.739785 , -0.216257 , -0.637143}},
15299 {{-0.211250 , 0.950629 , -0.246327 },{ 0.739785 , -0.216257 , -0.637143}},
15300 {{-0.213896 , 0.959184 , -0.252303 },{ 0.467772 , -0.404331 , -0.785943}},
15301 {{-0.211250 , 0.950629 , -0.246327 },{ 0.467772 , -0.404331 , -0.785943}},
15302 {{-0.214756 , 0.956080 , -0.251218 },{ 0.467772 , -0.404331 , -0.785943}},
15303 {{-0.215786 , 0.963428 , -0.253586 },{ -0.061964 , -0.314002 , -0.947398}},
15304 {{-0.213896 , 0.959184 , -0.252303 },{ -0.061964 , -0.314002 , -0.947398}},
15305 {{-0.214756 , 0.956080 , -0.251218 },{ -0.061964 , -0.314002 , -0.947398}},
15306 {{-0.215786 , 0.963428 , -0.253586 },{ -0.405030 , -0.425086 , -0.809477}},
15307 {{-0.212824 , 0.962788 , -0.254732 },{ -0.405030 , -0.425086 , -0.809477}},
15308 {{-0.213896 , 0.959184 , -0.252303 },{ -0.405030 , -0.425086 , -0.809477}},
15309 {{-0.205398 , 0.976687 , -0.242906 },{ 0.441452 , 0.175873 , -0.879880}},
15310 {{-0.197088 , 0.970622 , -0.239949 },{ 0.441452 , 0.175873 , -0.879880}},
15311 {{-0.202915 , 0.973121 , -0.242373 },{ 0.441452 , 0.175873 , -0.879880}},
15312 {{-0.205398 , 0.976687 , -0.242906 },{ -0.541000 , -0.373985 , 0.753296}},
15313 {{-0.196367 , 0.969720 , -0.239879 },{ -0.541000 , -0.373985 , 0.753296}},
15314 {{-0.197088 , 0.970622 , -0.239949 },{ -0.541000 , -0.373985 , 0.753296}},
15315 {{-0.192951 , 0.968866 , -0.238034 },{ -0.511406 , -0.371330 , 0.774969}},
15316 {{-0.196367 , 0.969720 , -0.239879 },{ -0.511406 , -0.371330 , 0.774969}},
15317 {{-0.186080 , 0.963625 , -0.236011 },{ -0.511406 , -0.371330 , 0.774969}},
15318 {{-0.192951 , 0.968866 , -0.238034 },{ -0.511386 , -0.347789 , 0.785829}},
15319 {{-0.197088 , 0.970622 , -0.239949 },{ -0.511386 , -0.347789 , 0.785829}},
15320 {{-0.196367 , 0.969720 , -0.239879 },{ -0.511386 , -0.347789 , 0.785829}},
15321 {{-0.197088 , 0.970622 , -0.239949 },{ 0.398103 , 0.917271 , -0.011346}},
15322 {{-0.199143 , 0.971473 , -0.243257 },{ 0.398103 , 0.917271 , -0.011346}},
15323 {{-0.202915 , 0.973121 , -0.242373 },{ 0.398103 , 0.917271 , -0.011346}},
15324 {{-0.197088 , 0.970622 , -0.239949 },{ 0.393983 , 0.919080 , -0.008322}},
15325 {{-0.192951 , 0.968866 , -0.238034 },{ 0.393983 , 0.919080 , -0.008322}},
15326 {{-0.199143 , 0.971473 , -0.243257 },{ 0.393983 , 0.919080 , -0.008322}},
15327 {{-0.213993 , 0.971006 , -0.252764 },{ 0.983663 , 0.143822 , 0.108271}},
15328 {{-0.215449 , 0.976065 , -0.246256 },{ 0.983663 , 0.143822 , 0.108271}},
15329 {{-0.213510 , 0.962457 , -0.245796 },{ 0.983663 , 0.143822 , 0.108271}},
15330 {{-0.215449 , 0.976065 , -0.246256 },{ 0.989952 , 0.141269 , 0.006228}},
15331 {{-0.214093 , 0.966317 , -0.240682 },{ 0.989952 , 0.141269 , 0.006228}},
15332 {{-0.213510 , 0.962457 , -0.245796 },{ 0.989952 , 0.141269 , 0.006228}},
15333 {{-0.213510 , 0.962457 , -0.245796 },{ 0.924057 , 0.348283 , -0.157535}},
15334 {{-0.214093 , 0.966317 , -0.240682 },{ 0.924057 , 0.348283 , -0.157535}},
15335 {{-0.209279 , 0.957330 , -0.232313 },{ 0.924057 , 0.348283 , -0.157535}},
15336 {{-0.213510 , 0.962457 , -0.245796 },{ 0.948748 , 0.238917 , -0.206870}},
15337 {{-0.209279 , 0.957330 , -0.232313 },{ 0.948748 , 0.238917 , -0.206870}},
15338 {{-0.209580 , 0.952905 , -0.238804 },{ 0.948748 , 0.238917 , -0.206870}},
15339 {{-0.211250 , 0.950629 , -0.246327 },{ 0.944073 , 0.192407 , -0.267780}},
15340 {{-0.213510 , 0.962457 , -0.245796 },{ 0.944073 , 0.192407 , -0.267780}},
15341 {{-0.209580 , 0.952905 , -0.238804 },{ 0.944073 , 0.192407 , -0.267780}},
15342 {{-0.212936 , 0.959239 , -0.251207 },{ 0.982139 , 0.188001 , -0.007623}},
15343 {{-0.213510 , 0.962457 , -0.245796 },{ 0.982139 , 0.188001 , -0.007623}},
15344 {{-0.211250 , 0.950629 , -0.246327 },{ 0.982139 , 0.188001 , -0.007623}},
15345 {{-0.211167 , 0.965622 , -0.258305 },{ 0.982581 , -0.094146 , 0.160221}},
15346 {{-0.213510 , 0.962457 , -0.245796 },{ 0.982581 , -0.094146 , 0.160221}},
15347 {{-0.212936 , 0.959239 , -0.251207 },{ 0.982581 , -0.094146 , 0.160221}},
15348 {{-0.211167 , 0.965622 , -0.258305 },{ 0.939085 , 0.247455 , 0.238507}},
15349 {{-0.213993 , 0.971006 , -0.252764 },{ 0.939085 , 0.247455 , 0.238507}},
15350 {{-0.213510 , 0.962457 , -0.245796 },{ 0.939085 , 0.247455 , 0.238507}},
15351 {{-0.199143 , 0.971473 , -0.243257 },{ -0.725014 , -0.401592 , 0.559535}},
15352 {{-0.190963 , 0.971215 , -0.232843 },{ -0.725014 , -0.401592 , 0.559535}},
15353 {{-0.196474 , 0.975449 , -0.236945 },{ -0.725014 , -0.401592 , 0.559535}},
15354 {{-0.199143 , 0.971473 , -0.243257 },{ -0.659986 , -0.556579 , 0.504616}},
15355 {{-0.192951 , 0.968866 , -0.238034 },{ -0.659986 , -0.556579 , 0.504616}},
15356 {{-0.190963 , 0.971215 , -0.232843 },{ -0.659986 , -0.556579 , 0.504616}},
15357 {{-0.192951 , 0.968866 , -0.238034 },{ -0.611847 , -0.605874 , 0.508488}},
15358 {{-0.186080 , 0.963625 , -0.236011 },{ -0.611847 , -0.605874 , 0.508488}},
15359 {{-0.190963 , 0.971215 , -0.232843 },{ -0.611847 , -0.605874 , 0.508488}},
15360 {{-0.186080 , 0.963625 , -0.236011 },{ -0.624114 , -0.606915 , 0.492073}},
15361 {{-0.182757 , 0.965289 , -0.229744 },{ -0.624114 , -0.606915 , 0.492073}},
15362 {{-0.190963 , 0.971215 , -0.232843 },{ -0.624114 , -0.606915 , 0.492073}},
15363 {{-0.182757 , 0.965289 , -0.229744 },{ -0.607399 , -0.787841 , 0.101843}},
15364 {{-0.184041 , 0.967031 , -0.223926 },{ -0.607399 , -0.787841 , 0.101843}},
15365 {{-0.190963 , 0.971215 , -0.232843 },{ -0.607399 , -0.787841 , 0.101843}},
15366 {{-0.184041 , 0.967031 , -0.223926 },{ -0.686024 , -0.698107 , 0.204981}},
15367 {{-0.192241 , 0.974067 , -0.227407 },{ -0.686024 , -0.698107 , 0.204981}},
15368 {{-0.190963 , 0.971215 , -0.232843 },{ -0.686024 , -0.698107 , 0.204981}},
15369 {{-0.190963 , 0.971215 , -0.232843 },{ -0.757863 , -0.633881 , 0.154396}},
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15371 {{-0.197579 , 0.979513 , -0.231250 },{ -0.757863 , -0.633881 , 0.154396}},
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15376 {{-0.209586 , 0.971560 , -0.243284 },{ -0.096716 , -0.585918 , -0.804579}},
15377 {{-0.213161 , 0.968301 , -0.240481 },{ -0.096716 , -0.585918 , -0.804579}},
15378 {{-0.209586 , 0.971560 , -0.243284 },{ 0.183191 , -0.748809 , -0.636966}},
15379 {{-0.210677 , 0.965775 , -0.236797 },{ 0.183191 , -0.748809 , -0.636966}},
15380 {{-0.213161 , 0.968301 , -0.240481 },{ 0.183191 , -0.748809 , -0.636966}},
15381 {{-0.213161 , 0.968301 , -0.240481 },{ 0.731429 , -0.221384 , -0.644982}},
15382 {{-0.210677 , 0.965775 , -0.236797 },{ 0.731429 , -0.221384 , -0.644982}},
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15384 {{-0.214093 , 0.966317 , -0.240682 },{ 0.692402 , -0.256952 , -0.674207}},
15385 {{-0.213161 , 0.968301 , -0.240481 },{ 0.692402 , -0.256952 , -0.674207}},
15386 {{-0.209279 , 0.957330 , -0.232313 },{ 0.692402 , -0.256952 , -0.674207}},
15387 {{-0.215449 , 0.976065 , -0.246256 },{ 0.714078 , -0.270001 , -0.645904}},
15388 {{-0.213161 , 0.968301 , -0.240481 },{ 0.714078 , -0.270001 , -0.645904}},
15389 {{-0.214093 , 0.966317 , -0.240682 },{ 0.714078 , -0.270001 , -0.645904}},
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15391 {{-0.212397 , 0.972646 , -0.243737 },{ -0.009437 , -0.598585 , -0.801004}},
15392 {{-0.213161 , 0.968301 , -0.240481 },{ -0.009437 , -0.598585 , -0.801004}},
15393 {{-0.197579 , 0.979513 , -0.231250 },{ -0.469077 , -0.652333 , -0.595339}},
15394 {{-0.197901 , 0.973817 , -0.224755 },{ -0.469077 , -0.652333 , -0.595339}},
15395 {{-0.202055 , 0.980847 , -0.229185 },{ -0.469077 , -0.652333 , -0.595339}},
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15397 {{-0.197901 , 0.973817 , -0.224755 },{ -0.269357 , -0.717391 , -0.642493}},
15398 {{-0.197579 , 0.979513 , -0.231250 },{ -0.269357 , -0.717391 , -0.642493}},
15399 {{-0.192241 , 0.974067 , -0.227407 },{ -0.289042 , -0.673467 , -0.680365}},
15400 {{-0.184041 , 0.967031 , -0.223926 },{ -0.289042 , -0.673467 , -0.680365}},
15401 {{-0.197901 , 0.973817 , -0.224755 },{ -0.289042 , -0.673467 , -0.680365}},
15402 {{-0.197901 , 0.973817 , -0.224755 },{ -0.248862 , -0.601066 , -0.759465}},
15403 {{-0.184041 , 0.967031 , -0.223926 },{ -0.248862 , -0.601066 , -0.759465}},
15404 {{-0.190705 , 0.965340 , -0.220404 },{ -0.248862 , -0.601066 , -0.759465}},
15405 {{-0.197901 , 0.973817 , -0.224755 },{ 0.136821 , -0.357944 , -0.923665}},
15406 {{-0.190705 , 0.965340 , -0.220404 },{ 0.136821 , -0.357944 , -0.923665}},
15407 {{-0.198730 , 0.961981 , -0.220291 },{ 0.136821 , -0.357944 , -0.923665}},
15408 {{-0.197901 , 0.973817 , -0.224755 },{ 0.252341 , -0.356891 , -0.899418}},
15409 {{-0.198730 , 0.961981 , -0.220291 },{ 0.252341 , -0.356891 , -0.899418}},
15410 {{-0.204404 , 0.971404 , -0.225622 },{ 0.252341 , -0.356891 , -0.899418}},
15411 {{-0.206922 , 0.979468 , -0.230893 },{ 0.283239 , -0.461195 , -0.840877}},
15412 {{-0.197901 , 0.973817 , -0.224755 },{ 0.283239 , -0.461195 , -0.840877}},
15413 {{-0.204404 , 0.971404 , -0.225622 },{ 0.283239 , -0.461195 , -0.840877}},
15414 {{-0.202055 , 0.980847 , -0.229185 },{ 0.392265 , -0.313223 , -0.864881}},
15415 {{-0.197901 , 0.973817 , -0.224755 },{ 0.392265 , -0.313223 , -0.864881}},
15416 {{-0.206922 , 0.979468 , -0.230893 },{ 0.392265 , -0.313223 , -0.864881}},
15417 {{-0.209196 , 0.975390 , -0.236520 },{ 0.946478 , -0.108161 , -0.304107}},
15418 {{-0.206922 , 0.979468 , -0.230893 },{ 0.946478 , -0.108161 , -0.304107}},
15419 {{-0.208210 , 0.967767 , -0.230740 },{ 0.946478 , -0.108161 , -0.304107}},
15420 {{-0.206922 , 0.979468 , -0.230893 },{ 0.830808 , -0.098614 , -0.547753}},
15421 {{-0.204404 , 0.971404 , -0.225622 },{ 0.830808 , -0.098614 , -0.547753}},
15422 {{-0.208210 , 0.967767 , -0.230740 },{ 0.830808 , -0.098614 , -0.547753}},
15423 {{-0.208210 , 0.967767 , -0.230740 },{ 0.763606 , 0.098812 , -0.638076}},
15424 {{-0.204404 , 0.971404 , -0.225622 },{ 0.763606 , 0.098812 , -0.638076}},
15425 {{-0.198730 , 0.961981 , -0.220291 },{ 0.763606 , 0.098812 , -0.638076}},
15426 {{-0.208210 , 0.967767 , -0.230740 },{ 0.683820 , -0.163695 , -0.711051}},
15427 {{-0.198730 , 0.961981 , -0.220291 },{ 0.683820 , -0.163695 , -0.711051}},
15428 {{-0.204097 , 0.958721 , -0.224702 },{ 0.683820 , -0.163695 , -0.711051}},
15429 {{-0.209279 , 0.957330 , -0.232313 },{ 0.826584 , 0.000161 , -0.562814}},
15430 {{-0.208210 , 0.967767 , -0.230740 },{ 0.826584 , 0.000161 , -0.562814}},
15431 {{-0.204097 , 0.958721 , -0.224702 },{ 0.826584 , 0.000161 , -0.562814}},
15432 {{-0.210677 , 0.965775 , -0.236797 },{ 0.929926 , -0.040155 , -0.365548}},
15433 {{-0.208210 , 0.967767 , -0.230740 },{ 0.929926 , -0.040155 , -0.365548}},
15434 {{-0.209279 , 0.957330 , -0.232313 },{ 0.929926 , -0.040155 , -0.365548}},
15435 {{-0.209586 , 0.971560 , -0.243284 },{ 0.881857 , -0.415748 , -0.222444}},
15436 {{-0.208210 , 0.967767 , -0.230740 },{ 0.881857 , -0.415748 , -0.222444}},
15437 {{-0.210677 , 0.965775 , -0.236797 },{ 0.881857 , -0.415748 , -0.222444}},
15438 {{-0.209586 , 0.971560 , -0.243284 },{ 0.994065 , 0.059551 , -0.091036}},
15439 {{-0.209196 , 0.975390 , -0.236520 },{ 0.994065 , 0.059551 , -0.091036}},
15440 {{-0.208210 , 0.967767 , -0.230740 },{ 0.994065 , 0.059551 , -0.091036}},
15441 {{-0.184871 , 0.951738 , -0.272062 },{ -0.307364 , -0.684733 , 0.660809}},
15442 {{-0.188422 , 0.952004 , -0.273438 },{ -0.307364 , -0.684733 , 0.660809}},
15443 {{-0.185177 , 0.947686 , -0.276403 },{ -0.307364 , -0.684733 , 0.660809}},
15444 {{-0.185177 , 0.947686 , -0.276403 },{ -0.560430 , -0.711839 , 0.423324}},
15445 {{-0.188422 , 0.952004 , -0.273438 },{ -0.560430 , -0.711839 , 0.423324}},
15446 {{-0.188109 , 0.948711 , -0.278561 },{ -0.560430 , -0.711839 , 0.423324}},
15447 {{-0.188109 , 0.948711 , -0.278561 },{ -0.631420 , -0.306760 , 0.712185}},
15448 {{-0.187507 , 0.943546 , -0.280252 },{ -0.631420 , -0.306760 , 0.712185}},
15449 {{-0.185177 , 0.947686 , -0.276403 },{ -0.631420 , -0.306760 , 0.712185}},
15450 {{-0.185177 , 0.947686 , -0.276403 },{ -0.326225 , -0.538625 , 0.776827}},
15451 {{-0.187507 , 0.943546 , -0.280252 },{ -0.326225 , -0.538625 , 0.776827}},
15452 {{-0.182470 , 0.943175 , -0.278394 },{ -0.326225 , -0.538625 , 0.776827}},
15453 {{-0.185177 , 0.947686 , -0.276403 },{ -0.264763 , -0.517900 , 0.813437}},
15454 {{-0.182470 , 0.943175 , -0.278394 },{ -0.264763 , -0.517900 , 0.813437}},
15455 {{-0.179311 , 0.942793 , -0.277609 },{ -0.264763 , -0.517900 , 0.813437}},
15456 {{-0.183734 , 0.948523 , -0.274853 },{ -0.377172 , -0.621427 , 0.686709}},
15457 {{-0.185177 , 0.947686 , -0.276403 },{ -0.377172 , -0.621427 , 0.686709}},
15458 {{-0.179311 , 0.942793 , -0.277609 },{ -0.377172 , -0.621427 , 0.686709}},
15459 {{-0.182033 , 0.954135 , -0.269773 },{ -0.478512 , -0.505123 , 0.718246}},
15460 {{-0.185177 , 0.947686 , -0.276403 },{ -0.478512 , -0.505123 , 0.718246}},
15461 {{-0.183734 , 0.948523 , -0.274853 },{ -0.478512 , -0.505123 , 0.718246}},
15462 {{-0.182033 , 0.954135 , -0.269773 },{ 0.071182 , -0.731667 , 0.677935}},
15463 {{-0.184871 , 0.951738 , -0.272062 },{ 0.071182 , -0.731667 , 0.677935}},
15464 {{-0.185177 , 0.947686 , -0.276403 },{ 0.071182 , -0.731667 , 0.677935}},
15465 {{-0.173400 , 0.956974 , -0.269185 },{ -0.103670 , -0.994346 , -0.022987}},
15466 {{-0.171144 , 0.956560 , -0.261448 },{ -0.103670 , -0.994346 , -0.022987}},
15467 {{-0.174918 , 0.957038 , -0.265103 },{ -0.103670 , -0.994346 , -0.022987}},
15468 {{-0.173400 , 0.956974 , -0.269185 },{ -0.113740 , -0.993309 , -0.019996}},
15469 {{-0.164459 , 0.955931 , -0.268230 },{ -0.113740 , -0.993309 , -0.019996}},
15470 {{-0.171144 , 0.956560 , -0.261448 },{ -0.113740 , -0.993309 , -0.019996}},
15471 {{-0.171144 , 0.956560 , -0.261448 },{ -0.026377 , -0.994353 , -0.102797}},
15472 {{-0.178941 , 0.956332 , -0.257242 },{ -0.026377 , -0.994353 , -0.102797}},
15473 {{-0.174918 , 0.957038 , -0.265103 },{ -0.026377 , -0.994353 , -0.102797}},
15474 {{-0.174918 , 0.957038 , -0.265103 },{ 0.166003 , -0.986119 , -0.003604}},
15475 {{-0.178941 , 0.956332 , -0.257242 },{ 0.166003 , -0.986119 , -0.003604}},
15476 {{-0.180423 , 0.956108 , -0.264216 },{ 0.166003 , -0.986119 , -0.003604}},
15477 {{-0.174918 , 0.957038 , -0.265103 },{ 0.203045 , -0.939803 , 0.274853}},
15478 {{-0.180423 , 0.956108 , -0.264216 },{ 0.203045 , -0.939803 , 0.274853}},
15479 {{-0.182033 , 0.954135 , -0.269773 },{ 0.203045 , -0.939803 , 0.274853}},
15480 {{-0.173400 , 0.956974 , -0.269185 },{ 0.302047 , -0.944780 , 0.127112}},
15481 {{-0.174918 , 0.957038 , -0.265103 },{ 0.302047 , -0.944780 , 0.127112}},
15482 {{-0.182033 , 0.954135 , -0.269773 },{ 0.302047 , -0.944780 , 0.127112}},
15483 {{-0.162448 , 0.945011 , -0.276706 },{ -0.968040 , 0.156917 , 0.195640}},
15484 {{-0.159942 , 0.944057 , -0.263541 },{ -0.968040 , 0.156917 , 0.195640}},
15485 {{-0.160777 , 0.950062 , -0.272489 },{ -0.968040 , 0.156917 , 0.195640}},
15486 {{-0.162448 , 0.945011 , -0.276706 },{ -0.941421 , -0.298143 , 0.157598}},
15487 {{-0.159968 , 0.939942 , -0.271481 },{ -0.941421 , -0.298143 , 0.157598}},
15488 {{-0.159942 , 0.944057 , -0.263541 },{ -0.941421 , -0.298143 , 0.157598}},
15489 {{-0.159968 , 0.939942 , -0.271481 },{ -0.999782 , 0.019703 , -0.006937}},
15490 {{-0.160126 , 0.933123 , -0.268078 },{ -0.999782 , 0.019703 , -0.006937}},
15491 {{-0.159942 , 0.944057 , -0.263541 },{ -0.999782 , 0.019703 , -0.006937}},
15492 {{-0.160126 , 0.933123 , -0.268078 },{ -0.998127 , -0.008353 , 0.060609}},
15493 {{-0.159415 , 0.938085 , -0.255685 },{ -0.998127 , -0.008353 , 0.060609}},
15494 {{-0.159942 , 0.944057 , -0.263541 },{ -0.998127 , -0.008353 , 0.060609}},
15495 {{-0.159942 , 0.944057 , -0.263541 },{ -0.902814 , -0.369365 , -0.220220}},
15496 {{-0.159415 , 0.938085 , -0.255685 },{ -0.902814 , -0.369365 , -0.220220}},
15497 {{-0.164988 , 0.943392 , -0.241739 },{ -0.902814 , -0.369365 , -0.220220}},
15498 {{-0.159942 , 0.944057 , -0.263541 },{ -0.925651 , -0.305280 , -0.223551}},
15499 {{-0.164988 , 0.943392 , -0.241739 },{ -0.925651 , -0.305280 , -0.223551}},
15500 {{-0.163407 , 0.949184 , -0.256195 },{ -0.925651 , -0.305280 , -0.223551}},
15501 {{-0.164459 , 0.955931 , -0.268230 },{ -0.904071 , -0.401623 , -0.146130}},
15502 {{-0.159942 , 0.944057 , -0.263541 },{ -0.904071 , -0.401623 , -0.146130}},
15503 {{-0.163407 , 0.949184 , -0.256195 },{ -0.904071 , -0.401623 , -0.146130}},
15504 {{-0.160777 , 0.950062 , -0.272489 },{ -0.888384 , -0.415263 , -0.195783}},
15505 {{-0.159942 , 0.944057 , -0.263541 },{ -0.888384 , -0.415263 , -0.195783}},
15506 {{-0.164459 , 0.955931 , -0.268230 },{ -0.888384 , -0.415263 , -0.195783}},
15507 {{-0.183406 , 0.955666 , -0.252521 },{ -0.186913 , -0.973643 , 0.130703}},
15508 {{-0.189408 , 0.957286 , -0.249036 },{ -0.186913 , -0.973643 , 0.130703}},
15509 {{-0.185756 , 0.955133 , -0.259852 },{ -0.186913 , -0.973643 , 0.130703}},
15510 {{-0.185756 , 0.955133 , -0.259852 },{ -0.118266 , -0.980763 , 0.155299}},
15511 {{-0.189408 , 0.957286 , -0.249036 },{ -0.118266 , -0.980763 , 0.155299}},
15512 {{-0.190256 , 0.955392 , -0.261643 },{ -0.118266 , -0.980763 , 0.155299}},
15513 {{-0.185756 , 0.955133 , -0.259852 },{ -0.154696 , -0.955688 , 0.250458}},
15514 {{-0.190256 , 0.955392 , -0.261643 },{ -0.154696 , -0.955688 , 0.250458}},
15515 {{-0.188422 , 0.952004 , -0.273438 },{ -0.154696 , -0.955688 , 0.250458}},
15516 {{-0.184096 , 0.954517 , -0.264676 },{ 0.183295 , -0.965237 , 0.186333}},
15517 {{-0.185756 , 0.955133 , -0.259852 },{ 0.183295 , -0.965237 , 0.186333}},
15518 {{-0.188422 , 0.952004 , -0.273438 },{ 0.183295 , -0.965237 , 0.186333}},
15519 {{-0.178941 , 0.956332 , -0.257242 },{ 0.110046 , -0.980458 , 0.163070}},
15520 {{-0.185756 , 0.955133 , -0.259852 },{ 0.110046 , -0.980458 , 0.163070}},
15521 {{-0.184096 , 0.954517 , -0.264676 },{ 0.110046 , -0.980458 , 0.163070}},
15522 {{-0.178941 , 0.956332 , -0.257242 },{ 0.166435 , -0.985882 , 0.018324}},
15523 {{-0.183406 , 0.955666 , -0.252521 },{ 0.166435 , -0.985882 , 0.018324}},
15524 {{-0.185756 , 0.955133 , -0.259852 },{ 0.166435 , -0.985882 , 0.018324}},
15525 {{-0.179311 , 0.942793 , -0.277609 },{ 0.047713 , 0.705494 , 0.707108}},
15526 {{-0.165480 , 0.939411 , -0.275168 },{ 0.047713 , 0.705494 , 0.707108}},
15527 {{-0.169930 , 0.942789 , -0.278238 },{ 0.047713 , 0.705494 , 0.707108}},
15528 {{-0.179311 , 0.942793 , -0.277609 },{ -0.047139 , 0.450644 , 0.891458}},
15529 {{-0.169163 , 0.938007 , -0.274653 },{ -0.047139 , 0.450644 , 0.891458}},
15530 {{-0.165480 , 0.939411 , -0.275168 },{ -0.047139 , 0.450644 , 0.891458}},
15531 {{-0.165480 , 0.939411 , -0.275168 },{ -0.157451 , 0.676796 , 0.719136}},
15532 {{-0.169163 , 0.938007 , -0.274653 },{ -0.157451 , 0.676796 , 0.719136}},
15533 {{-0.160126 , 0.933123 , -0.268078 },{ -0.157451 , 0.676796 , 0.719136}},
15534 {{-0.159968 , 0.939942 , -0.271481 },{ -0.538253 , 0.386281 , 0.749046}},
15535 {{-0.165480 , 0.939411 , -0.275168 },{ -0.538253 , 0.386281 , 0.749046}},
15536 {{-0.160126 , 0.933123 , -0.268078 },{ -0.538253 , 0.386281 , 0.749046}},
15537 {{-0.162448 , 0.945011 , -0.276706 },{ -0.520108 , 0.476313 , 0.708952}},
15538 {{-0.165480 , 0.939411 , -0.275168 },{ -0.520108 , 0.476313 , 0.708952}},
15539 {{-0.159968 , 0.939942 , -0.271481 },{ -0.520108 , 0.476313 , 0.708952}},
15540 {{-0.162448 , 0.945011 , -0.276706 },{ -0.296128 , 0.398711 , 0.867950}},
15541 {{-0.169930 , 0.942789 , -0.278238 },{ -0.296128 , 0.398711 , 0.867950}},
15542 {{-0.165480 , 0.939411 , -0.275168 },{ -0.296128 , 0.398711 , 0.867950}},
15543 {{-0.209580 , 0.952905 , -0.238804 },{ 0.806092 , 0.470911 , -0.358410}},
15544 {{-0.209279 , 0.957330 , -0.232313 },{ 0.806092 , 0.470911 , -0.358410}},
15545 {{-0.200115 , 0.941466 , -0.232546 },{ 0.806092 , 0.470911 , -0.358410}},
15546 {{-0.200115 , 0.941466 , -0.232546 },{ 0.755115 , 0.443294 , -0.483003}},
15547 {{-0.209279 , 0.957330 , -0.232313 },{ 0.755115 , 0.443294 , -0.483003}},
15548 {{-0.197907 , 0.945077 , -0.225780 },{ 0.755115 , 0.443294 , -0.483003}},
15549 {{-0.200115 , 0.941466 , -0.232546 },{ 0.673822 , 0.537662 , -0.506838}},
15550 {{-0.197907 , 0.945077 , -0.225780 },{ 0.673822 , 0.537662 , -0.506838}},
15551 {{-0.187427 , 0.936266 , -0.221194 },{ 0.673822 , 0.537662 , -0.506838}},
15552 {{-0.200115 , 0.941466 , -0.232546 },{ 0.691474 , 0.445172 , -0.568934}},
15553 {{-0.187427 , 0.936266 , -0.221194 },{ 0.691474 , 0.445172 , -0.568934}},
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15555 {{-0.191302 , 0.928362 , -0.234367 },{ 0.717553 , 0.543171 , -0.435984}},
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15558 {{-0.200859 , 0.937860 , -0.239486 },{ 0.747176 , 0.553612 , -0.367752}},
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15561 {{-0.200859 , 0.937860 , -0.239486 },{ 0.807587 , 0.483441 , -0.337768}},
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15565 {{-0.211250 , 0.950629 , -0.246327 },{ 0.811152 , 0.485010 , -0.326798}},
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15569 {{-0.182470 , 0.943175 , -0.278394 },{ -0.351530 , -0.237283 , 0.905607}},
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15583 {{-0.174777 , 0.939140 , -0.276465 },{ -0.240541 , 0.005411 , 0.970624}},
15584 {{-0.179311 , 0.942793 , -0.277609 },{ -0.240541 , 0.005411 , 0.970624}},
15585 {{-0.177921 , 0.952334 , -0.246674 },{ -0.209638 , -0.921049 , -0.328209}},
15586 {{-0.183406 , 0.955666 , -0.252521 },{ -0.209638 , -0.921049 , -0.328209}},
15587 {{-0.178941 , 0.956332 , -0.257242 },{ -0.209638 , -0.921049 , -0.328209}},
15588 {{-0.172472 , 0.951307 , -0.248335 },{ -0.268339 , -0.909291 , -0.318095}},
15589 {{-0.177921 , 0.952334 , -0.246674 },{ -0.268339 , -0.909291 , -0.318095}},
15590 {{-0.178941 , 0.956332 , -0.257242 },{ -0.268339 , -0.909291 , -0.318095}},
15591 {{-0.164988 , 0.943392 , -0.241739 },{ -0.315253 , -0.765511 , -0.560899}},
15592 {{-0.177921 , 0.952334 , -0.246674 },{ -0.315253 , -0.765511 , -0.560899}},
15593 {{-0.172472 , 0.951307 , -0.248335 },{ -0.315253 , -0.765511 , -0.560899}},
15594 {{-0.164988 , 0.943392 , -0.241739 },{ -0.473761 , -0.836751 , -0.274586}},
15595 {{-0.176898 , 0.950474 , -0.242771 },{ -0.473761 , -0.836751 , -0.274586}},
15596 {{-0.177921 , 0.952334 , -0.246674 },{ -0.473761 , -0.836751 , -0.274586}},
15597 {{-0.176898 , 0.950474 , -0.242771 },{ -0.312221 , -0.886787 , -0.340772}},
15598 {{-0.189408 , 0.957286 , -0.249036 },{ -0.312221 , -0.886787 , -0.340772}},
15599 {{-0.177921 , 0.952334 , -0.246674 },{ -0.312221 , -0.886787 , -0.340772}},
15600 {{-0.177921 , 0.952334 , -0.246674 },{ -0.356053 , -0.915429 , -0.187657}},
15601 {{-0.189408 , 0.957286 , -0.249036 },{ -0.356053 , -0.915429 , -0.187657}},
15602 {{-0.183406 , 0.955666 , -0.252521 },{ -0.356053 , -0.915429 , -0.187657}},
15603 {{-0.185341 , 0.932702 , -0.270884 },{ 0.117098 , 0.786366 , 0.606561}},
15604 {{-0.196524 , 0.939381 , -0.277384 },{ 0.117098 , 0.786366 , 0.606561}},
15605 {{-0.205496 , 0.937067 , -0.272652 },{ 0.117098 , 0.786366 , 0.606561}},
15606 {{-0.185341 , 0.932702 , -0.270884 },{ 0.099160 , 0.731216 , 0.674900}},
15607 {{-0.205496 , 0.937067 , -0.272652 },{ 0.099160 , 0.731216 , 0.674900}},
15608 {{-0.195940 , 0.929398 , -0.265747 },{ 0.099160 , 0.731216 , 0.674900}},
15609 {{-0.185167 , 0.922901 , -0.259864 },{ 0.088223 , 0.745003 , 0.661202}},
15610 {{-0.185341 , 0.932702 , -0.270884 },{ 0.088223 , 0.745003 , 0.661202}},
15611 {{-0.195940 , 0.929398 , -0.265747 },{ 0.088223 , 0.745003 , 0.661202}},
15612 {{-0.174165 , 0.926997 , -0.265147 },{ 0.040606 , 0.746927 , 0.663665}},
15613 {{-0.185341 , 0.932702 , -0.270884 },{ 0.040606 , 0.746927 , 0.663665}},
15614 {{-0.185167 , 0.922901 , -0.259864 },{ 0.040606 , 0.746927 , 0.663665}},
15615 {{-0.160126 , 0.933123 , -0.268078 },{ -0.098135 , 0.603494 , 0.791305}},
15616 {{-0.185341 , 0.932702 , -0.270884 },{ -0.098135 , 0.603494 , 0.791305}},
15617 {{-0.174165 , 0.926997 , -0.265147 },{ -0.098135 , 0.603494 , 0.791305}},
15618 {{-0.160126 , 0.933123 , -0.268078 },{ -0.083382 , 0.768890 , 0.633920}},
15619 {{-0.175615 , 0.936832 , -0.274614 },{ -0.083382 , 0.768890 , 0.633920}},
15620 {{-0.185341 , 0.932702 , -0.270884 },{ -0.083382 , 0.768890 , 0.633920}},
15621 {{-0.187507 , 0.943546 , -0.280252 },{ 0.011612 , 0.655011 , 0.755530}},
15622 {{-0.185341 , 0.932702 , -0.270884 },{ 0.011612 , 0.655011 , 0.755530}},
15623 {{-0.175615 , 0.936832 , -0.274614 },{ 0.011612 , 0.655011 , 0.755530}},
15624 {{-0.187507 , 0.943546 , -0.280252 },{ -0.056417 , 0.646210 , 0.761071}},
15625 {{-0.196524 , 0.939381 , -0.277384 },{ -0.056417 , 0.646210 , 0.761071}},
15626 {{-0.185341 , 0.932702 , -0.270884 },{ -0.056417 , 0.646210 , 0.761071}},
15627 {{-0.198730 , 0.961981 , -0.220291 },{ 0.572145 , 0.149254 , -0.806457}},
15628 {{-0.193998 , 0.948364 , -0.219454 },{ 0.572145 , 0.149254 , -0.806457}},
15629 {{-0.204097 , 0.958721 , -0.224702 },{ 0.572145 , 0.149254 , -0.806457}},
15630 {{-0.198730 , 0.961981 , -0.220291 },{ 0.486696 , 0.115909 , -0.865847}},
15631 {{-0.188081 , 0.951666 , -0.215686 },{ 0.486696 , 0.115909 , -0.865847}},
15632 {{-0.193998 , 0.948364 , -0.219454 },{ 0.486696 , 0.115909 , -0.865847}},
15633 {{-0.188081 , 0.951666 , -0.215686 },{ 0.443790 , 0.201236 , -0.873244}},
15634 {{-0.177116 , 0.943011 , -0.212108 },{ 0.443790 , 0.201236 , -0.873244}},
15635 {{-0.193998 , 0.948364 , -0.219454 },{ 0.443790 , 0.201236 , -0.873244}},
15636 {{-0.193998 , 0.948364 , -0.219454 },{ 0.426326 , 0.112871 , -0.897500}},
15637 {{-0.177116 , 0.943011 , -0.212108 },{ 0.426326 , 0.112871 , -0.897500}},
15638 {{-0.183060 , 0.939723 , -0.215345 },{ 0.426326 , 0.112871 , -0.897500}},
15639 {{-0.193998 , 0.948364 , -0.219454 },{ 0.590594 , 0.419893 , -0.689122}},
15640 {{-0.183060 , 0.939723 , -0.215345 },{ 0.590594 , 0.419893 , -0.689122}},
15641 {{-0.187427 , 0.936266 , -0.221194 },{ 0.590594 , 0.419893 , -0.689122}},
15642 {{-0.197907 , 0.945077 , -0.225780 },{ 0.643750 , 0.439726 , -0.626280}},
15643 {{-0.193998 , 0.948364 , -0.219454 },{ 0.643750 , 0.439726 , -0.626280}},
15644 {{-0.187427 , 0.936266 , -0.221194 },{ 0.643750 , 0.439726 , -0.626280}},
15645 {{-0.209279 , 0.957330 , -0.232313 },{ 0.713934 , 0.334666 , -0.615058}},
15646 {{-0.193998 , 0.948364 , -0.219454 },{ 0.713934 , 0.334666 , -0.615058}},
15647 {{-0.197907 , 0.945077 , -0.225780 },{ 0.713934 , 0.334666 , -0.615058}},
15648 {{-0.209279 , 0.957330 , -0.232313 },{ 0.715975 , 0.412896 , -0.562937}},
15649 {{-0.204097 , 0.958721 , -0.224702 },{ 0.715975 , 0.412896 , -0.562937}},
15650 {{-0.193998 , 0.948364 , -0.219454 },{ 0.715975 , 0.412896 , -0.562937}},
15651 {{-0.208571 , 0.938269 , -0.266399 },{ 0.753565 , 0.614649 , -0.233121}},
15652 {{-0.210220 , 0.942547 , -0.260450 },{ 0.753565 , 0.614649 , -0.233121}},
15653 {{-0.199396 , 0.929571 , -0.259674 },{ 0.753565 , 0.614649 , -0.233121}},
15654 {{-0.210220 , 0.942547 , -0.260450 },{ 0.759873 , 0.622687 , -0.186693}},
15655 {{-0.199584 , 0.931781 , -0.253068 },{ 0.759873 , 0.622687 , -0.186693}},
15656 {{-0.199396 , 0.929571 , -0.259674 },{ 0.759873 , 0.622687 , -0.186693}},
15657 {{-0.199396 , 0.929571 , -0.259674 },{ 0.706716 , 0.676754 , -0.206294}},
15658 {{-0.199584 , 0.931781 , -0.253068 },{ 0.706716 , 0.676754 , -0.206294}},
15659 {{-0.189914 , 0.923471 , -0.247202 },{ 0.706716 , 0.676754 , -0.206294}},
15660 {{-0.189207 , 0.922166 , -0.253717 },{ 0.619126 , 0.780221 , -0.089096}},
15661 {{-0.199396 , 0.929571 , -0.259674 },{ 0.619126 , 0.780221 , -0.089096}},
15662 {{-0.189914 , 0.923471 , -0.247202 },{ 0.619126 , 0.780221 , -0.089096}},
15663 {{-0.185167 , 0.922901 , -0.259864 },{ 0.399434 , 0.841761 , 0.363169}},
15664 {{-0.199396 , 0.929571 , -0.259674 },{ 0.399434 , 0.841761 , 0.363169}},
15665 {{-0.189207 , 0.922166 , -0.253717 },{ 0.399434 , 0.841761 , 0.363169}},
15666 {{-0.185167 , 0.922901 , -0.259864 },{ 0.417099 , 0.883746 , 0.212182}},
15667 {{-0.195940 , 0.929398 , -0.265747 },{ 0.417099 , 0.883746 , 0.212182}},
15668 {{-0.199396 , 0.929571 , -0.259674 },{ 0.417099 , 0.883746 , 0.212182}},
15669 {{-0.195940 , 0.929398 , -0.265747 },{ 0.487373 , 0.835573 , 0.253546}},
15670 {{-0.205496 , 0.937067 , -0.272652 },{ 0.487373 , 0.835573 , 0.253546}},
15671 {{-0.199396 , 0.929571 , -0.259674 },{ 0.487373 , 0.835573 , 0.253546}},
15672 {{-0.199396 , 0.929571 , -0.259674 },{ 0.617301 , 0.771243 , 0.155320}},
15673 {{-0.205496 , 0.937067 , -0.272652 },{ 0.617301 , 0.771243 , 0.155320}},
15674 {{-0.208571 , 0.938269 , -0.266399 },{ 0.617301 , 0.771243 , 0.155320}},
15675 {{-0.176898 , 0.950474 , -0.242771 },{ -0.587620 , -0.689078 , 0.424115}},
15676 {{-0.186682 , 0.959444 , -0.241753 },{ -0.587620 , -0.689078 , 0.424115}},
15677 {{-0.189408 , 0.957286 , -0.249036 },{ -0.587620 , -0.689078 , 0.424115}},
15678 {{-0.176898 , 0.950474 , -0.242771 },{ -0.593692 , -0.693827 , 0.407595}},
15679 {{-0.175694 , 0.950893 , -0.240304 },{ -0.593692 , -0.693827 , 0.407595}},
15680 {{-0.186682 , 0.959444 , -0.241753 },{ -0.593692 , -0.693827 , 0.407595}},
15681 {{-0.164988 , 0.943392 , -0.241739 },{ -0.497499 , -0.781927 , 0.375612}},
15682 {{-0.175694 , 0.950893 , -0.240304 },{ -0.497499 , -0.781927 , 0.375612}},
15683 {{-0.176898 , 0.950474 , -0.242771 },{ -0.497499 , -0.781927 , 0.375612}},
15684 {{-0.164988 , 0.943392 , -0.241739 },{ -0.580719 , -0.798490 , -0.158680}},
15685 {{-0.165881 , 0.943550 , -0.239266 },{ -0.580719 , -0.798490 , -0.158680}},
15686 {{-0.175694 , 0.950893 , -0.240304 },{ -0.580719 , -0.798490 , -0.158680}},
15687 {{-0.165116 , 0.944641 , -0.236661 },{ -0.564013 , -0.689499 , 0.454402}},
15688 {{-0.175694 , 0.950893 , -0.240304 },{ -0.564013 , -0.689499 , 0.454402}},
15689 {{-0.165881 , 0.943550 , -0.239266 },{ -0.564013 , -0.689499 , 0.454402}},
15690 {{-0.165116 , 0.944641 , -0.236661 },{ -0.555916 , -0.614221 , 0.560080}},
15691 {{-0.174231 , 0.952898 , -0.236653 },{ -0.555916 , -0.614221 , 0.560080}},
15692 {{-0.175694 , 0.950893 , -0.240304 },{ -0.555916 , -0.614221 , 0.560080}},
15693 {{-0.174231 , 0.952898 , -0.236653 },{ -0.538647 , -0.628566 , 0.561038}},
15694 {{-0.186080 , 0.963625 , -0.236011 },{ -0.538647 , -0.628566 , 0.561038}},
15695 {{-0.175694 , 0.950893 , -0.240304 },{ -0.538647 , -0.628566 , 0.561038}},
15696 {{-0.175694 , 0.950893 , -0.240304 },{ -0.565197 , -0.637568 , 0.523506}},
15697 {{-0.186080 , 0.963625 , -0.236011 },{ -0.565197 , -0.637568 , 0.523506}},
15698 {{-0.186682 , 0.959444 , -0.241753 },{ -0.565197 , -0.637568 , 0.523506}},
15699 {{-0.184041 , 0.967031 , -0.223926 },{ -0.261954 , -0.577746 , -0.773039}},
15700 {{-0.179849 , 0.955320 , -0.216594 },{ -0.261954 , -0.577746 , -0.773039}},
15701 {{-0.190705 , 0.965340 , -0.220404 },{ -0.261954 , -0.577746 , -0.773039}},
15702 {{-0.184041 , 0.967031 , -0.223926 },{ -0.351796 , -0.583959 , -0.731595}},
15703 {{-0.173299 , 0.957355 , -0.221368 },{ -0.351796 , -0.583959 , -0.731595}},
15704 {{-0.179849 , 0.955320 , -0.216594 },{ -0.351796 , -0.583959 , -0.731595}},
15705 {{-0.173299 , 0.957355 , -0.221368 },{ -0.358246 , -0.574109 , -0.736246}},
15706 {{-0.164011 , 0.948525 , -0.219002 },{ -0.358246 , -0.574109 , -0.736246}},
15707 {{-0.179849 , 0.955320 , -0.216594 },{ -0.358246 , -0.574109 , -0.736246}},
15708 {{-0.164011 , 0.948525 , -0.219002 },{ -0.384787 , -0.673048 , -0.631622}},
15709 {{-0.169659 , 0.946555 , -0.213462 },{ -0.384787 , -0.673048 , -0.631622}},
15710 {{-0.179849 , 0.955320 , -0.216594 },{ -0.384787 , -0.673048 , -0.631622}},
15711 {{-0.179849 , 0.955320 , -0.216594 },{ -0.007106 , -0.343803 , -0.939015}},
15712 {{-0.169659 , 0.946555 , -0.213462 },{ -0.007106 , -0.343803 , -0.939015}},
15713 {{-0.177116 , 0.943011 , -0.212108 },{ -0.007106 , -0.343803 , -0.939015}},
15714 {{-0.179849 , 0.955320 , -0.216594 },{ 0.044119 , -0.333424 , -0.941744}},
15715 {{-0.177116 , 0.943011 , -0.212108 },{ 0.044119 , -0.333424 , -0.941744}},
15716 {{-0.188081 , 0.951666 , -0.215686 },{ 0.044119 , -0.333424 , -0.941744}},
15717 {{-0.198730 , 0.961981 , -0.220291 },{ 0.056152 , -0.358108 , -0.931990}},
15718 {{-0.179849 , 0.955320 , -0.216594 },{ 0.056152 , -0.358108 , -0.931990}},
15719 {{-0.188081 , 0.951666 , -0.215686 },{ 0.056152 , -0.358108 , -0.931990}},
15720 {{-0.190705 , 0.965340 , -0.220404 },{ 0.095867 , -0.261341 , -0.960474}},
15721 {{-0.179849 , 0.955320 , -0.216594 },{ 0.095867 , -0.261341 , -0.960474}},
15722 {{-0.198730 , 0.961981 , -0.220291 },{ 0.095867 , -0.261341 , -0.960474}},
15723 {{-0.172430 , 0.955800 , -0.229198 },{ -0.604501 , -0.629820 , 0.487755}},
15724 {{-0.182757 , 0.965289 , -0.229744 },{ -0.604501 , -0.629820 , 0.487755}},
15725 {{-0.186080 , 0.963625 , -0.236011 },{ -0.604501 , -0.629820 , 0.487755}},
15726 {{-0.172430 , 0.955800 , -0.229198 },{ -0.599167 , -0.686494 , 0.411976}},
15727 {{-0.186080 , 0.963625 , -0.236011 },{ -0.599167 , -0.686494 , 0.411976}},
15728 {{-0.174231 , 0.952898 , -0.236653 },{ -0.599167 , -0.686494 , 0.411976}},
15729 {{-0.165116 , 0.944641 , -0.236661 },{ -0.611873 , -0.675848 , 0.410902}},
15730 {{-0.172430 , 0.955800 , -0.229198 },{ -0.611873 , -0.675848 , 0.410902}},
15731 {{-0.174231 , 0.952898 , -0.236653 },{ -0.611873 , -0.675848 , 0.410902}},
15732 {{-0.165116 , 0.944641 , -0.236661 },{ -0.676029 , -0.660957 , 0.325760}},
15733 {{-0.163494 , 0.947093 , -0.228320 },{ -0.676029 , -0.660957 , 0.325760}},
15734 {{-0.172430 , 0.955800 , -0.229198 },{ -0.676029 , -0.660957 , 0.325760}},
15735 {{-0.172430 , 0.955800 , -0.229198 },{ -0.696176 , -0.714948 , 0.064718}},
15736 {{-0.164011 , 0.948525 , -0.219002 },{ -0.696176 , -0.714948 , 0.064718}},
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15739 {{-0.163494 , 0.947093 , -0.228320 },{ -0.699680 , -0.710975 , 0.070446}},
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15742 {{-0.173299 , 0.957355 , -0.221368 },{ -0.676794 , -0.732832 , 0.070057}},
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15752 {{-0.200859 , 0.937860 , -0.239486 },{ 0.810075 , 0.549169 , -0.205408}},
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15764 {{-0.189914 , 0.923471 , -0.247202 },{ 0.705597 , 0.679737 , -0.200223}},
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15767 {{-0.199584 , 0.931781 , -0.253068 },{ 0.757429 , 0.629528 , -0.173194}},
15768 {{-0.210220 , 0.942547 , -0.260450 },{ 0.780357 , 0.588110 , -0.212532}},
15769 {{-0.209965 , 0.945100 , -0.252449 },{ 0.780357 , 0.588110 , -0.212532}},
15770 {{-0.200377 , 0.934588 , -0.246333 },{ 0.780357 , 0.588110 , -0.212532}},
15771 {{-0.200880 , 0.983408 , -0.283086 },{ -0.139487 , -0.052292 , -0.988842}},
15772 {{-0.197855 , 0.979764 , -0.283320 },{ -0.139487 , -0.052292 , -0.988842}},
15773 {{-0.207096 , 0.979131 , -0.281983 },{ -0.139487 , -0.052292 , -0.988842}},
15774 {{-0.197855 , 0.979764 , -0.283320 },{ -0.142123 , -0.015678 , -0.989725}},
15775 {{-0.202795 , 0.976377 , -0.282557 },{ -0.142123 , -0.015678 , -0.989725}},
15776 {{-0.207096 , 0.979131 , -0.281983 },{ -0.142123 , -0.015678 , -0.989725}},
15777 {{-0.210366 , 0.973933 , -0.279382 },{ -0.297612 , -0.268300 , -0.916211}},
15778 {{-0.202795 , 0.976377 , -0.282557 },{ -0.297612 , -0.268300 , -0.916211}},
15779 {{-0.204865 , 0.972704 , -0.280809 },{ -0.297612 , -0.268300 , -0.916211}},
15780 {{-0.210366 , 0.973933 , -0.279382 },{ -0.296234 , -0.271806 , -0.915624}},
15781 {{-0.207096 , 0.979131 , -0.281983 },{ -0.296234 , -0.271806 , -0.915624}},
15782 {{-0.202795 , 0.976377 , -0.282557 },{ -0.296234 , -0.271806 , -0.915624}},
15783 {{-0.210809 , 0.979381 , -0.285431 },{ 0.515465 , -0.617617 , -0.594007}},
15784 {{-0.210366 , 0.973933 , -0.279382 },{ 0.515465 , -0.617617 , -0.594007}},
15785 {{-0.215151 , 0.972467 , -0.282010 },{ 0.515465 , -0.617617 , -0.594007}},
15786 {{-0.210809 , 0.979381 , -0.285431 },{ 0.511288 , -0.619632 , -0.595516}},
15787 {{-0.207096 , 0.979131 , -0.281983 },{ 0.511288 , -0.619632 , -0.595516}},
15788 {{-0.210366 , 0.973933 , -0.279382 },{ 0.511288 , -0.619632 , -0.595516}},
15789 {{-0.203360 , 0.984783 , -0.286863 },{ 0.433568 , -0.735775 , -0.520245}},
15790 {{-0.207096 , 0.979131 , -0.281983 },{ 0.433568 , -0.735775 , -0.520245}},
15791 {{-0.210809 , 0.979381 , -0.285431 },{ 0.433568 , -0.735775 , -0.520245}},
15792 {{-0.200880 , 0.983408 , -0.283086 },{ 0.411018 , -0.736063 , -0.537843}},
15793 {{-0.207096 , 0.979131 , -0.281983 },{ 0.411018 , -0.736063 , -0.537843}},
15794 {{-0.203360 , 0.984783 , -0.286863 },{ 0.411018 , -0.736063 , -0.537843}},
15795 {{-0.191030 , 0.983838 , -0.283987 },{ -0.440348 , 0.633545 , -0.636172}},
15796 {{-0.196089 , 0.975543 , -0.288746 },{ -0.440348 , 0.633545 , -0.636172}},
15797 {{-0.197855 , 0.979764 , -0.283320 },{ -0.440348 , 0.633545 , -0.636172}},
15798 {{-0.191030 , 0.983838 , -0.283987 },{ -0.453198 , 0.635203 , -0.625403}},
15799 {{-0.189496 , 0.979733 , -0.289268 },{ -0.453198 , 0.635203 , -0.625403}},
15800 {{-0.196089 , 0.975543 , -0.288746 },{ -0.453198 , 0.635203 , -0.625403}},
15801 {{-0.189496 , 0.979733 , -0.289268 },{ -0.630009 , 0.513757 , -0.582359}},
15802 {{-0.191030 , 0.983838 , -0.283987 },{ -0.630009 , 0.513757 , -0.582359}},
15803 {{-0.186992 , 0.986220 , -0.286254 },{ -0.630009 , 0.513757 , -0.582359}},
15804 {{-0.186992 , 0.986220 , -0.286254 },{ -0.555875 , 0.517001 , -0.650933}},
15805 {{-0.184364 , 0.984090 , -0.290190 },{ -0.555875 , 0.517001 , -0.650933}},
15806 {{-0.189496 , 0.979733 , -0.289268 },{ -0.555875 , 0.517001 , -0.650933}},
15807 {{-0.184364 , 0.984090 , -0.290190 },{ -0.655048 , 0.731547 , -0.189081}},
15808 {{-0.185783 , 0.981611 , -0.294865 },{ -0.655048 , 0.731547 , -0.189081}},
15809 {{-0.189496 , 0.979733 , -0.289268 },{ -0.655048 , 0.731547 , -0.189081}},
15810 {{-0.189403 , 0.977491 , -0.295760 },{ -0.702433 , 0.669598 , -0.241303}},
15811 {{-0.189496 , 0.979733 , -0.289268 },{ -0.702433 , 0.669598 , -0.241303}},
15812 {{-0.185783 , 0.981611 , -0.294865 },{ -0.702433 , 0.669598 , -0.241303}},
15813 {{-0.189403 , 0.977491 , -0.295760 },{ -0.543265 , 0.791141 , -0.280997}},
15814 {{-0.196174 , 0.972986 , -0.295353 },{ -0.543265 , 0.791141 , -0.280997}},
15815 {{-0.189496 , 0.979733 , -0.289268 },{ -0.543265 , 0.791141 , -0.280997}},
15816 {{-0.189496 , 0.979733 , -0.289268 },{ -0.528410 , 0.794029 , -0.300501}},
15817 {{-0.196174 , 0.972986 , -0.295353 },{ -0.528410 , 0.794029 , -0.300501}},
15818 {{-0.196089 , 0.975543 , -0.288746 },{ -0.528410 , 0.794029 , -0.300501}},
15819 {{-0.203360 , 0.984783 , -0.286863 },{ 0.623637 , -0.731849 , 0.274723}},
15820 {{-0.211332 , 0.976084 , -0.291940 },{ 0.623637 , -0.731849 , 0.274723}},
15821 {{-0.203490 , 0.982194 , -0.293465 },{ 0.623637 , -0.731849 , 0.274723}},
15822 {{-0.203360 , 0.984783 , -0.286863 },{ 0.595395 , -0.735000 , 0.324469}},
15823 {{-0.210809 , 0.979381 , -0.285431 },{ 0.595395 , -0.735000 , 0.324469}},
15824 {{-0.211332 , 0.976084 , -0.291940 },{ 0.595395 , -0.735000 , 0.324469}},
15825 {{-0.211332 , 0.976084 , -0.291940 },{ 0.869985 , -0.464512 , 0.165392}},
15826 {{-0.210809 , 0.979381 , -0.285431 },{ 0.869985 , -0.464512 , 0.165392}},
15827 {{-0.215151 , 0.972467 , -0.282010 },{ 0.869985 , -0.464512 , 0.165392}},
15828 {{-0.211332 , 0.976084 , -0.291940 },{ 0.884080 , -0.429826 , 0.183446}},
15829 {{-0.215151 , 0.972467 , -0.282010 },{ 0.884080 , -0.429826 , 0.183446}},
15830 {{-0.215793 , 0.968438 , -0.288356 },{ 0.884080 , -0.429826 , 0.183446}},
15831 {{-0.213006 , 0.964463 , -0.294270 },{ 0.814577 , -0.224569 , 0.534821}},
15832 {{-0.211332 , 0.976084 , -0.291940 },{ 0.814577 , -0.224569 , 0.534821}},
15833 {{-0.215793 , 0.968438 , -0.288356 },{ 0.814577 , -0.224569 , 0.534821}},
15834 {{-0.209149 , 0.971806 , -0.297492 },{ 0.837686 , -0.220820 , 0.499520}},
15835 {{-0.211332 , 0.976084 , -0.291940 },{ 0.837686 , -0.220820 , 0.499520}},
15836 {{-0.213006 , 0.964463 , -0.294270 },{ 0.837686 , -0.220820 , 0.499520}},
15837 {{-0.201769 , 0.977943 , -0.298888 },{ 0.562718 , -0.532952 , 0.631910}},
15838 {{-0.211332 , 0.976084 , -0.291940 },{ 0.562718 , -0.532952 , 0.631910}},
15839 {{-0.209149 , 0.971806 , -0.297492 },{ 0.562718 , -0.532952 , 0.631910}},
15840 {{-0.203490 , 0.982194 , -0.293465 },{ 0.555587 , -0.559588 , 0.614967}},
15841 {{-0.211332 , 0.976084 , -0.291940 },{ 0.555587 , -0.559588 , 0.614967}},
15842 {{-0.201769 , 0.977943 , -0.298888 },{ 0.555587 , -0.559588 , 0.614967}},
15843 {{-0.205031 , 0.956029 , -0.290942 },{ 0.323584 , 0.595969 , 0.734925}},
15844 {{-0.213006 , 0.964463 , -0.294270 },{ 0.323584 , 0.595969 , 0.734925}},
15845 {{-0.210464 , 0.955711 , -0.288292 },{ 0.323584 , 0.595969 , 0.734925}},
15846 {{-0.205031 , 0.956029 , -0.290942 },{ 0.319642 , 0.593657 , 0.738512}},
15847 {{-0.207501 , 0.963156 , -0.295602 },{ 0.319642 , 0.593657 , 0.738512}},
15848 {{-0.213006 , 0.964463 , -0.294270 },{ 0.319642 , 0.593657 , 0.738512}},
15849 {{-0.201264 , 0.949240 , -0.285780 },{ 0.286991 , 0.672755 , 0.681936}},
15850 {{-0.210464 , 0.955711 , -0.288292 },{ 0.286991 , 0.672755 , 0.681936}},
15851 {{-0.206752 , 0.947625 , -0.281877 },{ 0.286991 , 0.672755 , 0.681936}},
15852 {{-0.201264 , 0.949240 , -0.285780 },{ 0.290670 , 0.676093 , 0.677059}},
15853 {{-0.205031 , 0.956029 , -0.290942 },{ 0.290670 , 0.676093 , 0.677059}},
15854 {{-0.210464 , 0.955711 , -0.288292 },{ 0.290670 , 0.676093 , 0.677059}},
15855 {{-0.205031 , 0.956029 , -0.290942 },{ -0.409230 , 0.397431 , 0.821328}},
15856 {{-0.201264 , 0.949240 , -0.285780 },{ -0.409230 , 0.397431 , 0.821328}},
15857 {{-0.196819 , 0.953381 , -0.285569 },{ -0.409230 , 0.397431 , 0.821328}},
15858 {{-0.200579 , 0.959059 , -0.289389 },{ -0.469651 , 0.257191 , 0.844559}},
15859 {{-0.205031 , 0.956029 , -0.290942 },{ -0.469651 , 0.257191 , 0.844559}},
15860 {{-0.196819 , 0.953381 , -0.285569 },{ -0.469651 , 0.257191 , 0.844559}},
15861 {{-0.202712 , 0.964543 , -0.292879 },{ -0.498388 , 0.319138 , 0.806077}},
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15863 {{-0.200579 , 0.959059 , -0.289389 },{ -0.498388 , 0.319138 , 0.806077}},
15864 {{-0.202712 , 0.964543 , -0.292879 },{ -0.536769 , 0.323489 , 0.779252}},
15865 {{-0.207501 , 0.963156 , -0.295602 },{ -0.536769 , 0.323489 , 0.779252}},
15866 {{-0.205031 , 0.956029 , -0.290942 },{ -0.536769 , 0.323489 , 0.779252}},
15867 {{-0.200508 , 0.972162 , -0.288115 },{ -0.842874 , 0.158041 , -0.514379}},
15868 {{-0.202074 , 0.968650 , -0.286628 },{ -0.842874 , 0.158041 , -0.514379}},
15869 {{-0.204865 , 0.972704 , -0.280809 },{ -0.842874 , 0.158041 , -0.514379}},
15870 {{-0.200508 , 0.972162 , -0.288115 },{ -0.829604 , 0.224179 , -0.511371}},
15871 {{-0.204865 , 0.972704 , -0.280809 },{ -0.829604 , 0.224179 , -0.511371}},
15872 {{-0.202795 , 0.976377 , -0.282557 },{ -0.829604 , 0.224179 , -0.511371}},
15873 {{-0.197855 , 0.979764 , -0.283320 },{ -0.497473 , 0.580317 , -0.644789}},
15874 {{-0.200508 , 0.972162 , -0.288115 },{ -0.497473 , 0.580317 , -0.644789}},
15875 {{-0.202795 , 0.976377 , -0.282557 },{ -0.497473 , 0.580317 , -0.644789}},
15876 {{-0.197855 , 0.979764 , -0.283320 },{ -0.530141 , 0.576940 , -0.621362}},
15877 {{-0.196089 , 0.975543 , -0.288746 },{ -0.530141 , 0.576940 , -0.621362}},
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15879 {{-0.196089 , 0.975543 , -0.288746 },{ -0.608270 , 0.742831 , -0.279660}},
15880 {{-0.196174 , 0.972986 , -0.295353 },{ -0.608270 , 0.742831 , -0.279660}},
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15882 {{-0.196174 , 0.972986 , -0.295353 },{ -0.644631 , 0.700471 , -0.306255}},
15883 {{-0.200927 , 0.968928 , -0.294630 },{ -0.644631 , 0.700471 , -0.306255}},
15884 {{-0.200508 , 0.972162 , -0.288115 },{ -0.644631 , 0.700471 , -0.306255}},
15885 {{-0.200927 , 0.968928 , -0.294630 },{ -0.935087 , 0.337720 , -0.107506}},
15886 {{-0.202712 , 0.964543 , -0.292879 },{ -0.935087 , 0.337720 , -0.107506}},
15887 {{-0.200508 , 0.972162 , -0.288115 },{ -0.935087 , 0.337720 , -0.107506}},
15888 {{-0.202712 , 0.964543 , -0.292879 },{ -0.925001 , 0.353961 , -0.138146}},
15889 {{-0.202074 , 0.968650 , -0.286628 },{ -0.925001 , 0.353961 , -0.138146}},
15890 {{-0.200508 , 0.972162 , -0.288115 },{ -0.925001 , 0.353961 , -0.138146}},
15891 {{-0.210366 , 0.973933 , -0.279382 },{ -0.323856 , -0.605466 , -0.727000}},
15892 {{-0.204865 , 0.972704 , -0.280809 },{ -0.323856 , -0.605466 , -0.727000}},
15893 {{-0.208956 , 0.966875 , -0.274132 },{ -0.323856 , -0.605466 , -0.727000}},
15894 {{-0.204865 , 0.972704 , -0.280809 },{ -0.279196 , -0.632073 , -0.722864}},
15895 {{-0.203080 , 0.967771 , -0.277185 },{ -0.279196 , -0.632073 , -0.722864}},
15896 {{-0.208956 , 0.966875 , -0.274132 },{ -0.279196 , -0.632073 , -0.722864}},
15897 {{-0.199298 , 0.962860 , -0.273415 },{ -0.241654 , -0.701099 , -0.670868}},
15898 {{-0.208956 , 0.966875 , -0.274132 },{ -0.241654 , -0.701099 , -0.670868}},
15899 {{-0.203080 , 0.967771 , -0.277185 },{ -0.241654 , -0.701099 , -0.670868}},
15900 {{-0.208956 , 0.966875 , -0.274132 },{ -0.192043 , -0.600565 , -0.776171}},
15901 {{-0.199298 , 0.962860 , -0.273415 },{ -0.192043 , -0.600565 , -0.776171}},
15902 {{-0.206931 , 0.960462 , -0.269671 },{ -0.192043 , -0.600565 , -0.776171}},
15903 {{-0.208956 , 0.966875 , -0.274132 },{ 0.268767 , -0.491404 , -0.828424}},
15904 {{-0.206931 , 0.960462 , -0.269671 },{ 0.268767 , -0.491404 , -0.828424}},
15905 {{-0.211736 , 0.953552 , -0.267131 },{ 0.268767 , -0.491404 , -0.828424}},
15906 {{-0.208956 , 0.966875 , -0.274132 },{ 0.519638 , -0.479885 , -0.706885}},
15907 {{-0.211736 , 0.953552 , -0.267131 },{ 0.519638 , -0.479885 , -0.706885}},
15908 {{-0.213851 , 0.963267 , -0.275281 },{ 0.519638 , -0.479885 , -0.706885}},
15909 {{-0.215151 , 0.972467 , -0.282010 },{ 0.509642 , -0.459858 , -0.727184}},
15910 {{-0.208956 , 0.966875 , -0.274132 },{ 0.509642 , -0.459858 , -0.727184}},
15911 {{-0.213851 , 0.963267 , -0.275281 },{ 0.509642 , -0.459858 , -0.727184}},
15912 {{-0.210366 , 0.973933 , -0.279382 },{ 0.532198 , -0.434268 , -0.726757}},
15913 {{-0.208956 , 0.966875 , -0.274132 },{ 0.532198 , -0.434268 , -0.726757}},
15914 {{-0.215151 , 0.972467 , -0.282010 },{ 0.532198 , -0.434268 , -0.726757}},
15915 {{-0.215793 , 0.968438 , -0.288356 },{ 0.984208 , 0.086466 , -0.154464}},
15916 {{-0.215151 , 0.972467 , -0.282010 },{ 0.984208 , 0.086466 , -0.154464}},
15917 {{-0.213879 , 0.958835 , -0.281536 },{ 0.984208 , 0.086466 , -0.154464}},
15918 {{-0.215151 , 0.972467 , -0.282010 },{ 0.993557 , 0.090329 , -0.068451}},
15919 {{-0.213851 , 0.963267 , -0.275281 },{ 0.993557 , 0.090329 , -0.068451}},
15920 {{-0.213879 , 0.958835 , -0.281536 },{ 0.993557 , 0.090329 , -0.068451}},
15921 {{-0.213879 , 0.958835 , -0.281536 },{ 0.986327 , 0.132353 , -0.098194}},
15922 {{-0.213851 , 0.963267 , -0.275281 },{ 0.986327 , 0.132353 , -0.098194}},
15923 {{-0.211736 , 0.953552 , -0.267131 },{ 0.986327 , 0.132353 , -0.098194}},
15924 {{-0.213879 , 0.958835 , -0.281536 },{ 0.938823 , 0.344138 , -0.013456}},
15925 {{-0.211736 , 0.953552 , -0.267131 },{ 0.938823 , 0.344138 , -0.013456}},
15926 {{-0.210480 , 0.949836 , -0.274539 },{ 0.938823 , 0.344138 , -0.013456}},
15927 {{-0.206752 , 0.947625 , -0.281877 },{ 0.818145 , 0.512203 , 0.261318}},
15928 {{-0.213879 , 0.958835 , -0.281536 },{ 0.818145 , 0.512203 , 0.261318}},
15929 {{-0.210480 , 0.949836 , -0.274539 },{ 0.818145 , 0.512203 , 0.261318}},
15930 {{-0.210464 , 0.955711 , -0.288292 },{ 0.832766 , 0.524014 , 0.178637}},
15931 {{-0.213879 , 0.958835 , -0.281536 },{ 0.832766 , 0.524014 , 0.178637}},
15932 {{-0.206752 , 0.947625 , -0.281877 },{ 0.832766 , 0.524014 , 0.178637}},
15933 {{-0.213006 , 0.964463 , -0.294270 },{ 0.872714 , 0.421625 , 0.246175}},
15934 {{-0.213879 , 0.958835 , -0.281536 },{ 0.872714 , 0.421625 , 0.246175}},
15935 {{-0.210464 , 0.955711 , -0.288292 },{ 0.872714 , 0.421625 , 0.246175}},
15936 {{-0.213006 , 0.964463 , -0.294270 },{ 0.919495 , 0.332354 , 0.209927}},
15937 {{-0.215793 , 0.968438 , -0.288356 },{ 0.919495 , 0.332354 , 0.209927}},
15938 {{-0.213879 , 0.958835 , -0.281536 },{ 0.919495 , 0.332354 , 0.209927}},
15939 {{-0.204744 , 0.969115 , -0.298072 },{ -0.530784 , 0.522240 , 0.667483}},
15940 {{-0.207501 , 0.963156 , -0.295602 },{ -0.530784 , 0.522240 , 0.667483}},
15941 {{-0.202712 , 0.964543 , -0.292879 },{ -0.530784 , 0.522240 , 0.667483}},
15942 {{-0.204744 , 0.969115 , -0.298072 },{ -0.568754 , 0.494096 , 0.657563}},
15943 {{-0.202712 , 0.964543 , -0.292879 },{ -0.568754 , 0.494096 , 0.657563}},
15944 {{-0.200927 , 0.968928 , -0.294630 },{ -0.568754 , 0.494096 , 0.657563}},
15945 {{-0.200927 , 0.968928 , -0.294630 },{ -0.478856 , 0.669875 , 0.567419}},
15946 {{-0.198699 , 0.974329 , -0.299126 },{ -0.478856 , 0.669875 , 0.567419}},
15947 {{-0.204744 , 0.969115 , -0.298072 },{ -0.478856 , 0.669875 , 0.567419}},
15948 {{-0.200927 , 0.968928 , -0.294630 },{ -0.485444 , 0.668888 , 0.562968}},
15949 {{-0.196174 , 0.972986 , -0.295353 },{ -0.485444 , 0.668888 , 0.562968}},
15950 {{-0.198699 , 0.974329 , -0.299126 },{ -0.485444 , 0.668888 , 0.562968}},
15951 {{-0.201769 , 0.977943 , -0.298888 },{ 0.132094 , 0.047007 , 0.990122}},
15952 {{-0.204744 , 0.969115 , -0.298072 },{ 0.132094 , 0.047007 , 0.990122}},
15953 {{-0.198699 , 0.974329 , -0.299126 },{ 0.132094 , 0.047007 , 0.990122}},
15954 {{-0.201769 , 0.977943 , -0.298888 },{ 0.154031 , 0.039352 , 0.987282}},
15955 {{-0.209149 , 0.971806 , -0.297492 },{ 0.154031 , 0.039352 , 0.987282}},
15956 {{-0.204744 , 0.969115 , -0.298072 },{ 0.154031 , 0.039352 , 0.987282}},
15957 {{-0.204744 , 0.969115 , -0.298072 },{ 0.283730 , 0.252198 , 0.925145}},
15958 {{-0.213006 , 0.964463 , -0.294270 },{ 0.283730 , 0.252198 , 0.925145}},
15959 {{-0.207501 , 0.963156 , -0.295602 },{ 0.283730 , 0.252198 , 0.925145}},
15960 {{-0.204744 , 0.969115 , -0.298072 },{ 0.279783 , 0.258718 , 0.924547}},
15961 {{-0.209149 , 0.971806 , -0.297492 },{ 0.279783 , 0.258718 , 0.924547}},
15962 {{-0.213006 , 0.964463 , -0.294270 },{ 0.279783 , 0.258718 , 0.924547}},
15963 {{-0.200226 , 0.995175 , -0.267562 },{ -0.207017 , 0.045422 , -0.977282}},
15964 {{-0.197263 , 0.991639 , -0.268354 },{ -0.207017 , 0.045422 , -0.977282}},
15965 {{-0.206956 , 0.991569 , -0.266304 },{ -0.207017 , 0.045422 , -0.977282}},
15966 {{-0.197263 , 0.991639 , -0.268354 },{ -0.206804 , 0.080315 , -0.975080}},
15967 {{-0.203332 , 0.988456 , -0.267329 },{ -0.206804 , 0.080315 , -0.975080}},
15968 {{-0.206956 , 0.991569 , -0.266304 },{ -0.206804 , 0.080315 , -0.975080}},
15969 {{-0.206956 , 0.991569 , -0.266304 },{ -0.345572 , -0.094895 , -0.933582}},
15970 {{-0.203332 , 0.988456 , -0.267329 },{ -0.345572 , -0.094895 , -0.933582}},
15971 {{-0.207306 , 0.984196 , -0.265425 },{ -0.345572 , -0.094895 , -0.933582}},
15972 {{-0.206956 , 0.991569 , -0.266304 },{ -0.398583 , -0.089891 , -0.912716}},
15973 {{-0.207306 , 0.984196 , -0.265425 },{ -0.398583 , -0.089891 , -0.912716}},
15974 {{-0.211444 , 0.986349 , -0.263830 },{ -0.398583 , -0.089891 , -0.912716}},
15975 {{-0.206956 , 0.991569 , -0.266304 },{ 0.434439 , -0.662649 , -0.610048}},
15976 {{-0.211444 , 0.986349 , -0.263830 },{ 0.434439 , -0.662649 , -0.610048}},
15977 {{-0.215493 , 0.986205 , -0.266557 },{ 0.434439 , -0.662649 , -0.610048}},
15978 {{-0.210486 , 0.992549 , -0.269508 },{ 0.416832 , -0.632613 , -0.652727}},
15979 {{-0.206956 , 0.991569 , -0.266304 },{ 0.416832 , -0.632613 , -0.652727}},
15980 {{-0.215493 , 0.986205 , -0.266557 },{ 0.416832 , -0.632613 , -0.652727}},
15981 {{-0.203074 , 0.996708 , -0.270930 },{ 0.313187 , -0.755079 , -0.575994}},
15982 {{-0.206956 , 0.991569 , -0.266304 },{ 0.313187 , -0.755079 , -0.575994}},
15983 {{-0.210486 , 0.992549 , -0.269508 },{ 0.313187 , -0.755079 , -0.575994}},
15984 {{-0.200226 , 0.995175 , -0.267562 },{ 0.292832 , -0.752374 , -0.590071}},
15985 {{-0.206956 , 0.991569 , -0.266304 },{ 0.292832 , -0.752374 , -0.590071}},
15986 {{-0.203074 , 0.996708 , -0.270930 },{ 0.292832 , -0.752374 , -0.590071}},
15987 {{-0.189807 , 0.995666 , -0.269609 },{ -0.466979 , 0.693741 , -0.548319}},
15988 {{-0.196112 , 0.987813 , -0.274175 },{ -0.466979 , 0.693741 , -0.548319}},
15989 {{-0.197263 , 0.991639 , -0.268354 },{ -0.466979 , 0.693741 , -0.548319}},
15990 {{-0.189807 , 0.995666 , -0.269609 },{ -0.470337 , 0.694329 , -0.544693}},
15991 {{-0.188801 , 0.991919 , -0.275254 },{ -0.470337 , 0.694329 , -0.544693}},
15992 {{-0.196112 , 0.987813 , -0.274175 },{ -0.470337 , 0.694329 , -0.544693}},
15993 {{-0.188801 , 0.991919 , -0.275254 },{ -0.667404 , 0.560133 , -0.490737}},
15994 {{-0.189807 , 0.995666 , -0.269609 },{ -0.667404 , 0.560133 , -0.490737}},
15995 {{-0.185765 , 0.998163 , -0.272256 },{ -0.667404 , 0.560133 , -0.490737}},
15996 {{-0.183467 , 0.996270 , -0.276600 },{ -0.602574 , 0.564061 , -0.564571}},
15997 {{-0.188801 , 0.991919 , -0.275254 },{ -0.602574 , 0.564061 , -0.564571}},
15998 {{-0.185765 , 0.998163 , -0.272256 },{ -0.602574 , 0.564061 , -0.564571}},
15999 {{-0.183467 , 0.996270 , -0.276600 },{ -0.642913 , 0.760820 , -0.088409}},
16000 {{-0.185477 , 0.994039 , -0.281182 },{ -0.642913 , 0.760820 , -0.088409}},
16001 {{-0.188801 , 0.991919 , -0.275254 },{ -0.642913 , 0.760820 , -0.088409}},
16002 {{-0.185477 , 0.994039 , -0.281182 },{ -0.697940 , 0.702300 , -0.140193}},
16003 {{-0.189423 , 0.989994 , -0.281801 },{ -0.697940 , 0.702300 , -0.140193}},
16004 {{-0.188801 , 0.991919 , -0.275254 },{ -0.697940 , 0.702300 , -0.140193}},
16005 {{-0.196112 , 0.987813 , -0.274175 },{ -0.509598 , 0.834835 , -0.208232}},
16006 {{-0.189423 , 0.989994 , -0.281801 },{ -0.509598 , 0.834835 , -0.208232}},
16007 {{-0.196903 , 0.985665 , -0.280851 },{ -0.509598 , 0.834835 , -0.208232}},
16008 {{-0.196112 , 0.987813 , -0.274175 },{ -0.502055 , 0.841459 , -0.199721}},
16009 {{-0.188801 , 0.991919 , -0.275254 },{ -0.502055 , 0.841459 , -0.199721}},
16010 {{-0.189423 , 0.989994 , -0.281801 },{ -0.502055 , 0.841459 , -0.199721}},
16011 {{-0.203074 , 0.996708 , -0.270930 },{ 0.524007 , -0.826104 , 0.207288}},
16012 {{-0.211555 , 0.990005 , -0.276204 },{ 0.524007 , -0.826104 , 0.207288}},
16013 {{-0.203879 , 0.994526 , -0.277591 },{ 0.524007 , -0.826104 , 0.207288}},
16014 {{-0.203074 , 0.996708 , -0.270930 },{ 0.509502 , -0.828233 , 0.233319}},
16015 {{-0.210486 , 0.992549 , -0.269508 },{ 0.509502 , -0.828233 , 0.233319}},
16016 {{-0.211555 , 0.990005 , -0.276204 },{ 0.509502 , -0.828233 , 0.233319}},
16017 {{-0.211555 , 0.990005 , -0.276204 },{ 0.802519 , -0.588914 , 0.095617}},
16018 {{-0.210486 , 0.992549 , -0.269508 },{ 0.802519 , -0.588914 , 0.095617}},
16019 {{-0.215493 , 0.986205 , -0.266557 },{ 0.802519 , -0.588914 , 0.095617}},
16020 {{-0.211555 , 0.990005 , -0.276204 },{ 0.818962 , -0.562680 , 0.112663}},
16021 {{-0.215493 , 0.986205 , -0.266557 },{ 0.818962 , -0.562680 , 0.112663}},
16022 {{-0.216734 , 0.983066 , -0.273213 },{ 0.818962 , -0.562680 , 0.112663}},
16023 {{-0.215242 , 0.979271 , -0.279498 },{ 0.800839 , -0.409253 , 0.437228}},
16024 {{-0.211555 , 0.990005 , -0.276204 },{ 0.800839 , -0.409253 , 0.437228}},
16025 {{-0.216734 , 0.983066 , -0.273213 },{ 0.800839 , -0.409253 , 0.437228}},
16026 {{-0.215242 , 0.979271 , -0.279498 },{ 0.796849 , -0.409914 , 0.443850}},
16027 {{-0.210230 , 0.986110 , -0.282180 },{ 0.796849 , -0.409914 , 0.443850}},
16028 {{-0.211555 , 0.990005 , -0.276204 },{ 0.796849 , -0.409914 , 0.443850}},
16029 {{-0.210230 , 0.986110 , -0.282180 },{ 0.495663 , -0.673237 , 0.548699}},
16030 {{-0.203879 , 0.994526 , -0.277591 },{ 0.495663 , -0.673237 , 0.548699}},
16031 {{-0.211555 , 0.990005 , -0.276204 },{ 0.495663 , -0.673237 , 0.548699}},
16032 {{-0.210230 , 0.986110 , -0.282180 },{ 0.498617 , -0.673695 , 0.545450}},
16033 {{-0.202743 , 0.990666 , -0.283397 },{ 0.498617 , -0.673695 , 0.545450}},
16034 {{-0.203879 , 0.994526 , -0.277591 },{ 0.498617 , -0.673695 , 0.545450}},
16035 {{-0.215242 , 0.979271 , -0.279498 },{ 0.478047 , 0.310748 , 0.821527}},
16036 {{-0.212159 , 0.967324 , -0.276773 },{ 0.478047 , 0.310748 , 0.821527}},
16037 {{-0.211091 , 0.977160 , -0.281115 },{ 0.478047 , 0.310748 , 0.821527}},
16038 {{-0.215242 , 0.979271 , -0.279498 },{ 0.547912 , 0.317887 , 0.773784}},
16039 {{-0.216249 , 0.967648 , -0.274010 },{ 0.547912 , 0.317887 , 0.773784}},
16040 {{-0.212159 , 0.967324 , -0.276773 },{ 0.547912 , 0.317887 , 0.773784}},
16041 {{-0.216249 , 0.967648 , -0.274010 },{ 0.536435 , 0.390212 , 0.748313}},
16042 {{-0.215135 , 0.954480 , -0.267942 },{ 0.536435 , 0.390212 , 0.748313}},
16043 {{-0.212159 , 0.967324 , -0.276773 },{ 0.536435 , 0.390212 , 0.748313}},
16044 {{-0.212159 , 0.967324 , -0.276773 },{ 0.311970 , 0.488142 , 0.815102}},
16045 {{-0.215135 , 0.954480 , -0.267942 },{ 0.311970 , 0.488142 , 0.815102}},
16046 {{-0.210880 , 0.958884 , -0.272208 },{ 0.311970 , 0.488142 , 0.815102}},
16047 {{-0.212159 , 0.967324 , -0.276773 },{ -0.152361 , 0.452226 , 0.878793}},
16048 {{-0.210880 , 0.958884 , -0.272208 },{ -0.152361 , 0.452226 , 0.878793}},
16049 {{-0.205528 , 0.961136 , -0.272439 },{ -0.152361 , 0.452226 , 0.878793}},
16050 {{-0.208187 , 0.969500 , -0.275045 },{ -0.454580 , 0.130029 , 0.881164}},
16051 {{-0.212159 , 0.967324 , -0.276773 },{ -0.454580 , 0.130029 , 0.881164}},
16052 {{-0.205528 , 0.961136 , -0.272439 },{ -0.454580 , 0.130029 , 0.881164}},
16053 {{-0.207029 , 0.977347 , -0.278410 },{ -0.540442 , 0.397706 , 0.741453}},
16054 {{-0.212159 , 0.967324 , -0.276773 },{ -0.540442 , 0.397706 , 0.741453}},
16055 {{-0.208187 , 0.969500 , -0.275045 },{ -0.540442 , 0.397706 , 0.741453}},
16056 {{-0.207029 , 0.977347 , -0.278410 },{ -0.522517 , 0.391169 , 0.757603}},
16057 {{-0.211091 , 0.977160 , -0.281115 },{ -0.522517 , 0.391169 , 0.757603}},
16058 {{-0.212159 , 0.967324 , -0.276773 },{ -0.522517 , 0.391169 , 0.757603}},
16059 {{-0.203332 , 0.988456 , -0.267329 },{ -0.741437 , 0.483875 , -0.464905}},
16060 {{-0.205800 , 0.980443 , -0.271733 },{ -0.741437 , 0.483875 , -0.464905}},
16061 {{-0.207306 , 0.984196 , -0.265425 },{ -0.741437 , 0.483875 , -0.464905}},
16062 {{-0.203332 , 0.988456 , -0.267329 },{ -0.729601 , 0.488020 , -0.479081}},
16063 {{-0.201978 , 0.984598 , -0.273321 },{ -0.729601 , 0.488020 , -0.479081}},
16064 {{-0.205800 , 0.980443 , -0.271733 },{ -0.729601 , 0.488020 , -0.479081}},
16065 {{-0.197263 , 0.991639 , -0.268354 },{ -0.458504 , 0.696452 , -0.552022}},
16066 {{-0.201978 , 0.984598 , -0.273321 },{ -0.458504 , 0.696452 , -0.552022}},
16067 {{-0.203332 , 0.988456 , -0.267329 },{ -0.458504 , 0.696452 , -0.552022}},
16068 {{-0.197263 , 0.991639 , -0.268354 },{ -0.461730 , 0.696589 , -0.549153}},
16069 {{-0.196112 , 0.987813 , -0.274175 },{ -0.461730 , 0.696589 , -0.549153}},
16070 {{-0.201978 , 0.984598 , -0.273321 },{ -0.461730 , 0.696589 , -0.549153}},
16071 {{-0.196112 , 0.987813 , -0.274175 },{ -0.493257 , 0.843420 , -0.212931}},
16072 {{-0.196903 , 0.985665 , -0.280851 },{ -0.493257 , 0.843420 , -0.212931}},
16073 {{-0.201978 , 0.984598 , -0.273321 },{ -0.493257 , 0.843420 , -0.212931}},
16074 {{-0.196903 , 0.985665 , -0.280851 },{ -0.513680 , 0.826844 , -0.229044}},
16075 {{-0.203019 , 0.982092 , -0.280033 },{ -0.513680 , 0.826844 , -0.229044}},
16076 {{-0.201978 , 0.984598 , -0.273321 },{ -0.513680 , 0.826844 , -0.229044}},
16077 {{-0.203019 , 0.982092 , -0.280033 },{ -0.777424 , 0.619176 , -0.110602}},
16078 {{-0.207029 , 0.977347 , -0.278410 },{ -0.777424 , 0.619176 , -0.110602}},
16079 {{-0.201978 , 0.984598 , -0.273321 },{ -0.777424 , 0.619176 , -0.110602}},
16080 {{-0.207029 , 0.977347 , -0.278410 },{ -0.755945 , 0.635853 , -0.155683}},
16081 {{-0.205800 , 0.980443 , -0.271733 },{ -0.755945 , 0.635853 , -0.155683}},
16082 {{-0.201978 , 0.984598 , -0.273321 },{ -0.755945 , 0.635853 , -0.155683}},
16083 {{-0.211444 , 0.986349 , -0.263830 },{ -0.495754 , -0.371153 , -0.785158}},
16084 {{-0.207306 , 0.984196 , -0.265425 },{ -0.495754 , -0.371153 , -0.785158}},
16085 {{-0.212633 , 0.977324 , -0.258813 },{ -0.495754 , -0.371153 , -0.785158}},
16086 {{-0.207306 , 0.984196 , -0.265425 },{ -0.538626 , -0.328842 , -0.775723}},
16087 {{-0.208478 , 0.976937 , -0.261534 },{ -0.538626 , -0.328842 , -0.775723}},
16088 {{-0.212633 , 0.977324 , -0.258813 },{ -0.538626 , -0.328842 , -0.775723}},
16089 {{-0.212633 , 0.977324 , -0.258813 },{ -0.486258 , -0.571177 , -0.661294}},
16090 {{-0.208478 , 0.976937 , -0.261534 },{ -0.486258 , -0.571177 , -0.661294}},
16091 {{-0.206061 , 0.969131 , -0.256569 },{ -0.486258 , -0.571177 , -0.661294}},
16092 {{-0.212633 , 0.977324 , -0.258813 },{ -0.252710 , -0.438883 , -0.862276}},
16093 {{-0.206061 , 0.969131 , -0.256569 },{ -0.252710 , -0.438883 , -0.862276}},
16094 {{-0.211457 , 0.968898 , -0.254869 },{ -0.252710 , -0.438883 , -0.862276}},
16095 {{-0.212633 , 0.977324 , -0.258813 },{ 0.224321 , -0.387275 , -0.894258}},
16096 {{-0.211457 , 0.968898 , -0.254869 },{ 0.224321 , -0.387275 , -0.894258}},
16097 {{-0.215786 , 0.963428 , -0.253586 },{ 0.224321 , -0.387275 , -0.894258}},
16098 {{-0.212633 , 0.977324 , -0.258813 },{ 0.535600 , -0.401066 , -0.743155}},
16099 {{-0.215786 , 0.963428 , -0.253586 },{ 0.535600 , -0.401066 , -0.743155}},
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16101 {{-0.215493 , 0.986205 , -0.266557 },{ 0.544450 , -0.444779 , -0.711158}},
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16283 {{-0.205398 , 0.976687 , -0.242906 },{ -0.222453 , -0.654833 , -0.722294}},
16284 {{-0.211302 , 0.985613 , -0.249180 },{ 0.056346 , -0.548923 , -0.833972}},
16285 {{-0.205398 , 0.976687 , -0.242906 },{ 0.056346 , -0.548923 , -0.833972}},
16286 {{-0.211364 , 0.978937 , -0.244790 },{ 0.056346 , -0.548923 , -0.833972}},
16287 {{-0.211302 , 0.985613 , -0.249180 },{ 0.566926 , -0.456274 , -0.685864}},
16288 {{-0.211364 , 0.978937 , -0.244790 },{ 0.566926 , -0.456274 , -0.685864}},
16289 {{-0.215449 , 0.976065 , -0.246256 },{ 0.566926 , -0.456274 , -0.685864}},
16290 {{-0.214245 , 0.984283 , -0.253037 },{ 0.773191 , -0.467162 , -0.428877}},
16291 {{-0.211302 , 0.985613 , -0.249180 },{ 0.773191 , -0.467162 , -0.428877}},
16292 {{-0.215449 , 0.976065 , -0.246256 },{ 0.773191 , -0.467162 , -0.428877}},
16293 {{-0.214245 , 0.984283 , -0.253037 },{ 0.732153 , -0.578815 , -0.359062}},
16294 {{-0.208635 , 0.992198 , -0.254357 },{ 0.732153 , -0.578815 , -0.359062}},
16295 {{-0.211302 , 0.985613 , -0.249180 },{ 0.732153 , -0.578815 , -0.359062}},
16296 {{-0.214245 , 0.984283 , -0.253037 },{ 0.727229 , -0.577352 , -0.371218}},
16297 {{-0.211311 , 0.991367 , -0.258307 },{ 0.727229 , -0.577352 , -0.371218}},
16298 {{-0.208635 , 0.992198 , -0.254357 },{ 0.727229 , -0.577352 , -0.371218}},
16299 {{-0.213119 , 0.979438 , -0.258952 },{ 0.937830 , -0.158827 , 0.308624}},
16300 {{-0.211311 , 0.991367 , -0.258307 },{ 0.937830 , -0.158827 , 0.308624}},
16301 {{-0.214245 , 0.984283 , -0.253037 },{ 0.937830 , -0.158827 , 0.308624}},
16302 {{-0.213119 , 0.979438 , -0.258952 },{ 0.940546 , -0.158787 , 0.300266}},
16303 {{-0.210318 , 0.986769 , -0.263849 },{ 0.940546 , -0.158787 , 0.300266}},
16304 {{-0.211311 , 0.991367 , -0.258307 },{ 0.940546 , -0.158787 , 0.300266}},
16305 {{-0.213119 , 0.979438 , -0.258952 },{ 0.983261 , 0.006200 , 0.182099}},
16306 {{-0.214245 , 0.984283 , -0.253037 },{ 0.983261 , 0.006200 , 0.182099}},
16307 {{-0.215449 , 0.976065 , -0.246256 },{ 0.983261 , 0.006200 , 0.182099}},
16308 {{-0.213119 , 0.979438 , -0.258952 },{ 0.981038 , 0.037813 , 0.190090}},
16309 {{-0.215449 , 0.976065 , -0.246256 },{ 0.981038 , 0.037813 , 0.190090}},
16310 {{-0.213993 , 0.971006 , -0.252764 },{ 0.981038 , 0.037813 , 0.190090}},
16311 {{-0.213119 , 0.979438 , -0.258952 },{ 0.931671 , 0.147186 , 0.332154}},
16312 {{-0.213993 , 0.971006 , -0.252764 },{ 0.931671 , 0.147186 , 0.332154}},
16313 {{-0.211167 , 0.965622 , -0.258305 },{ 0.931671 , 0.147186 , 0.332154}},
16314 {{-0.209420 , 0.974448 , -0.263534 },{ 0.840495 , 0.143220 , 0.522548}},
16315 {{-0.213119 , 0.979438 , -0.258952 },{ 0.840495 , 0.143220 , 0.522548}},
16316 {{-0.211167 , 0.965622 , -0.258305 },{ 0.840495 , 0.143220 , 0.522548}},
16317 {{-0.209420 , 0.974448 , -0.263534 },{ 0.813836 , 0.074050 , 0.576357}},
16318 {{-0.210318 , 0.986769 , -0.263849 },{ 0.813836 , 0.074050 , 0.576357}},
16319 {{-0.213119 , 0.979438 , -0.258952 },{ 0.813836 , 0.074050 , 0.576357}},
16320 {{-0.209420 , 0.974448 , -0.263534 },{ 0.812794 , 0.074012 , 0.577831}},
16321 {{-0.206996 , 0.981735 , -0.267877 },{ 0.812794 , 0.074012 , 0.577831}},
16322 {{-0.210318 , 0.986769 , -0.263849 },{ 0.812794 , 0.074012 , 0.577831}},
16323 {{-0.199859 , 0.980608 , -0.263460 },{ -0.631180 , 0.725588 , 0.274105}},
16324 {{-0.198588 , 0.984035 , -0.269605 },{ -0.631180 , 0.725588 , 0.274105}},
16325 {{-0.202683 , 0.979596 , -0.267284 },{ -0.631180 , 0.725588 , 0.274105}},
16326 {{-0.199859 , 0.980608 , -0.263460 },{ -0.627623 , 0.727902 , 0.276131}},
16327 {{-0.196272 , 0.984507 , -0.265585 },{ -0.627623 , 0.727902 , 0.276131}},
16328 {{-0.198588 , 0.984035 , -0.269605 },{ -0.627623 , 0.727902 , 0.276131}},
16329 {{-0.191092 , 0.987515 , -0.267081 },{ -0.459980 , 0.872929 , 0.162523}},
16330 {{-0.198588 , 0.984035 , -0.269605 },{ -0.459980 , 0.872929 , 0.162523}},
16331 {{-0.196272 , 0.984507 , -0.265585 },{ -0.459980 , 0.872929 , 0.162523}},
16332 {{-0.191092 , 0.987515 , -0.267081 },{ -0.466631 , 0.862227 , 0.197029}},
16333 {{-0.192932 , 0.987471 , -0.271246 },{ -0.466631 , 0.862227 , 0.197029}},
16334 {{-0.198588 , 0.984035 , -0.269605 },{ -0.466631 , 0.862227 , 0.197029}},
16335 {{-0.192932 , 0.987471 , -0.271246 },{ 0.035117 , 0.383038 , 0.923065}},
16336 {{-0.202179 , 0.986762 , -0.270600 },{ 0.035117 , 0.383038 , 0.923065}},
16337 {{-0.198588 , 0.984035 , -0.269605 },{ 0.035117 , 0.383038 , 0.923065}},
16338 {{-0.192932 , 0.987471 , -0.271246 },{ 0.034263 , 0.391108 , 0.919707}},
16339 {{-0.195865 , 0.990698 , -0.272509 },{ 0.034263 , 0.391108 , 0.919707}},
16340 {{-0.202179 , 0.986762 , -0.270600 },{ 0.034263 , 0.391108 , 0.919707}},
16341 {{-0.198588 , 0.984035 , -0.269605 },{ 0.076113 , 0.405972 , 0.910710}},
16342 {{-0.206996 , 0.981735 , -0.267877 },{ 0.076113 , 0.405972 , 0.910710}},
16343 {{-0.202683 , 0.979596 , -0.267284 },{ 0.076113 , 0.405972 , 0.910710}},
16344 {{-0.198588 , 0.984035 , -0.269605 },{ 0.070235 , 0.422239 , 0.903759}},
16345 {{-0.202179 , 0.986762 , -0.270600 },{ 0.070235 , 0.422239 , 0.903759}},
16346 {{-0.206996 , 0.981735 , -0.267877 },{ 0.070235 , 0.422239 , 0.903759}},
16347 {{-0.200867 , 0.994437 , -0.240546 },{ -0.481023 , -0.359052 , -0.799812}},
16348 {{-0.193749 , 0.993858 , -0.244567 },{ -0.481023 , -0.359052 , -0.799812}},
16349 {{-0.197161 , 0.991390 , -0.241407 },{ -0.481023 , -0.359052 , -0.799812}},
16350 {{-0.200867 , 0.994437 , -0.240546 },{ -0.480442 , -0.363520 , -0.798141}},
16351 {{-0.197151 , 0.997296 , -0.244085 },{ -0.480442 , -0.363520 , -0.798141}},
16352 {{-0.193749 , 0.993858 , -0.244567 },{ -0.480442 , -0.363520 , -0.798141}},
16353 {{-0.203316 , 0.991008 , -0.236984 },{ -0.514337 , -0.413272 , -0.751441}},
16354 {{-0.197161 , 0.991390 , -0.241407 },{ -0.514337 , -0.413272 , -0.751441}},
16355 {{-0.199372 , 0.988485 , -0.238296 },{ -0.514337 , -0.413272 , -0.751441}},
16356 {{-0.203316 , 0.991008 , -0.236984 },{ -0.514345 , -0.413247 , -0.751450}},
16357 {{-0.200867 , 0.994437 , -0.240546 },{ -0.514345 , -0.413247 , -0.751450}},
16358 {{-0.197161 , 0.991390 , -0.241407 },{ -0.514345 , -0.413247 , -0.751450}},
16359 {{-0.200867 , 0.994437 , -0.240546 },{ 0.357481 , -0.783421 , -0.508389}},
16360 {{-0.203316 , 0.991008 , -0.236984 },{ 0.357481 , -0.783421 , -0.508389}},
16361 {{-0.207575 , 0.990550 , -0.239273 },{ 0.357481 , -0.783421 , -0.508389}},
16362 {{-0.200867 , 0.994437 , -0.240546 },{ 0.340741 , -0.766382 , -0.544568}},
16363 {{-0.207575 , 0.990550 , -0.239273 },{ 0.340741 , -0.766382 , -0.544568}},
16364 {{-0.204965 , 0.994439 , -0.243113 },{ 0.340741 , -0.766382 , -0.544568}},
16365 {{-0.200867 , 0.994437 , -0.240546 },{ 0.275441 , -0.854510 , -0.440392}},
16366 {{-0.204965 , 0.994439 , -0.243113 },{ 0.275441 , -0.854510 , -0.440392}},
16367 {{-0.201020 , 0.997649 , -0.246874 },{ 0.275441 , -0.854510 , -0.440392}},
16368 {{-0.197151 , 0.997296 , -0.244085 },{ 0.241239 , -0.863005 , -0.443876}},
16369 {{-0.200867 , 0.994437 , -0.240546 },{ 0.241239 , -0.863005 , -0.443876}},
16370 {{-0.201020 , 0.997649 , -0.246874 },{ 0.241239 , -0.863005 , -0.443876}},
16371 {{-0.189784 , 0.996610 , -0.248118 },{ -0.749679 , 0.394193 , -0.531595}},
16372 {{-0.193298 , 0.988623 , -0.249085 },{ -0.749679 , 0.394193 , -0.531595}},
16373 {{-0.193749 , 0.993858 , -0.244567 },{ -0.749679 , 0.394193 , -0.531595}},
16374 {{-0.189784 , 0.996610 , -0.248118 },{ -0.751725 , 0.394697 , -0.528321}},
16375 {{-0.189483 , 0.991386 , -0.252449 },{ -0.751725 , 0.394697 , -0.528321}},
16376 {{-0.193298 , 0.988623 , -0.249085 },{ -0.751725 , 0.394697 , -0.528321}},
16377 {{-0.189483 , 0.991386 , -0.252449 },{ -0.933444 , 0.195546 , -0.300738}},
16378 {{-0.189784 , 0.996610 , -0.248118 },{ -0.933444 , 0.195546 , -0.300738}},
16379 {{-0.188437 , 0.997511 , -0.251713 },{ -0.933444 , 0.195546 , -0.300738}},
16380 {{-0.187403 , 0.994242 , -0.255588 },{ -0.890858 , 0.201085 , -0.407353}},
16381 {{-0.189483 , 0.991386 , -0.252449 },{ -0.890858 , 0.201085 , -0.407353}},
16382 {{-0.188437 , 0.997511 , -0.251713 },{ -0.890858 , 0.201085 , -0.407353}},
16383 {{-0.189642 , 0.990764 , -0.258680 },{ -0.825821 , 0.562838 , -0.035115}},
16384 {{-0.189483 , 0.991386 , -0.252449 },{ -0.825821 , 0.562838 , -0.035115}},
16385 {{-0.187403 , 0.994242 , -0.255588 },{ -0.825821 , 0.562838 , -0.035115}},
16386 {{-0.189642 , 0.990764 , -0.258680 },{ -0.887262 , 0.460674 , -0.023349}},
16387 {{-0.191396 , 0.987440 , -0.257609 },{ -0.887262 , 0.460674 , -0.023349}},
16388 {{-0.189483 , 0.991386 , -0.252449 },{ -0.887262 , 0.460674 , -0.023349}},
16389 {{-0.189483 , 0.991386 , -0.252449 },{ -0.701451 , 0.668877 , -0.246109}},
16390 {{-0.195241 , 0.984639 , -0.254375 },{ -0.701451 , 0.668877 , -0.246109}},
16391 {{-0.193298 , 0.988623 , -0.249085 },{ -0.701451 , 0.668877 , -0.246109}},
16392 {{-0.189483 , 0.991386 , -0.252449 },{ -0.699346 , 0.668816 , -0.252189}},
16393 {{-0.191396 , 0.987440 , -0.257609 },{ -0.699346 , 0.668816 , -0.252189}},
16394 {{-0.195241 , 0.984639 , -0.254375 },{ -0.699346 , 0.668816 , -0.252189}},
16395 {{-0.206828 , 0.990325 , -0.248512 },{ 0.736766 , -0.635751 , 0.230210}},
16396 {{-0.201020 , 0.997649 , -0.246874 },{ 0.736766 , -0.635751 , 0.230210}},
16397 {{-0.204965 , 0.994439 , -0.243113 },{ 0.736766 , -0.635751 , 0.230210}},
16398 {{-0.206828 , 0.990325 , -0.248512 },{ 0.738589 , -0.635826 , 0.224079}},
16399 {{-0.202873 , 0.993629 , -0.252173 },{ 0.738589 , -0.635826 , 0.224079}},
16400 {{-0.201020 , 0.997649 , -0.246874 },{ 0.738589 , -0.635826 , 0.224079}},
16401 {{-0.209432 , 0.986353 , -0.244783 },{ 0.864459 , -0.495304 , 0.085934}},
16402 {{-0.204965 , 0.994439 , -0.243113 },{ 0.864459 , -0.495304 , 0.085934}},
16403 {{-0.207575 , 0.990550 , -0.239273 },{ 0.864459 , -0.495304 , 0.085934}},
16404 {{-0.209432 , 0.986353 , -0.244783 },{ 0.865747 , -0.494371 , 0.077972}},
16405 {{-0.206828 , 0.990325 , -0.248512 },{ 0.865747 , -0.494371 , 0.077972}},
16406 {{-0.204965 , 0.994439 , -0.243113 },{ 0.865747 , -0.494371 , 0.077972}},
16407 {{-0.208546 , 0.981503 , -0.249995 },{ 0.896793 , -0.237404 , 0.373364}},
16408 {{-0.206828 , 0.990325 , -0.248512 },{ 0.896793 , -0.237404 , 0.373364}},
16409 {{-0.209432 , 0.986353 , -0.244783 },{ 0.896793 , -0.237404 , 0.373364}},
16410 {{-0.208546 , 0.981503 , -0.249995 },{ 0.891724 , -0.238330 , 0.384744}},
16411 {{-0.206103 , 0.985221 , -0.253354 },{ 0.891724 , -0.238330 , 0.384744}},
16412 {{-0.206828 , 0.990325 , -0.248512 },{ 0.891724 , -0.238330 , 0.384744}},
16413 {{-0.206103 , 0.985221 , -0.253354 },{ 0.778475 , -0.370251 , 0.506845}},
16414 {{-0.202873 , 0.993629 , -0.252173 },{ 0.778475 , -0.370251 , 0.506845}},
16415 {{-0.206828 , 0.990325 , -0.248512 },{ 0.778475 , -0.370251 , 0.506845}},
16416 {{-0.206103 , 0.985221 , -0.253354 },{ 0.769472 , -0.368838 , 0.521413}},
16417 {{-0.202332 , 0.988358 , -0.256700 },{ 0.769472 , -0.368838 , 0.521413}},
16418 {{-0.202873 , 0.993629 , -0.252173 },{ 0.769472 , -0.368838 , 0.521413}},
16419 {{-0.204578 , 0.979085 , -0.251383 },{ 0.532897 , 0.477435 , 0.698624}},
16420 {{-0.208923 , 0.976851 , -0.246542 },{ 0.532897 , 0.477435 , 0.698624}},
16421 {{-0.204844 , 0.974815 , -0.248262 },{ 0.532897 , 0.477435 , 0.698624}},
16422 {{-0.204578 , 0.979085 , -0.251383 },{ 0.534236 , 0.475491 , 0.698928}},
16423 {{-0.208546 , 0.981503 , -0.249995 },{ 0.534236 , 0.475491 , 0.698928}},
16424 {{-0.208923 , 0.976851 , -0.246542 },{ 0.534236 , 0.475491 , 0.698928}},
16425 {{-0.208923 , 0.976851 , -0.246542 },{ 0.518441 , 0.400322 , 0.755620}},
16426 {{-0.209586 , 0.971560 , -0.243284 },{ 0.518441 , 0.400322 , 0.755620}},
16427 {{-0.204844 , 0.974815 , -0.248262 },{ 0.518441 , 0.400322 , 0.755620}},
16428 {{-0.204844 , 0.974815 , -0.248262 },{ 0.281771 , 0.657782 , 0.698519}},
16429 {{-0.209586 , 0.971560 , -0.243284 },{ 0.281771 , 0.657782 , 0.698519}},
16430 {{-0.205422 , 0.972207 , -0.245573 },{ 0.281771 , 0.657782 , 0.698519}},
16431 {{-0.199143 , 0.971473 , -0.243257 },{ -0.161894 , 0.725539 , 0.668868}},
16432 {{-0.204844 , 0.974815 , -0.248262 },{ -0.161894 , 0.725539 , 0.668868}},
16433 {{-0.205422 , 0.972207 , -0.245573 },{ -0.161894 , 0.725539 , 0.668868}},
16434 {{-0.200501 , 0.975706 , -0.246224 },{ -0.455093 , 0.408559 , 0.791183}},
16435 {{-0.204844 , 0.974815 , -0.248262 },{ -0.455093 , 0.408559 , 0.791183}},
16436 {{-0.199143 , 0.971473 , -0.243257 },{ -0.455093 , 0.408559 , 0.791183}},
16437 {{-0.200501 , 0.975706 , -0.246224 },{ -0.445049 , 0.546336 , 0.709541}},
16438 {{-0.204578 , 0.979085 , -0.251383 },{ -0.445049 , 0.546336 , 0.709541}},
16439 {{-0.204844 , 0.974815 , -0.248262 },{ -0.445049 , 0.546336 , 0.709541}},
16440 {{-0.200501 , 0.975706 , -0.246224 },{ -0.438368 , 0.552938 , 0.708586}},
16441 {{-0.200294 , 0.979648 , -0.249172 },{ -0.438368 , 0.552938 , 0.708586}},
16442 {{-0.204578 , 0.979085 , -0.251383 },{ -0.438368 , 0.552938 , 0.708586}},
16443 {{-0.197161 , 0.991390 , -0.241407 },{ -0.885042 , 0.260335 , -0.385910}},
16444 {{-0.198462 , 0.983740 , -0.243584 },{ -0.885042 , 0.260335 , -0.385910}},
16445 {{-0.199372 , 0.988485 , -0.238296 },{ -0.885042 , 0.260335 , -0.385910}},
16446 {{-0.197161 , 0.991390 , -0.241407 },{ -0.881138 , 0.261892 , -0.393712}},
16447 {{-0.196473 , 0.986367 , -0.246288 },{ -0.881138 , 0.261892 , -0.393712}},
16448 {{-0.198462 , 0.983740 , -0.243584 },{ -0.881138 , 0.261892 , -0.393712}},
16449 {{-0.193749 , 0.993858 , -0.244567 },{ -0.761570 , 0.394976 , -0.513814}},
16450 {{-0.196473 , 0.986367 , -0.246288 },{ -0.761570 , 0.394976 , -0.513814}},
16451 {{-0.197161 , 0.991390 , -0.241407 },{ -0.761570 , 0.394976 , -0.513814}},
16452 {{-0.193749 , 0.993858 , -0.244567 },{ -0.749119 , 0.394638 , -0.532055}},
16453 {{-0.193298 , 0.988623 , -0.249085 },{ -0.749119 , 0.394638 , -0.532055}},
16454 {{-0.196473 , 0.986367 , -0.246288 },{ -0.749119 , 0.394638 , -0.532055}},
16455 {{-0.193298 , 0.988623 , -0.249085 },{ -0.698352 , 0.669716 , -0.252558}},
16456 {{-0.198374 , 0.982334 , -0.251726 },{ -0.698352 , 0.669716 , -0.252558}},
16457 {{-0.196473 , 0.986367 , -0.246288 },{ -0.698352 , 0.669716 , -0.252558}},
16458 {{-0.193298 , 0.988623 , -0.249085 },{ -0.700897 , 0.669273 , -0.246611}},
16459 {{-0.195241 , 0.984639 , -0.254375 },{ -0.700897 , 0.669273 , -0.246611}},
16460 {{-0.198374 , 0.982334 , -0.251726 },{ -0.700897 , 0.669273 , -0.246611}},
16461 {{-0.196473 , 0.986367 , -0.246288 },{ -0.843275 , 0.526322 , -0.108959}},
16462 {{-0.200294 , 0.979648 , -0.249172 },{ -0.843275 , 0.526322 , -0.108959}},
16463 {{-0.198462 , 0.983740 , -0.243584 },{ -0.843275 , 0.526322 , -0.108959}},
16464 {{-0.196473 , 0.986367 , -0.246288 },{ -0.848689 , 0.521203 , -0.089862}},
16465 {{-0.198374 , 0.982334 , -0.251726 },{ -0.848689 , 0.521203 , -0.089862}},
16466 {{-0.200294 , 0.979648 , -0.249172 },{ -0.848689 , 0.521203 , -0.089862}},
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16468 {{-0.199372 , 0.988485 , -0.238296 },{ -0.540380 , -0.511327 , -0.668232}},
16469 {{-0.199734 , 0.984423 , -0.234895 },{ -0.540380 , -0.511327 , -0.668232}},
16470 {{-0.203786 , 0.986528 , -0.233229 },{ -0.545276 , -0.504134 , -0.669718}},
16471 {{-0.203316 , 0.991008 , -0.236984 },{ -0.545276 , -0.504134 , -0.669718}},
16472 {{-0.199372 , 0.988485 , -0.238296 },{ -0.545276 , -0.504134 , -0.669718}},
16473 {{-0.197579 , 0.979513 , -0.231250 },{ -0.552161 , -0.639480 , -0.534961}},
16474 {{-0.203786 , 0.986528 , -0.233229 },{ -0.552161 , -0.639480 , -0.534961}},
16475 {{-0.199734 , 0.984423 , -0.234895 },{ -0.552161 , -0.639480 , -0.534961}},
16476 {{-0.203786 , 0.986528 , -0.233229 },{ -0.475426 , -0.601723 , -0.641795}},
16477 {{-0.197579 , 0.979513 , -0.231250 },{ -0.475426 , -0.601723 , -0.641795}},
16478 {{-0.202055 , 0.980847 , -0.229185 },{ -0.475426 , -0.601723 , -0.641795}},
16479 {{-0.203786 , 0.986528 , -0.233229 },{ 0.406143 , -0.444571 , -0.798376}},
16480 {{-0.202055 , 0.980847 , -0.229185 },{ 0.406143 , -0.444571 , -0.798376}},
16481 {{-0.206922 , 0.979468 , -0.230893 },{ 0.406143 , -0.444571 , -0.798376}},
16482 {{-0.203786 , 0.986528 , -0.233229 },{ 0.456944 , -0.455724 , -0.763883}},
16483 {{-0.206922 , 0.979468 , -0.230893 },{ 0.456944 , -0.455724 , -0.763883}},
16484 {{-0.208104 , 0.985705 , -0.235321 },{ 0.456944 , -0.455724 , -0.763883}},
16485 {{-0.207575 , 0.990550 , -0.239273 },{ 0.439226 , -0.596158 , -0.672068}},
16486 {{-0.203786 , 0.986528 , -0.233229 },{ 0.439226 , -0.596158 , -0.672068}},
16487 {{-0.208104 , 0.985705 , -0.235321 },{ 0.439226 , -0.596158 , -0.672068}},
16488 {{-0.207575 , 0.990550 , -0.239273 },{ 0.425871 , -0.607030 , -0.670931}},
16489 {{-0.203316 , 0.991008 , -0.236984 },{ 0.425871 , -0.607030 , -0.670931}},
16490 {{-0.203786 , 0.986528 , -0.233229 },{ 0.425871 , -0.607030 , -0.670931}},
16491 {{-0.209913 , 0.981480 , -0.240994 },{ 0.964657 , -0.221613 , -0.142561}},
16492 {{-0.207575 , 0.990550 , -0.239273 },{ 0.964657 , -0.221613 , -0.142561}},
16493 {{-0.208104 , 0.985705 , -0.235321 },{ 0.964657 , -0.221613 , -0.142561}},
16494 {{-0.209913 , 0.981480 , -0.240994 },{ 0.962975 , -0.218183 , -0.158353}},
16495 {{-0.209432 , 0.986353 , -0.244783 },{ 0.962975 , -0.218183 , -0.158353}},
16496 {{-0.207575 , 0.990550 , -0.239273 },{ 0.962975 , -0.218183 , -0.158353}},
16497 {{-0.209913 , 0.981480 , -0.240994 },{ 0.957329 , -0.023092 , -0.288075}},
16498 {{-0.208104 , 0.985705 , -0.235321 },{ 0.957329 , -0.023092 , -0.288075}},
16499 {{-0.206922 , 0.979468 , -0.230893 },{ 0.957329 , -0.023092 , -0.288075}},
16500 {{-0.209913 , 0.981480 , -0.240994 },{ 0.946738 , -0.110681 , -0.302385}},
16501 {{-0.206922 , 0.979468 , -0.230893 },{ 0.946738 , -0.110681 , -0.302385}},
16502 {{-0.209196 , 0.975390 , -0.236520 },{ 0.946738 , -0.110681 , -0.302385}},
16503 {{-0.209586 , 0.971560 , -0.243284 },{ 0.994770 , 0.052956 , -0.087341}},
16504 {{-0.209913 , 0.981480 , -0.240994 },{ 0.994770 , 0.052956 , -0.087341}},
16505 {{-0.209196 , 0.975390 , -0.236520 },{ 0.994770 , 0.052956 , -0.087341}},
16506 {{-0.208923 , 0.976851 , -0.246542 },{ 0.982921 , -0.010016 , 0.183753}},
16507 {{-0.209913 , 0.981480 , -0.240994 },{ 0.982921 , -0.010016 , 0.183753}},
16508 {{-0.209586 , 0.971560 , -0.243284 },{ 0.982921 , -0.010016 , 0.183753}},
16509 {{-0.208923 , 0.976851 , -0.246542 },{ 0.987435 , 0.023980 , 0.156193}},
16510 {{-0.209432 , 0.986353 , -0.244783 },{ 0.987435 , 0.023980 , 0.156193}},
16511 {{-0.209913 , 0.981480 , -0.240994 },{ 0.987435 , 0.023980 , 0.156193}},
16512 {{-0.208923 , 0.976851 , -0.246542 },{ 0.989284 , 0.026411 , 0.143593}},
16513 {{-0.208546 , 0.981503 , -0.249995 },{ 0.989284 , 0.026411 , 0.143593}},
16514 {{-0.209432 , 0.986353 , -0.244783 },{ 0.989284 , 0.026411 , 0.143593}},
16515 {{-0.200294 , 0.979648 , -0.249172 },{ -0.379047 , 0.748741 , 0.543792}},
16516 {{-0.202435 , 0.982255 , -0.254254 },{ -0.379047 , 0.748741 , 0.543792}},
16517 {{-0.204578 , 0.979085 , -0.251383 },{ -0.379047 , 0.748741 , 0.543792}},
16518 {{-0.198374 , 0.982334 , -0.251726 },{ -0.351181 , 0.764723 , 0.540251}},
16519 {{-0.202435 , 0.982255 , -0.254254 },{ -0.351181 , 0.764723 , 0.540251}},
16520 {{-0.200294 , 0.979648 , -0.249172 },{ -0.351181 , 0.764723 , 0.540251}},
16521 {{-0.195241 , 0.984639 , -0.254375 },{ -0.278920 , 0.863065 , 0.421098}},
16522 {{-0.202435 , 0.982255 , -0.254254 },{ -0.278920 , 0.863065 , 0.421098}},
16523 {{-0.198374 , 0.982334 , -0.251726 },{ -0.278920 , 0.863065 , 0.421098}},
16524 {{-0.195241 , 0.984639 , -0.254375 },{ -0.271854 , 0.843849 , 0.462618}},
16525 {{-0.199020 , 0.984956 , -0.257174 },{ -0.271854 , 0.843849 , 0.462618}},
16526 {{-0.202435 , 0.982255 , -0.254254 },{ -0.271854 , 0.843849 , 0.462618}},
16527 {{-0.199020 , 0.984956 , -0.257174 },{ 0.459451 , 0.316350 , 0.829956}},
16528 {{-0.206103 , 0.985221 , -0.253354 },{ 0.459451 , 0.316350 , 0.829956}},
16529 {{-0.202435 , 0.982255 , -0.254254 },{ 0.459451 , 0.316350 , 0.829956}},
16530 {{-0.199020 , 0.984956 , -0.257174 },{ 0.457569 , 0.330454 , 0.825489}},
16531 {{-0.202332 , 0.988358 , -0.256700 },{ 0.457569 , 0.330454 , 0.825489}},
16532 {{-0.206103 , 0.985221 , -0.253354 },{ 0.457569 , 0.330454 , 0.825489}},
16533 {{-0.202435 , 0.982255 , -0.254254 },{ 0.499824 , 0.370946 , 0.782672}},
16534 {{-0.208546 , 0.981503 , -0.249995 },{ 0.499824 , 0.370946 , 0.782672}},
16535 {{-0.204578 , 0.979085 , -0.251383 },{ 0.499824 , 0.370946 , 0.782672}},
16536 {{-0.202435 , 0.982255 , -0.254254 },{ 0.497481 , 0.378351 , 0.780617}},
16537 {{-0.206103 , 0.985221 , -0.253354 },{ 0.497481 , 0.378351 , 0.780617}},
16538 {{-0.208546 , 0.981503 , -0.249995 },{ 0.497481 , 0.378351 , 0.780617}},
16539 {{-0.170199 , 0.969508 , -0.289515 },{ -0.153571 , -0.785932 , -0.598938}},
16540 {{-0.176406 , 0.964298 , -0.281087 },{ -0.153571 , -0.785932 , -0.598938}},
16541 {{-0.177910 , 0.969252 , -0.287202 },{ -0.153571 , -0.785932 , -0.598938}},
16542 {{-0.170199 , 0.969508 , -0.289515 },{ -0.157960 , -0.783662 , -0.600768}},
16543 {{-0.168114 , 0.964304 , -0.283275 },{ -0.157960 , -0.783662 , -0.600768}},
16544 {{-0.176406 , 0.964298 , -0.281087 },{ -0.157960 , -0.783662 , -0.600768}},
16545 {{-0.168114 , 0.964304 , -0.283275 },{ -0.144420 , -0.822878 , -0.549559}},
16546 {{-0.175000 , 0.960471 , -0.275726 },{ -0.144420 , -0.822878 , -0.549559}},
16547 {{-0.176406 , 0.964298 , -0.281087 },{ -0.144420 , -0.822878 , -0.549559}},
16548 {{-0.168114 , 0.964304 , -0.283275 },{ -0.139751 , -0.825596 , -0.546681}},
16549 {{-0.166271 , 0.960319 , -0.277728 },{ -0.139751 , -0.825596 , -0.546681}},
16550 {{-0.175000 , 0.960471 , -0.275726 },{ -0.139751 , -0.825596 , -0.546681}},
16551 {{-0.176406 , 0.964298 , -0.281087 },{ 0.284526 , -0.743581 , -0.605088}},
16552 {{-0.183367 , 0.957438 , -0.275930 },{ 0.284526 , -0.743581 , -0.605088}},
16553 {{-0.184395 , 0.961307 , -0.281168 },{ 0.284526 , -0.743581 , -0.605088}},
16554 {{-0.176406 , 0.964298 , -0.281087 },{ 0.284270 , -0.743493 , -0.605317}},
16555 {{-0.175000 , 0.960471 , -0.275726 },{ 0.284270 , -0.743493 , -0.605317}},
16556 {{-0.183367 , 0.957438 , -0.275930 },{ 0.284270 , -0.743493 , -0.605317}},
16557 {{-0.177910 , 0.969252 , -0.287202 },{ 0.275362 , -0.713811 , -0.643933}},
16558 {{-0.184395 , 0.961307 , -0.281168 },{ 0.275362 , -0.713811 , -0.643933}},
16559 {{-0.185404 , 0.966362 , -0.287203 },{ 0.275362 , -0.713811 , -0.643933}},
16560 {{-0.177910 , 0.969252 , -0.287202 },{ 0.273612 , -0.713342 , -0.645198}},
16561 {{-0.176406 , 0.964298 , -0.281087 },{ 0.273612 , -0.713342 , -0.645198}},
16562 {{-0.184395 , 0.961307 , -0.281168 },{ 0.273612 , -0.713342 , -0.645198}},
16563 {{-0.169589 , 0.973104 , -0.299142 },{ -0.859789 , -0.458113 , -0.225602}},
16564 {{-0.167354 , 0.966093 , -0.293423 },{ -0.859789 , -0.458113 , -0.225602}},
16565 {{-0.170199 , 0.969508 , -0.289515 },{ -0.859789 , -0.458113 , -0.225602}},
16566 {{-0.169589 , 0.973104 , -0.299142 },{ -0.839772 , -0.489023 , -0.235880}},
16567 {{-0.170199 , 0.969508 , -0.289515 },{ -0.839772 , -0.489023 , -0.235880}},
16568 {{-0.172175 , 0.975682 , -0.295280 },{ -0.839772 , -0.489023 , -0.235880}},
16569 {{-0.169589 , 0.973104 , -0.299142 },{ -0.689789 , -0.723700 , 0.021199}},
16570 {{-0.172175 , 0.975682 , -0.295280 },{ -0.689789 , -0.723700 , 0.021199}},
16571 {{-0.175052 , 0.978318 , -0.298904 },{ -0.689789 , -0.723700 , 0.021199}},
16572 {{-0.169589 , 0.973104 , -0.299142 },{ -0.675286 , -0.696455 , -0.242775}},
16573 {{-0.175052 , 0.978318 , -0.298904 },{ -0.675286 , -0.696455 , -0.242775}},
16574 {{-0.173535 , 0.978200 , -0.302785 },{ -0.675286 , -0.696455 , -0.242775}},
16575 {{-0.173535 , 0.978200 , -0.302785 },{ -0.671059 , 0.010332 , 0.741332}},
16576 {{-0.174885 , 0.974181 , -0.303951 },{ -0.671059 , 0.010332 , 0.741332}},
16577 {{-0.169589 , 0.973104 , -0.299142 },{ -0.671059 , 0.010332 , 0.741332}},
16578 {{-0.174885 , 0.974181 , -0.303951 },{ -0.681168 , -0.172207 , 0.711586}},
16579 {{-0.171834 , 0.969377 , -0.302193 },{ -0.681168 , -0.172207 , 0.711586}},
16580 {{-0.169589 , 0.973104 , -0.299142 },{ -0.681168 , -0.172207 , 0.711586}},
16581 {{-0.171834 , 0.969377 , -0.302193 },{ -0.860554 , 0.111506 , 0.497005}},
16582 {{-0.169571 , 0.961623 , -0.296535 },{ -0.860554 , 0.111506 , 0.497005}},
16583 {{-0.169589 , 0.973104 , -0.299142 },{ -0.860554 , 0.111506 , 0.497005}},
16584 {{-0.169589 , 0.973104 , -0.299142 },{ -0.875376 , 0.105745 , 0.471736}},
16585 {{-0.169571 , 0.961623 , -0.296535 },{ -0.875376 , 0.105745 , 0.471736}},
16586 {{-0.167354 , 0.966093 , -0.293423 },{ -0.875376 , 0.105745 , 0.471736}},
16587 {{-0.186651 , 0.956326 , -0.284220 },{ 0.918981 , -0.212842 , -0.331922}},
16588 {{-0.185404 , 0.966362 , -0.287203 },{ 0.918981 , -0.212842 , -0.331922}},
16589 {{-0.184395 , 0.961307 , -0.281168 },{ 0.918981 , -0.212842 , -0.331922}},
16590 {{-0.186651 , 0.956326 , -0.284220 },{ 0.914189 , -0.215595 , -0.343187}},
16591 {{-0.187601 , 0.961874 , -0.290236 },{ 0.914189 , -0.215595 , -0.343187}},
16592 {{-0.185404 , 0.966362 , -0.287203 },{ 0.914189 , -0.215595 , -0.343187}},
16593 {{-0.185681 , 0.952195 , -0.279021 },{ 0.919083 , -0.208500 , -0.334387}},
16594 {{-0.184395 , 0.961307 , -0.281168 },{ 0.919083 , -0.208500 , -0.334387}},
16595 {{-0.183367 , 0.957438 , -0.275930 },{ 0.919083 , -0.208500 , -0.334387}},
16596 {{-0.185681 , 0.952195 , -0.279021 },{ 0.917884 , -0.209026 , -0.337339}},
16597 {{-0.186651 , 0.956326 , -0.284220 },{ 0.917884 , -0.209026 , -0.337339}},
16598 {{-0.184395 , 0.961307 , -0.281168 },{ 0.917884 , -0.209026 , -0.337339}},
16599 {{-0.182292 , 0.947906 , -0.282672 },{ 0.848263 , 0.480198 , 0.223292}},
16600 {{-0.186651 , 0.956326 , -0.284220 },{ 0.848263 , 0.480198 , 0.223292}},
16601 {{-0.185681 , 0.952195 , -0.279021 },{ 0.848263 , 0.480198 , 0.223292}},
16602 {{-0.182292 , 0.947906 , -0.282672 },{ 0.851853 , 0.479680 , 0.210365}},
16603 {{-0.183482 , 0.952345 , -0.287975 },{ 0.851853 , 0.479680 , 0.210365}},
16604 {{-0.186651 , 0.956326 , -0.284220 },{ 0.851853 , 0.479680 , 0.210365}},
16605 {{-0.183482 , 0.952345 , -0.287975 },{ 0.860548 , 0.434898 , 0.265180}},
16606 {{-0.187601 , 0.961874 , -0.290236 },{ 0.860548 , 0.434898 , 0.265180}},
16607 {{-0.186651 , 0.956326 , -0.284220 },{ 0.860548 , 0.434898 , 0.265180}},
16608 {{-0.183482 , 0.952345 , -0.287975 },{ 0.863518 , 0.434149 , 0.256617}},
16609 {{-0.184736 , 0.958440 , -0.294067 },{ 0.863518 , 0.434149 , 0.256617}},
16610 {{-0.187601 , 0.961874 , -0.290236 },{ 0.863518 , 0.434149 , 0.256617}},
16611 {{-0.180909 , 0.945406 , -0.279400 },{ 0.137489 , 0.814240 , 0.564013}},
16612 {{-0.173549 , 0.947732 , -0.284552 },{ 0.137489 , 0.814240 , 0.564013}},
16613 {{-0.182292 , 0.947906 , -0.282672 },{ 0.137489 , 0.814240 , 0.564013}},
16614 {{-0.180909 , 0.945406 , -0.279400 },{ 0.134590 , 0.816787 , 0.561021}},
16615 {{-0.172208 , 0.945052 , -0.280972 },{ 0.134590 , 0.816787 , 0.561021}},
16616 {{-0.173549 , 0.947732 , -0.284552 },{ 0.134590 , 0.816787 , 0.561021}},
16617 {{-0.180909 , 0.945406 , -0.279400 },{ 0.163464 , 0.623810 , 0.764291}},
16618 {{-0.179311 , 0.942793 , -0.277609 },{ 0.163464 , 0.623810 , 0.764291}},
16619 {{-0.172208 , 0.945052 , -0.280972 },{ 0.163464 , 0.623810 , 0.764291}},
16620 {{-0.169930 , 0.942789 , -0.278238 },{ 0.041656 , 0.786437 , 0.616264}},
16621 {{-0.172208 , 0.945052 , -0.280972 },{ 0.041656 , 0.786437 , 0.616264}},
16622 {{-0.179311 , 0.942793 , -0.277609 },{ 0.041656 , 0.786437 , 0.616264}},
16623 {{-0.172208 , 0.945052 , -0.280972 },{ -0.324882 , 0.577652 , 0.748846}},
16624 {{-0.169930 , 0.942789 , -0.278238 },{ -0.324882 , 0.577652 , 0.748846}},
16625 {{-0.162448 , 0.945011 , -0.276706 },{ -0.324882 , 0.577652 , 0.748846}},
16626 {{-0.162448 , 0.945011 , -0.276706 },{ -0.288431 , 0.687441 , 0.666508}},
16627 {{-0.163882 , 0.947953 , -0.280361 },{ -0.288431 , 0.687441 , 0.666508}},
16628 {{-0.172208 , 0.945052 , -0.280972 },{ -0.288431 , 0.687441 , 0.666508}},
16629 {{-0.163882 , 0.947953 , -0.280361 },{ -0.297943 , 0.724113 , 0.622005}},
16630 {{-0.165170 , 0.950743 , -0.284226 },{ -0.297943 , 0.724113 , 0.622005}},
16631 {{-0.172208 , 0.945052 , -0.280972 },{ -0.297943 , 0.724113 , 0.622005}},
16632 {{-0.165170 , 0.950743 , -0.284226 },{ -0.281685 , 0.714524 , 0.640397}},
16633 {{-0.173549 , 0.947732 , -0.284552 },{ -0.281685 , 0.714524 , 0.640397}},
16634 {{-0.172208 , 0.945052 , -0.280972 },{ -0.281685 , 0.714524 , 0.640397}},
16635 {{-0.168114 , 0.964304 , -0.283275 },{ -0.825296 , -0.551384 , -0.121912}},
16636 {{-0.162869 , 0.956007 , -0.281256 },{ -0.825296 , -0.551384 , -0.121912}},
16637 {{-0.166271 , 0.960319 , -0.277728 },{ -0.825296 , -0.551384 , -0.121912}},
16638 {{-0.168114 , 0.964304 , -0.283275 },{ -0.826886 , -0.550588 , -0.114508}},
16639 {{-0.164948 , 0.960330 , -0.287029 },{ -0.826886 , -0.550588 , -0.114508}},
16640 {{-0.162869 , 0.956007 , -0.281256 },{ -0.826886 , -0.550588 , -0.114508}},
16641 {{-0.170199 , 0.969508 , -0.289515 },{ -0.838822 , -0.521887 , -0.154957}},
16642 {{-0.164948 , 0.960330 , -0.287029 },{ -0.838822 , -0.521887 , -0.154957}},
16643 {{-0.168114 , 0.964304 , -0.283275 },{ -0.838822 , -0.521887 , -0.154957}},
16644 {{-0.170199 , 0.969508 , -0.289515 },{ -0.838892 , -0.521854 , -0.154689}},
16645 {{-0.167354 , 0.966093 , -0.293423 },{ -0.838892 , -0.521854 , -0.154689}},
16646 {{-0.164948 , 0.960330 , -0.287029 },{ -0.838892 , -0.521854 , -0.154689}},
16647 {{-0.167354 , 0.966093 , -0.293423 },{ -0.885078 , 0.127227 , 0.447716}},
16648 {{-0.167207 , 0.955355 , -0.290081 },{ -0.885078 , 0.127227 , 0.447716}},
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16660 {{-0.173713 , 0.958074 , -0.272242 },{ -0.135494 , -0.838930 , -0.527104}},
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16662 {{-0.166271 , 0.960319 , -0.277728 },{ -0.135739 , -0.838732 , -0.527356}},
16663 {{-0.165021 , 0.957801 , -0.274045 },{ -0.135739 , -0.838732 , -0.527356}},
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16665 {{-0.164459 , 0.955931 , -0.268230 },{ -0.091434 , -0.950541 , -0.296836}},
16666 {{-0.173713 , 0.958074 , -0.272242 },{ -0.091434 , -0.950541 , -0.296836}},
16667 {{-0.165021 , 0.957801 , -0.274045 },{ -0.091434 , -0.950541 , -0.296836}},
16668 {{-0.164459 , 0.955931 , -0.268230 },{ -0.074399 , -0.940732 , -0.330890}},
16669 {{-0.173400 , 0.956974 , -0.269185 },{ -0.074399 , -0.940732 , -0.330890}},
16670 {{-0.173713 , 0.958074 , -0.272242 },{ -0.074399 , -0.940732 , -0.330890}},
16671 {{-0.173400 , 0.956974 , -0.269185 },{ 0.314085 , -0.882622 , -0.349756}},
16672 {{-0.182033 , 0.954135 , -0.269773 },{ 0.314085 , -0.882622 , -0.349756}},
16673 {{-0.173713 , 0.958074 , -0.272242 },{ 0.314085 , -0.882622 , -0.349756}},
16674 {{-0.173713 , 0.958074 , -0.272242 },{ 0.334289 , -0.893679 , -0.299314}},
16675 {{-0.182033 , 0.954135 , -0.269773 },{ 0.334289 , -0.893679 , -0.299314}},
16676 {{-0.182028 , 0.955091 , -0.272622 },{ 0.334289 , -0.893679 , -0.299314}},
16677 {{-0.175000 , 0.960471 , -0.275726 },{ 0.278650 , -0.726453 , -0.628188}},
16678 {{-0.182028 , 0.955091 , -0.272622 },{ 0.278650 , -0.726453 , -0.628188}},
16679 {{-0.183367 , 0.957438 , -0.275930 },{ 0.278650 , -0.726453 , -0.628188}},
16680 {{-0.175000 , 0.960471 , -0.275726 },{ 0.291484 , -0.734412 , -0.612925}},
16681 {{-0.173713 , 0.958074 , -0.272242 },{ 0.291484 , -0.734412 , -0.612925}},
16682 {{-0.182028 , 0.955091 , -0.272622 },{ 0.291484 , -0.734412 , -0.612925}},
16683 {{-0.184305 , 0.949811 , -0.275812 },{ 0.889259 , -0.116209 , -0.442395}},
16684 {{-0.183367 , 0.957438 , -0.275930 },{ 0.889259 , -0.116209 , -0.442395}},
16685 {{-0.182028 , 0.955091 , -0.272622 },{ 0.889259 , -0.116209 , -0.442395}},
16686 {{-0.184305 , 0.949811 , -0.275812 },{ 0.879059 , -0.115267 , -0.462568}},
16687 {{-0.185681 , 0.952195 , -0.279021 },{ 0.879059 , -0.115267 , -0.462568}},
16688 {{-0.183367 , 0.957438 , -0.275930 },{ 0.879059 , -0.115267 , -0.462568}},
16689 {{-0.184305 , 0.949811 , -0.275812 },{ 0.935225 , -0.336149 , -0.111166}},
16690 {{-0.182028 , 0.955091 , -0.272622 },{ 0.935225 , -0.336149 , -0.111166}},
16691 {{-0.182033 , 0.954135 , -0.269773 },{ 0.935225 , -0.336149 , -0.111166}},
16692 {{-0.184305 , 0.949811 , -0.275812 },{ 0.906833 , 0.096531 , -0.410286}},
16693 {{-0.182033 , 0.954135 , -0.269773 },{ 0.906833 , 0.096531 , -0.410286}},
16694 {{-0.183734 , 0.948523 , -0.274853 },{ 0.906833 , 0.096531 , -0.410286}},
16695 {{-0.179311 , 0.942793 , -0.277609 },{ 0.820539 , 0.527561 , 0.219990}},
16696 {{-0.184305 , 0.949811 , -0.275812 },{ 0.820539 , 0.527561 , 0.219990}},
16697 {{-0.183734 , 0.948523 , -0.274853 },{ 0.820539 , 0.527561 , 0.219990}},
16698 {{-0.180909 , 0.945406 , -0.279400 },{ 0.822086 , 0.562620 , 0.087371}},
16699 {{-0.184305 , 0.949811 , -0.275812 },{ 0.822086 , 0.562620 , 0.087371}},
16700 {{-0.179311 , 0.942793 , -0.277609 },{ 0.822086 , 0.562620 , 0.087371}},
16701 {{-0.180909 , 0.945406 , -0.279400 },{ 0.817829 , 0.570768 , 0.073339}},
16702 {{-0.185681 , 0.952195 , -0.279021 },{ 0.817829 , 0.570768 , 0.073339}},
16703 {{-0.184305 , 0.949811 , -0.275812 },{ 0.817829 , 0.570768 , 0.073339}},
16704 {{-0.180909 , 0.945406 , -0.279400 },{ 0.817165 , 0.569390 , 0.089649}},
16705 {{-0.182292 , 0.947906 , -0.282672 },{ 0.817165 , 0.569390 , 0.089649}},
16706 {{-0.185681 , 0.952195 , -0.279021 },{ 0.817165 , 0.569390 , 0.089649}},
16707 {{-0.173549 , 0.947732 , -0.284552 },{ -0.270379 , 0.702458 , 0.658367}},
16708 {{-0.167207 , 0.955355 , -0.290081 },{ -0.270379 , 0.702458 , 0.658367}},
16709 {{-0.175193 , 0.952358 , -0.290163 },{ -0.270379 , 0.702458 , 0.658367}},
16710 {{-0.173549 , 0.947732 , -0.284552 },{ -0.278697 , 0.704928 , 0.652231}},
16711 {{-0.165170 , 0.950743 , -0.284226 },{ -0.278697 , 0.704928 , 0.652231}},
16712 {{-0.167207 , 0.955355 , -0.290081 },{ -0.278697 , 0.704928 , 0.652231}},
16713 {{-0.167207 , 0.955355 , -0.290081 },{ -0.249075 , 0.643909 , 0.723425}},
16714 {{-0.177045 , 0.958714 , -0.296458 },{ -0.249075 , 0.643909 , 0.723425}},
16715 {{-0.175193 , 0.952358 , -0.290163 },{ -0.249075 , 0.643909 , 0.723425}},
16716 {{-0.167207 , 0.955355 , -0.290081 },{ -0.245199 , 0.649046 , 0.720151}},
16717 {{-0.169571 , 0.961623 , -0.296535 },{ -0.245199 , 0.649046 , 0.720151}},
16718 {{-0.177045 , 0.958714 , -0.296458 },{ -0.245199 , 0.649046 , 0.720151}},
16719 {{-0.183482 , 0.952345 , -0.287975 },{ 0.184696 , 0.713516 , 0.675857}},
16720 {{-0.177045 , 0.958714 , -0.296458 },{ 0.184696 , 0.713516 , 0.675857}},
16721 {{-0.184736 , 0.958440 , -0.294067 },{ 0.184696 , 0.713516 , 0.675857}},
16722 {{-0.183482 , 0.952345 , -0.287975 },{ 0.176554 , 0.718129 , 0.673142}},
16723 {{-0.175193 , 0.952358 , -0.290163 },{ 0.176554 , 0.718129 , 0.673142}},
16724 {{-0.177045 , 0.958714 , -0.296458 },{ 0.176554 , 0.718129 , 0.673142}},
16725 {{-0.175193 , 0.952358 , -0.290163 },{ 0.160367 , 0.774307 , 0.612153}},
16726 {{-0.183482 , 0.952345 , -0.287975 },{ 0.160367 , 0.774307 , 0.612153}},
16727 {{-0.182292 , 0.947906 , -0.282672 },{ 0.160367 , 0.774307 , 0.612153}},
16728 {{-0.173549 , 0.947732 , -0.284552 },{ 0.145410 , 0.783868 , 0.603661}},
16729 {{-0.175193 , 0.952358 , -0.290163 },{ 0.145410 , 0.783868 , 0.603661}},
16730 {{-0.182292 , 0.947906 , -0.282672 },{ 0.145410 , 0.783868 , 0.603661}},
16731 {{-0.160126 , 0.933123 , -0.268078 },{ -0.998166 , 0.046641 , 0.038592}},
16732 {{-0.159499 , 0.934932 , -0.254047 },{ -0.998166 , 0.046641 , 0.038592}},
16733 {{-0.159415 , 0.938085 , -0.255685 },{ -0.998166 , 0.046641 , 0.038592}},
16734 {{-0.160126 , 0.933123 , -0.268078 },{ -0.878697 , 0.476863 , -0.022215}},
16735 {{-0.161892 , 0.930115 , -0.262796 },{ -0.878697 , 0.476863 , -0.022215}},
16736 {{-0.159499 , 0.934932 , -0.254047 },{ -0.878697 , 0.476863 , -0.022215}},
16737 {{-0.161892 , 0.930115 , -0.262796 },{ -0.840295 , 0.538047 , -0.066405}},
16738 {{-0.163382 , 0.928067 , -0.260535 },{ -0.840295 , 0.538047 , -0.066405}},
16739 {{-0.159499 , 0.934932 , -0.254047 },{ -0.840295 , 0.538047 , -0.066405}},
16740 {{-0.163382 , 0.928067 , -0.260535 },{ -0.834937 , -0.046039 , 0.548416}},
16741 {{-0.160195 , 0.929329 , -0.255577 },{ -0.834937 , -0.046039 , 0.548416}},
16742 {{-0.159499 , 0.934932 , -0.254047 },{ -0.834937 , -0.046039 , 0.548416}},
16743 {{-0.160195 , 0.929329 , -0.255577 },{ -0.955058 , 0.038377 , 0.293923}},
16744 {{-0.156620 , 0.933315 , -0.244481 },{ -0.955058 , 0.038377 , 0.293923}},
16745 {{-0.159499 , 0.934932 , -0.254047 },{ -0.955058 , 0.038377 , 0.293923}},
16746 {{-0.159499 , 0.934932 , -0.254047 },{ -0.815453 , -0.558791 , 0.150963}},
16747 {{-0.156620 , 0.933315 , -0.244481 },{ -0.815453 , -0.558791 , 0.150963}},
16748 {{-0.160104 , 0.938691 , -0.243401 },{ -0.815453 , -0.558791 , 0.150963}},
16749 {{-0.159499 , 0.934932 , -0.254047 },{ -0.634902 , -0.739134 , 0.224901}},
16750 {{-0.160104 , 0.938691 , -0.243401 },{ -0.634902 , -0.739134 , 0.224901}},
16751 {{-0.164988 , 0.943392 , -0.241739 },{ -0.634902 , -0.739134 , 0.224901}},
16752 {{-0.159415 , 0.938085 , -0.255685 },{ -0.936638 , -0.141519 , -0.320440}},
16753 {{-0.159499 , 0.934932 , -0.254047 },{ -0.936638 , -0.141519 , -0.320440}},
16754 {{-0.164988 , 0.943392 , -0.241739 },{ -0.936638 , -0.141519 , -0.320440}},
16755 {{-0.179916 , 0.921208 , -0.258238 },{ 0.037559 , 0.750350 , 0.659973}},
16756 {{-0.174165 , 0.926997 , -0.265147 },{ 0.037559 , 0.750350 , 0.659973}},
16757 {{-0.185167 , 0.922901 , -0.259864 },{ 0.037559 , 0.750350 , 0.659973}},
16758 {{-0.179916 , 0.921208 , -0.258238 },{ 0.028517 , 0.754377 , 0.655822}},
16759 {{-0.170581 , 0.925008 , -0.263015 },{ 0.028517 , 0.754377 , 0.655822}},
16760 {{-0.174165 , 0.926997 , -0.265147 },{ 0.028517 , 0.754377 , 0.655822}},
16761 {{-0.170581 , 0.925008 , -0.263015 },{ 0.331984 , 0.306095 , 0.892240}},
16762 {{-0.179916 , 0.921208 , -0.258238 },{ 0.331984 , 0.306095 , 0.892240}},
16763 {{-0.177103 , 0.918539 , -0.258369 },{ 0.331984 , 0.306095 , 0.892240}},
16764 {{-0.170581 , 0.925008 , -0.263015 },{ 0.009002 , 0.577307 , 0.816477}},
16765 {{-0.177103 , 0.918539 , -0.258369 },{ 0.009002 , 0.577307 , 0.816477}},
16766 {{-0.168419 , 0.922693 , -0.261402 },{ 0.009002 , 0.577307 , 0.816477}},
16767 {{-0.163382 , 0.928067 , -0.260535 },{ -0.404957 , 0.237096 , 0.883060}},
16768 {{-0.170581 , 0.925008 , -0.263015 },{ -0.404957 , 0.237096 , 0.883060}},
16769 {{-0.168419 , 0.922693 , -0.261402 },{ -0.404957 , 0.237096 , 0.883060}},
16770 {{-0.161892 , 0.930115 , -0.262796 },{ -0.471760 , 0.785481 , 0.400577}},
16771 {{-0.170581 , 0.925008 , -0.263015 },{ -0.471760 , 0.785481 , 0.400577}},
16772 {{-0.163382 , 0.928067 , -0.260535 },{ -0.471760 , 0.785481 , 0.400577}},
16773 {{-0.160126 , 0.933123 , -0.268078 },{ -0.488598 , 0.818328 , 0.302673}},
16774 {{-0.170581 , 0.925008 , -0.263015 },{ -0.488598 , 0.818328 , 0.302673}},
16775 {{-0.161892 , 0.930115 , -0.262796 },{ -0.488598 , 0.818328 , 0.302673}},
16776 {{-0.160126 , 0.933123 , -0.268078 },{ -0.111909 , 0.625787 , 0.771924}},
16777 {{-0.174165 , 0.926997 , -0.265147 },{ -0.111909 , 0.625787 , 0.771924}},
16778 {{-0.170581 , 0.925008 , -0.263015 },{ -0.111909 , 0.625787 , 0.771924}},
16779 {{-0.160407 , 0.940626 , -0.237492 },{ -0.442517 , -0.890840 , -0.102874}},
16780 {{-0.165881 , 0.943550 , -0.239266 },{ -0.442517 , -0.890840 , -0.102874}},
16781 {{-0.164988 , 0.943392 , -0.241739 },{ -0.442517 , -0.890840 , -0.102874}},
16782 {{-0.160104 , 0.938691 , -0.243401 },{ -0.640244 , -0.739135 , 0.209206}},
16783 {{-0.160407 , 0.940626 , -0.237492 },{ -0.640244 , -0.739135 , 0.209206}},
16784 {{-0.164988 , 0.943392 , -0.241739 },{ -0.640244 , -0.739135 , 0.209206}},
16785 {{-0.156620 , 0.933315 , -0.244481 },{ -0.817666 , -0.558195 , 0.140858}},
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16787 {{-0.160104 , 0.938691 , -0.243401 },{ -0.817666 , -0.558195 , 0.140858}},
16788 {{-0.156620 , 0.933315 , -0.244481 },{ -0.771449 , -0.600562 , 0.210219}},
16789 {{-0.156180 , 0.936659 , -0.233313 },{ -0.771449 , -0.600562 , 0.210219}},
16790 {{-0.160407 , 0.940626 , -0.237492 },{ -0.771449 , -0.600562 , 0.210219}},
16791 {{-0.160248 , 0.941859 , -0.232405 },{ -0.763458 , -0.625414 , 0.161213}},
16792 {{-0.156180 , 0.936659 , -0.233313 },{ -0.763458 , -0.625414 , 0.161213}},
16793 {{-0.157898 , 0.939827 , -0.229159 },{ -0.763458 , -0.625414 , 0.161213}},
16794 {{-0.160248 , 0.941859 , -0.232405 },{ -0.760321 , -0.625430 , 0.175357}},
16795 {{-0.160407 , 0.940626 , -0.237492 },{ -0.760321 , -0.625430 , 0.175357}},
16796 {{-0.156180 , 0.936659 , -0.233313 },{ -0.760321 , -0.625430 , 0.175357}},
16797 {{-0.160248 , 0.941859 , -0.232405 },{ -0.614073 , -0.762432 , 0.203991}},
16798 {{-0.165116 , 0.944641 , -0.236661 },{ -0.614073 , -0.762432 , 0.203991}},
16799 {{-0.160407 , 0.940626 , -0.237492 },{ -0.614073 , -0.762432 , 0.203991}},
16800 {{-0.160407 , 0.940626 , -0.237492 },{ -0.529782 , -0.715582 , 0.455274}},
16801 {{-0.165116 , 0.944641 , -0.236661 },{ -0.529782 , -0.715582 , 0.455274}},
16802 {{-0.165881 , 0.943550 , -0.239266 },{ -0.529782 , -0.715582 , 0.455274}},
16803 {{-0.184245 , 0.920312 , -0.252000 },{ 0.388766 , 0.910605 , -0.140211}},
16804 {{-0.189207 , 0.922166 , -0.253717 },{ 0.388766 , 0.910605 , -0.140211}},
16805 {{-0.189914 , 0.923471 , -0.247202 },{ 0.388766 , 0.910605 , -0.140211}},
16806 {{-0.184245 , 0.920312 , -0.252000 },{ 0.475632 , 0.879478 , -0.017081}},
16807 {{-0.189914 , 0.923471 , -0.247202 },{ 0.475632 , 0.879478 , -0.017081}},
16808 {{-0.185754 , 0.921261 , -0.245155 },{ 0.475632 , 0.879478 , -0.017081}},
16809 {{-0.184245 , 0.920312 , -0.252000 },{ 0.439831 , 0.897660 , -0.027494}},
16810 {{-0.185754 , 0.921261 , -0.245155 },{ 0.439831 , 0.897660 , -0.027494}},
16811 {{-0.184266 , 0.920533 , -0.245120 },{ 0.439831 , 0.897660 , -0.027494}},
16812 {{-0.184245 , 0.920312 , -0.252000 },{ 0.779496 , 0.626156 , -0.017736}},
16813 {{-0.184266 , 0.920533 , -0.245120 },{ 0.779496 , 0.626156 , -0.017736}},
16814 {{-0.182443 , 0.918114 , -0.250399 },{ 0.779496 , 0.626156 , -0.017736}},
16815 {{-0.177103 , 0.918539 , -0.258369 },{ 0.542083 , 0.737642 , 0.402530}},
16816 {{-0.184245 , 0.920312 , -0.252000 },{ 0.542083 , 0.737642 , 0.402530}},
16817 {{-0.182443 , 0.918114 , -0.250399 },{ 0.542083 , 0.737642 , 0.402530}},
16818 {{-0.177103 , 0.918539 , -0.258369 },{ 0.605195 , 0.612901 , 0.508028}},
16819 {{-0.179916 , 0.921208 , -0.258238 },{ 0.605195 , 0.612901 , 0.508028}},
16820 {{-0.184245 , 0.920312 , -0.252000 },{ 0.605195 , 0.612901 , 0.508028}},
16821 {{-0.179916 , 0.921208 , -0.258238 },{ 0.213912 , 0.935034 , 0.282759}},
16822 {{-0.185167 , 0.922901 , -0.259864 },{ 0.213912 , 0.935034 , 0.282759}},
16823 {{-0.184245 , 0.920312 , -0.252000 },{ 0.213912 , 0.935034 , 0.282759}},
16824 {{-0.184245 , 0.920312 , -0.252000 },{ 0.251156 , 0.927764 , 0.275999}},
16825 {{-0.185167 , 0.922901 , -0.259864 },{ 0.251156 , 0.927764 , 0.275999}},
16826 {{-0.189207 , 0.922166 , -0.253717 },{ 0.251156 , 0.927764 , 0.275999}},
16827 {{-0.165116 , 0.944641 , -0.236661 },{ -0.787782 , -0.532429 , 0.309709}},
16828 {{-0.159466 , 0.943514 , -0.224227 },{ -0.787782 , -0.532429 , 0.309709}},
16829 {{-0.163494 , 0.947093 , -0.228320 },{ -0.787782 , -0.532429 , 0.309709}},
16830 {{-0.159466 , 0.943514 , -0.224227 },{ -0.618138 , -0.756864 , 0.212280}},
16831 {{-0.165116 , 0.944641 , -0.236661 },{ -0.618138 , -0.756864 , 0.212280}},
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16833 {{-0.160248 , 0.941859 , -0.232405 },{ -0.781480 , -0.592776 , 0.194692}},
16834 {{-0.157898 , 0.939827 , -0.229159 },{ -0.781480 , -0.592776 , 0.194692}},
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16836 {{-0.157898 , 0.939827 , -0.229159 },{ -0.859718 , -0.500688 , 0.100975}},
16837 {{-0.156338 , 0.938676 , -0.221584 },{ -0.859718 , -0.500688 , 0.100975}},
16838 {{-0.159466 , 0.943514 , -0.224227 },{ -0.859718 , -0.500688 , 0.100975}},
16839 {{-0.159466 , 0.943514 , -0.224227 },{ -0.751695 , -0.615467 , -0.236969}},
16840 {{-0.156338 , 0.938676 , -0.221584 },{ -0.751695 , -0.615467 , -0.236969}},
16841 {{-0.158272 , 0.937894 , -0.213418 },{ -0.751695 , -0.615467 , -0.236969}},
16842 {{-0.159466 , 0.943514 , -0.224227 },{ -0.945826 , -0.318836 , -0.061295}},
16843 {{-0.158272 , 0.937894 , -0.213418 },{ -0.945826 , -0.318836 , -0.061295}},
16844 {{-0.160167 , 0.944030 , -0.216094 },{ -0.945826 , -0.318836 , -0.061295}},
16845 {{-0.159466 , 0.943514 , -0.224227 },{ -0.752371 , -0.658335 , -0.023081}},
16846 {{-0.160167 , 0.944030 , -0.216094 },{ -0.752371 , -0.658335 , -0.023081}},
16847 {{-0.164011 , 0.948525 , -0.219002 },{ -0.752371 , -0.658335 , -0.023081}},
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16850 {{-0.163494 , 0.947093 , -0.228320 },{ -0.701432 , -0.709282 , 0.070089}},
16851 {{-0.186437 , 0.925619 , -0.231897 },{ 0.579954 , 0.756557 , -0.302116}},
16852 {{-0.190916 , 0.925492 , -0.240813 },{ 0.579954 , 0.756557 , -0.302116}},
16853 {{-0.191302 , 0.928362 , -0.234367 },{ 0.579954 , 0.756557 , -0.302116}},
16854 {{-0.186437 , 0.925619 , -0.231897 },{ 0.594618 , 0.742143 , -0.309277}},
16855 {{-0.186628 , 0.922997 , -0.238556 },{ 0.594618 , 0.742143 , -0.309277}},
16856 {{-0.190916 , 0.925492 , -0.240813 },{ 0.594618 , 0.742143 , -0.309277}},
16857 {{-0.186628 , 0.922997 , -0.238556 },{ 0.799311 , 0.550966 , -0.239871}},
16858 {{-0.186437 , 0.925619 , -0.231897 },{ 0.799311 , 0.550966 , -0.239871}},
16859 {{-0.183763 , 0.922515 , -0.230116 },{ 0.799311 , 0.550966 , -0.239871}},
16860 {{-0.184555 , 0.920070 , -0.239803 },{ 0.749855 , 0.624342 , -0.218894}},
16861 {{-0.186628 , 0.922997 , -0.238556 },{ 0.749855 , 0.624342 , -0.218894}},
16862 {{-0.183763 , 0.922515 , -0.230116 },{ 0.749855 , 0.624342 , -0.218894}},
16863 {{-0.184266 , 0.920533 , -0.245120 },{ 0.830773 , 0.548797 , 0.092941}},
16864 {{-0.186628 , 0.922997 , -0.238556 },{ 0.830773 , 0.548797 , 0.092941}},
16865 {{-0.184555 , 0.920070 , -0.239803 },{ 0.830773 , 0.548797 , 0.092941}},
16866 {{-0.184266 , 0.920533 , -0.245120 },{ 0.436042 , 0.882847 , -0.174497}},
16867 {{-0.185754 , 0.921261 , -0.245155 },{ 0.436042 , 0.882847 , -0.174497}},
16868 {{-0.186628 , 0.922997 , -0.238556 },{ 0.436042 , 0.882847 , -0.174497}},
16869 {{-0.185754 , 0.921261 , -0.245155 },{ 0.520989 , 0.839929 , -0.151955}},
16870 {{-0.189914 , 0.923471 , -0.247202 },{ 0.520989 , 0.839929 , -0.151955}},
16871 {{-0.186628 , 0.922997 , -0.238556 },{ 0.520989 , 0.839929 , -0.151955}},
16872 {{-0.186628 , 0.922997 , -0.238556 },{ 0.560512 , 0.810808 , -0.168573}},
16873 {{-0.189914 , 0.923471 , -0.247202 },{ 0.560512 , 0.810808 , -0.168573}},
16874 {{-0.190916 , 0.925492 , -0.240813 },{ 0.560512 , 0.810808 , -0.168573}},
16875 {{-0.164011 , 0.948525 , -0.219002 },{ -0.360064 , -0.700488 , -0.616175}},
16876 {{-0.164459 , 0.941844 , -0.211145 },{ -0.360064 , -0.700488 , -0.616175}},
16877 {{-0.169659 , 0.946555 , -0.213462 },{ -0.360064 , -0.700488 , -0.616175}},
16878 {{-0.164011 , 0.948525 , -0.219002 },{ -0.354220 , -0.702358 , -0.617431}},
16879 {{-0.160167 , 0.944030 , -0.216094 },{ -0.354220 , -0.702358 , -0.617431}},
16880 {{-0.164459 , 0.941844 , -0.211145 },{ -0.354220 , -0.702358 , -0.617431}},
16881 {{-0.160167 , 0.944030 , -0.216094 },{ -0.553042 , -0.470625 , -0.687500}},
16882 {{-0.158272 , 0.937894 , -0.213418 },{ -0.553042 , -0.470625 , -0.687500}},
16883 {{-0.164459 , 0.941844 , -0.211145 },{ -0.553042 , -0.470625 , -0.687500}},
16884 {{-0.164459 , 0.941844 , -0.211145 },{ -0.381351 , -0.066750 , -0.922017}},
16885 {{-0.158272 , 0.937894 , -0.213418 },{ -0.381351 , -0.066750 , -0.922017}},
16886 {{-0.164319 , 0.935574 , -0.210749 },{ -0.381351 , -0.066750 , -0.922017}},
16887 {{-0.164459 , 0.941844 , -0.211145 },{ -0.098947 , -0.064926 , -0.992972}},
16888 {{-0.164319 , 0.935574 , -0.210749 },{ -0.098947 , -0.064926 , -0.992972}},
16889 {{-0.168744 , 0.935925 , -0.210331 },{ -0.098947 , -0.064926 , -0.992972}},
16890 {{-0.164459 , 0.941844 , -0.211145 },{ -0.221942 , 0.026628 , -0.974696}},
16891 {{-0.168744 , 0.935925 , -0.210331 },{ -0.221942 , 0.026628 , -0.974696}},
16892 {{-0.170495 , 0.938571 , -0.209860 },{ -0.221942 , 0.026628 , -0.974696}},
16893 {{-0.177116 , 0.943011 , -0.212108 },{ 0.031008 , -0.414302 , -0.909611}},
16894 {{-0.164459 , 0.941844 , -0.211145 },{ 0.031008 , -0.414302 , -0.909611}},
16895 {{-0.170495 , 0.938571 , -0.209860 },{ 0.031008 , -0.414302 , -0.909611}},
16896 {{-0.177116 , 0.943011 , -0.212108 },{ 0.031143 , -0.413232 , -0.910093}},
16897 {{-0.169659 , 0.946555 , -0.213462 },{ 0.031143 , -0.413232 , -0.910093}},
16898 {{-0.164459 , 0.941844 , -0.211145 },{ 0.031143 , -0.413232 , -0.910093}},
16899 {{-0.184747 , 0.929232 , -0.224870 },{ 0.595778 , 0.538432 , -0.595935}},
16900 {{-0.187427 , 0.936266 , -0.221194 },{ 0.595778 , 0.538432 , -0.595935}},
16901 {{-0.181448 , 0.932933 , -0.218228 },{ 0.595778 , 0.538432 , -0.595935}},
16902 {{-0.184747 , 0.929232 , -0.224870 },{ 0.602854 , 0.537725 , -0.589423}},
16903 {{-0.190157 , 0.932216 , -0.227681 },{ 0.602854 , 0.537725 , -0.589423}},
16904 {{-0.187427 , 0.936266 , -0.221194 },{ 0.602854 , 0.537725 , -0.589423}},
16905 {{-0.178025 , 0.931246 , -0.217128 },{ 0.500683 , 0.626229 , -0.597624}},
16906 {{-0.184747 , 0.929232 , -0.224870 },{ 0.500683 , 0.626229 , -0.597624}},
16907 {{-0.181448 , 0.932933 , -0.218228 },{ 0.500683 , 0.626229 , -0.597624}},
16908 {{-0.178025 , 0.931246 , -0.217128 },{ 0.596566 , 0.480364 , -0.642930}},
16909 {{-0.179320 , 0.927530 , -0.221106 },{ 0.596566 , 0.480364 , -0.642930}},
16910 {{-0.184747 , 0.929232 , -0.224870 },{ 0.596566 , 0.480364 , -0.642930}},
16911 {{-0.184747 , 0.929232 , -0.224870 },{ 0.585421 , 0.550556 , -0.595122}},
16912 {{-0.179320 , 0.927530 , -0.221106 },{ 0.585421 , 0.550556 , -0.595122}},
16913 {{-0.183763 , 0.922515 , -0.230116 },{ 0.585421 , 0.550556 , -0.595122}},
16914 {{-0.186437 , 0.925619 , -0.231897 },{ 0.792892 , 0.442969 , -0.418451}},
16915 {{-0.184747 , 0.929232 , -0.224870 },{ 0.792892 , 0.442969 , -0.418451}},
16916 {{-0.183763 , 0.922515 , -0.230116 },{ 0.792892 , 0.442969 , -0.418451}},
16917 {{-0.190157 , 0.932216 , -0.227681 },{ 0.602600 , 0.642398 , -0.473496}},
16918 {{-0.186437 , 0.925619 , -0.231897 },{ 0.602600 , 0.642398 , -0.473496}},
16919 {{-0.191302 , 0.928362 , -0.234367 },{ 0.602600 , 0.642398 , -0.473496}},
16920 {{-0.190157 , 0.932216 , -0.227681 },{ 0.601230 , 0.642579 , -0.474989}},
16921 {{-0.184747 , 0.929232 , -0.224870 },{ 0.601230 , 0.642579 , -0.474989}},
16922 {{-0.186437 , 0.925619 , -0.231897 },{ 0.601230 , 0.642579 , -0.474989}},
16923 {{-0.177116 , 0.943011 , -0.212108 },{ 0.424036 , 0.117493 , -0.897991}},
16924 {{-0.176427 , 0.935824 , -0.212723 },{ 0.424036 , 0.117493 , -0.897991}},
16925 {{-0.183060 , 0.939723 , -0.215345 },{ 0.424036 , 0.117493 , -0.897991}},
16926 {{-0.177116 , 0.943011 , -0.212108 },{ 0.387890 , 0.115436 , -0.914448}},
16927 {{-0.170495 , 0.938571 , -0.209860 },{ 0.387890 , 0.115436 , -0.914448}},
16928 {{-0.176427 , 0.935824 , -0.212723 },{ 0.387890 , 0.115436 , -0.914448}},
16929 {{-0.170495 , 0.938571 , -0.209860 },{ 0.275231 , 0.342062 , -0.898466}},
16930 {{-0.168744 , 0.935925 , -0.210331 },{ 0.275231 , 0.342062 , -0.898466}},
16931 {{-0.176427 , 0.935824 , -0.212723 },{ 0.275231 , 0.342062 , -0.898466}},
16932 {{-0.168744 , 0.935925 , -0.210331 },{ 0.294270 , 0.107101 , -0.949702}},
16933 {{-0.172408 , 0.931636 , -0.211950 },{ 0.294270 , 0.107101 , -0.949702}},
16934 {{-0.176427 , 0.935824 , -0.212723 },{ 0.294270 , 0.107101 , -0.949702}},
16935 {{-0.176427 , 0.935824 , -0.212723 },{ 0.590968 , 0.442638 , -0.674410}},
16936 {{-0.172408 , 0.931636 , -0.211950 },{ 0.590968 , 0.442638 , -0.674410}},
16937 {{-0.178025 , 0.931246 , -0.217128 },{ 0.590968 , 0.442638 , -0.674410}},
16938 {{-0.176427 , 0.935824 , -0.212723 },{ 0.481578 , 0.514543 , -0.709456}},
16939 {{-0.178025 , 0.931246 , -0.217128 },{ 0.481578 , 0.514543 , -0.709456}},
16940 {{-0.181448 , 0.932933 , -0.218228 },{ 0.481578 , 0.514543 , -0.709456}},
16941 {{-0.187427 , 0.936266 , -0.221194 },{ 0.573085 , 0.383618 , -0.724162}},
16942 {{-0.176427 , 0.935824 , -0.212723 },{ 0.573085 , 0.383618 , -0.724162}},
16943 {{-0.181448 , 0.932933 , -0.218228 },{ 0.573085 , 0.383618 , -0.724162}},
16944 {{-0.183060 , 0.939723 , -0.215345 },{ 0.549796 , 0.471766 , -0.689320}},
16945 {{-0.176427 , 0.935824 , -0.212723 },{ 0.549796 , 0.471766 , -0.689320}},
16946 {{-0.187427 , 0.936266 , -0.221194 },{ 0.549796 , 0.471766 , -0.689320}},
16947 {{-0.182033 , 0.954135 , -0.269773 },{ 0.450949 , -0.835005 , 0.315297}},
16948 {{-0.183523 , 0.954400 , -0.266940 },{ 0.450949 , -0.835005 , 0.315297}},
16949 {{-0.184871 , 0.951738 , -0.272062 },{ 0.450949 , -0.835005 , 0.315297}},
16950 {{-0.180423 , 0.956108 , -0.264216 },{ 0.296191 , -0.923905 , 0.242221}},
16951 {{-0.183523 , 0.954400 , -0.266940 },{ 0.296191 , -0.923905 , 0.242221}},
16952 {{-0.182033 , 0.954135 , -0.269773 },{ 0.296191 , -0.923905 , 0.242221}},
16953 {{-0.178941 , 0.956332 , -0.257242 },{ 0.538620 , -0.837988 , -0.087543}},
16954 {{-0.183523 , 0.954400 , -0.266940 },{ 0.538620 , -0.837988 , -0.087543}},
16955 {{-0.180423 , 0.956108 , -0.264216 },{ 0.538620 , -0.837988 , -0.087543}},
16956 {{-0.178941 , 0.956332 , -0.257242 },{ 0.198283 , -0.974974 , 0.100545}},
16957 {{-0.184096 , 0.954517 , -0.264676 },{ 0.198283 , -0.974974 , 0.100545}},
16958 {{-0.183523 , 0.954400 , -0.266940 },{ 0.198283 , -0.974974 , 0.100545}},
16959 {{-0.183523 , 0.954400 , -0.266940 },{ 0.298000 , -0.946437 , 0.124308}},
16960 {{-0.184096 , 0.954517 , -0.264676 },{ 0.298000 , -0.946437 , 0.124308}},
16961 {{-0.188422 , 0.952004 , -0.273438 },{ 0.298000 , -0.946437 , 0.124308}},
16962 {{-0.183523 , 0.954400 , -0.266940 },{ -0.255044 , -0.828875 , 0.497914}},
16963 {{-0.188422 , 0.952004 , -0.273438 },{ -0.255044 , -0.828875 , 0.497914}},
16964 {{-0.184871 , 0.951738 , -0.272062 },{ -0.255044 , -0.828875 , 0.497914}},
16965 {{-0.164459 , 0.955931 , -0.268230 },{ -0.393794 , -0.866118 , -0.307841}},
16966 {{-0.168368 , 0.952753 , -0.254288 },{ -0.393794 , -0.866118 , -0.307841}},
16967 {{-0.171144 , 0.956560 , -0.261448 },{ -0.393794 , -0.866118 , -0.307841}},
16968 {{-0.163407 , 0.949184 , -0.256195 },{ -0.631732 , -0.698426 , -0.336328}},
16969 {{-0.168368 , 0.952753 , -0.254288 },{ -0.631732 , -0.698426 , -0.336328}},
16970 {{-0.164459 , 0.955931 , -0.268230 },{ -0.631732 , -0.698426 , -0.336328}},
16971 {{-0.163407 , 0.949184 , -0.256195 },{ -0.631930 , -0.693099 , -0.346813}},
16972 {{-0.164988 , 0.943392 , -0.241739 },{ -0.631930 , -0.693099 , -0.346813}},
16973 {{-0.168368 , 0.952753 , -0.254288 },{ -0.631930 , -0.693099 , -0.346813}},
16974 {{-0.164988 , 0.943392 , -0.241739 },{ -0.409616 , -0.780657 , -0.472006}},
16975 {{-0.172472 , 0.951307 , -0.248335 },{ -0.409616 , -0.780657 , -0.472006}},
16976 {{-0.168368 , 0.952753 , -0.254288 },{ -0.409616 , -0.780657 , -0.472006}},
16977 {{-0.168368 , 0.952753 , -0.254288 },{ -0.206220 , -0.908726 , -0.362892}},
16978 {{-0.172472 , 0.951307 , -0.248335 },{ -0.206220 , -0.908726 , -0.362892}},
16979 {{-0.178941 , 0.956332 , -0.257242 },{ -0.206220 , -0.908726 , -0.362892}},
16980 {{-0.168368 , 0.952753 , -0.254288 },{ -0.190761 , -0.895473 , -0.402167}},
16981 {{-0.178941 , 0.956332 , -0.257242 },{ -0.190761 , -0.895473 , -0.402167}},
16982 {{-0.171144 , 0.956560 , -0.261448 },{ -0.190761 , -0.895473 , -0.402167}},
16983 {{-0.150617 , 0.840973 , -0.245677 },{ 0.128095 , 0.101722 , 0.986531}},
16984 {{-0.144938 , 0.783313 , -0.240469 },{ 0.128095 , 0.101722 , 0.986531}},
16985 {{-0.124414 , 0.791150 , -0.243942 },{ 0.128095 , 0.101722 , 0.986531}},
16986 {{-0.135450 , 0.846822 , -0.242070 },{ -0.203920 , -0.073250 , 0.976243}},
16987 {{-0.150617 , 0.840973 , -0.245677 },{ -0.203920 , -0.073250 , 0.976243}},
16988 {{-0.124414 , 0.791150 , -0.243942 },{ -0.203920 , -0.073250 , 0.976243}},
16989 {{-0.146486 , 0.902495 , -0.240199 },{ -0.203927 , -0.073233 , 0.976243}},
16990 {{-0.150617 , 0.840973 , -0.245677 },{ -0.203927 , -0.073233 , 0.976243}},
16991 {{-0.135450 , 0.846822 , -0.242070 },{ -0.203927 , -0.073233 , 0.976243}},
16992 {{-0.156297 , 0.898632 , -0.250885 },{ -0.734577 , -0.011085 , 0.678435}},
16993 {{-0.150617 , 0.840973 , -0.245677 },{ -0.734577 , -0.011085 , 0.678435}},
16994 {{-0.146486 , 0.902495 , -0.240199 },{ -0.734577 , -0.011085 , 0.678435}},
16995 {{-0.156297 , 0.898632 , -0.250885 },{ -0.157754 , 0.073406 , 0.984746}},
16996 {{-0.168189 , 0.894942 , -0.252515 },{ -0.157754 , 0.073406 , 0.984746}},
16997 {{-0.150617 , 0.840973 , -0.245677 },{ -0.157754 , 0.073406 , 0.984746}},
16998 {{-0.168189 , 0.894942 , -0.252515 },{ 0.291954 , 0.213192 , 0.932369}},
16999 {{-0.163778 , 0.839491 , -0.241217 },{ 0.291954 , 0.213192 , 0.932369}},
17000 {{-0.150617 , 0.840973 , -0.245677 },{ 0.291954 , 0.213192 , 0.932369}},
17001 {{-0.150617 , 0.840973 , -0.245677 },{ 0.291950 , 0.213212 , 0.932366}},
17002 {{-0.163778 , 0.839491 , -0.241217 },{ 0.291950 , 0.213212 , 0.932366}},
17003 {{-0.159367 , 0.784041 , -0.229918 },{ 0.291950 , 0.213212 , 0.932366}},
17004 {{-0.150617 , 0.840973 , -0.245677 },{ 0.589515 , 0.130069 , 0.797217}},
17005 {{-0.159367 , 0.784041 , -0.229918 },{ 0.589515 , 0.130069 , 0.797217}},
17006 {{-0.144938 , 0.783313 , -0.240469 },{ 0.589515 , 0.130069 , 0.797217}},
17007 {{-0.142590 , 0.858446 , -0.213410 },{ -0.129429 , -0.099943 , -0.986539}},
17008 {{-0.120560 , 0.817568 , -0.212159 },{ -0.129429 , -0.099943 , -0.986539}},
17009 {{-0.141044 , 0.809754 , -0.208680 },{ -0.129429 , -0.099943 , -0.986539}},
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17011 {{-0.141044 , 0.809754 , -0.208680 },{ 0.248450 , -0.085837 , -0.964834}},
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17055 {{-0.142050 , 0.904278 , -0.222985 },{ -0.031535 , 0.997815 , 0.058062}},
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17058 {{-0.142050 , 0.904278 , -0.222985 },{ -0.052419 , 0.997891 , 0.038283}},
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17067 {{-0.139022 , 0.904278 , -0.221324 },{ 0.072021 , 0.988724 , -0.131294}},
17068 {{-0.141624 , 0.901622 , -0.242753 },{ 0.072021 , 0.988724 , -0.131294}},
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17070 {{-0.141624 , 0.901622 , -0.242753 },{ 0.108842 , 0.985513 , -0.130069}},
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17075 {{-0.146486 , 0.902495 , -0.240199 },{ 0.108434 , 0.985563 , -0.130031}},
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17079 {{-0.146486 , 0.902495 , -0.240199 },{ -0.028122 , 0.948041 , -0.316902}},
17080 {{-0.155460 , 0.897539 , -0.254229 },{ -0.028122 , 0.948041 , -0.316902}},
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17086 {{-0.154622 , 0.896445 , -0.257572 },{ -0.022522 , 0.948482 , -0.316031}},
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17089 {{-0.141624 , 0.901622 , -0.242753 },{ -0.002419 , 0.944706 , -0.327911}},
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17162 {{-0.109473 , 0.805166 , -0.235668 },{ -0.311212 , -0.214748 , 0.925759}},
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17171 {{-0.151360 , 0.903412 , -0.213158 },{ -0.877531 , -0.468983 , 0.099974}},
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17174 {{-0.145078 , 0.904279 , -0.224646 },{ -0.841694 , -0.249098 , -0.479064}},
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17178 {{-0.105717 , 0.889144 , 0.364404 },{ -0.479248 , 0.827239 , 0.293254}},
17179 {{-0.106378 , 0.880771 , 0.386943 },{ -0.479248 , 0.827239 , 0.293254}},
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17182 {{-0.101901 , 0.891001 , 0.365407 },{ -0.479559 , 0.827076 , 0.293204}},
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17192 {{-0.066081 , 0.931456 , 0.188570 },{ -0.016068 , 0.980947 , 0.193608}},
17193 {{-0.072188 , 0.932148 , 0.184557 },{ -0.015865 , 0.981009 , 0.193310}},
17194 {{-0.066081 , 0.931456 , 0.188570 },{ -0.015865 , 0.981009 , 0.193310}},
17195 {{-0.065594 , 0.932044 , 0.185626 },{ -0.015865 , 0.981009 , 0.193310}},
17196 {{-0.072188 , 0.932148 , 0.184557 },{ 0.159973 , 0.193662 , -0.967938}},
17197 {{-0.065594 , 0.932044 , 0.185626 },{ 0.159973 , 0.193662 , -0.967938}},
17198 {{-0.071345 , 0.920196 , 0.182305 },{ 0.159973 , 0.193662 , -0.967938}},
17199 {{-0.104195 , 0.881275 , 0.387404 },{ -0.160631 , -0.193239 , 0.967913}},
17200 {{-0.105163 , 0.879280 , 0.386845 },{ -0.160631 , -0.193239 , 0.967913}},
17201 {{-0.103344 , 0.880723 , 0.387435 },{ -0.160631 , -0.193239 , 0.967913}},
17202 {{-0.097949 , 0.890939 , 0.366047 },{ 0.466857 , 0.746395 , 0.474278}},
17203 {{-0.104195 , 0.881275 , 0.387404 },{ 0.466857 , 0.746395 , 0.474278}},
17204 {{-0.103344 , 0.880723 , 0.387435 },{ 0.466857 , 0.746395 , 0.474278}},
17205 {{-0.097949 , 0.890939 , 0.366047 },{ 0.467109 , 0.746243 , 0.474269}},
17206 {{-0.103344 , 0.880723 , 0.387435 },{ 0.467109 , 0.746243 , 0.474269}},
17207 {{-0.094921 , 0.888975 , 0.366155 },{ 0.467109 , 0.746243 , 0.474269}},
17208 {{-0.065594 , 0.932044 , 0.185626 },{ 0.160081 , 0.193608 , -0.967931}},
17209 {{-0.060541 , 0.928766 , 0.185806 },{ 0.160081 , 0.193608 , -0.967931}},
17210 {{-0.071345 , 0.920196 , 0.182305 },{ 0.160081 , 0.193608 , -0.967931}},
17211 {{-0.103344 , 0.880723 , 0.387435 },{ -0.160054 , -0.193947 , 0.967867}},
17212 {{-0.105163 , 0.879280 , 0.386845 },{ -0.160054 , -0.193947 , 0.967867}},
17213 {{-0.102980 , 0.879784 , 0.387307 },{ -0.160054 , -0.193947 , 0.967867}},
17214 {{-0.060541 , 0.928766 , 0.185806 },{ 0.919836 , 0.326502 , 0.217484}},
17215 {{-0.061028 , 0.928177 , 0.188750 },{ 0.919836 , 0.326502 , 0.217484}},
17216 {{-0.058870 , 0.922603 , 0.187991 },{ 0.919836 , 0.326502 , 0.217484}},
17217 {{-0.060541 , 0.928766 , 0.185806 },{ 0.919836 , 0.326501 , 0.217483}},
17218 {{-0.058870 , 0.922603 , 0.187991 },{ 0.919836 , 0.326501 , 0.217483}},
17219 {{-0.058383 , 0.923192 , 0.185047 },{ 0.919836 , 0.326501 , 0.217483}},
17220 {{-0.060541 , 0.928766 , 0.185806 },{ 0.159976 , 0.193737 , -0.967922}},
17221 {{-0.058383 , 0.923192 , 0.185047 },{ 0.159976 , 0.193737 , -0.967922}},
17222 {{-0.071345 , 0.920196 , 0.182305 },{ 0.159976 , 0.193737 , -0.967922}},
17223 {{-0.102980 , 0.879784 , 0.387307 },{ -0.160270 , -0.193128 , 0.967995}},
17224 {{-0.105163 , 0.879280 , 0.386845 },{ -0.160270 , -0.193128 , 0.967995}},
17225 {{-0.103202 , 0.878710 , 0.387056 },{ -0.160270 , -0.193128 , 0.967995}},
17226 {{-0.093628 , 0.885634 , 0.365701 },{ 0.909289 , -0.263291 , 0.322291}},
17227 {{-0.102980 , 0.879784 , 0.387307 },{ 0.909289 , -0.263291 , 0.322291}},
17228 {{-0.103202 , 0.878710 , 0.387056 },{ 0.909289 , -0.263291 , 0.322291}},
17229 {{-0.093628 , 0.885634 , 0.365701 },{ 0.909336 , -0.262982 , 0.322412}},
17230 {{-0.103202 , 0.878710 , 0.387056 },{ 0.909336 , -0.262982 , 0.322412}},
17231 {{-0.094416 , 0.881812 , 0.364806 },{ 0.909336 , -0.262982 , 0.322412}},
17232 {{-0.058383 , 0.923192 , 0.185047 },{ 0.160021 , 0.193564 , -0.967949}},
17233 {{-0.059699 , 0.916814 , 0.183554 },{ 0.160021 , 0.193564 , -0.967949}},
17234 {{-0.071345 , 0.920196 , 0.182305 },{ 0.160021 , 0.193564 , -0.967949}},
17235 {{-0.105163 , 0.879280 , 0.386845 },{ -0.160390 , -0.193583 , 0.967885}},
17236 {{-0.103949 , 0.877789 , 0.386748 },{ -0.160390 , -0.193583 , 0.967885}},
17237 {{-0.103202 , 0.878710 , 0.387056 },{ -0.160390 , -0.193583 , 0.967885}},
17238 {{-0.059699 , 0.916814 , 0.183554 },{ 0.776409 , -0.630225 , 0.002080}},
17239 {{-0.060185 , 0.916225 , 0.186498 },{ 0.776409 , -0.630225 , 0.002080}},
17240 {{-0.064621 , 0.910754 , 0.184670 },{ 0.776409 , -0.630225 , 0.002080}},
17241 {{-0.059699 , 0.916814 , 0.183554 },{ 0.776434 , -0.630194 , 0.002354}},
17242 {{-0.064621 , 0.910754 , 0.184670 },{ 0.776434 , -0.630194 , 0.002354}},
17243 {{-0.064134 , 0.911343 , 0.181726 },{ 0.776434 , -0.630194 , 0.002354}},
17244 {{-0.071345 , 0.920196 , 0.182305 },{ 0.160048 , 0.193667 , -0.967924}},
17245 {{-0.059699 , 0.916814 , 0.183554 },{ 0.160048 , 0.193667 , -0.967924}},
17246 {{-0.064134 , 0.911343 , 0.181726 },{ 0.160048 , 0.193667 , -0.967924}},
17247 {{-0.105163 , 0.879280 , 0.386845 },{ -0.160379 , -0.193574 , 0.967888}},
17248 {{-0.105021 , 0.877267 , 0.386466 },{ -0.160379 , -0.193574 , 0.967888}},
17249 {{-0.103949 , 0.877789 , 0.386748 },{ -0.160379 , -0.193574 , 0.967888}},
17250 {{-0.103949 , 0.877789 , 0.386748 },{ 0.415541 , -0.904627 , 0.094739}},
17251 {{-0.105021 , 0.877267 , 0.386466 },{ 0.415541 , -0.904627 , 0.094739}},
17252 {{-0.100891 , 0.876676 , 0.362708 },{ 0.415541 , -0.904627 , 0.094739}},
17253 {{-0.103949 , 0.877789 , 0.386748 },{ 0.415298 , -0.904741 , 0.094713}},
17254 {{-0.100891 , 0.876676 , 0.362708 },{ 0.415298 , -0.904741 , 0.094713}},
17255 {{-0.097074 , 0.878533 , 0.363710 },{ 0.415298 , -0.904741 , 0.094713}},
17256 {{-0.071345 , 0.920196 , 0.182305 },{ 0.159943 , 0.193583 , -0.967958}},
17257 {{-0.064134 , 0.911343 , 0.181726 },{ 0.159943 , 0.193583 , -0.967958}},
17258 {{-0.070502 , 0.908244 , 0.180054 },{ 0.159943 , 0.193583 , -0.967958}},
17259 {{-0.105163 , 0.879280 , 0.386845 },{ -0.159941 , -0.193557 , 0.967964}},
17260 {{-0.106132 , 0.877285 , 0.386286 },{ -0.159941 , -0.193557 , 0.967964}},
17261 {{-0.105021 , 0.877267 , 0.386466 },{ -0.159941 , -0.193557 , 0.967964}},
17262 {{-0.070989 , 0.907655 , 0.182998 },{ 0.016093 , -0.980949 , -0.193598}},
17263 {{-0.077583 , 0.907758 , 0.181928 },{ 0.016093 , -0.980949 , -0.193598}},
17264 {{-0.077096 , 0.908347 , 0.178984 },{ 0.016093 , -0.980949 , -0.193598}},
17265 {{-0.070989 , 0.907655 , 0.182998 },{ 0.016093 , -0.980949 , -0.193598}},
17266 {{-0.077096 , 0.908347 , 0.178984 },{ 0.016093 , -0.980949 , -0.193598}},
17267 {{-0.070502 , 0.908244 , 0.180054 },{ 0.016093 , -0.980949 , -0.193598}},
17268 {{-0.071345 , 0.920196 , 0.182305 },{ 0.160090 , 0.193589 , -0.967933}},
17269 {{-0.070502 , 0.908244 , 0.180054 },{ 0.160090 , 0.193589 , -0.967933}},
17270 {{-0.077096 , 0.908347 , 0.178984 },{ 0.160090 , 0.193589 , -0.967933}},
17271 {{-0.105163 , 0.879280 , 0.386845 },{ -0.159739 , -0.193659 , 0.967977}},
17272 {{-0.106983 , 0.877837 , 0.386256 },{ -0.159739 , -0.193659 , 0.967977}},
17273 {{-0.106132 , 0.877285 , 0.386286 },{ -0.159739 , -0.193659 , 0.967977}},
17274 {{-0.106983 , 0.877837 , 0.386256 },{ -0.543897 , -0.839092 , -0.010018}},
17275 {{-0.107870 , 0.878702 , 0.361959 },{ -0.543897 , -0.839092 , -0.010018}},
17276 {{-0.104842 , 0.876738 , 0.362067 },{ -0.543897 , -0.839092 , -0.010018}},
17277 {{-0.106983 , 0.877837 , 0.386256 },{ -0.543874 , -0.839107 , -0.010016}},
17278 {{-0.104842 , 0.876738 , 0.362067 },{ -0.543874 , -0.839107 , -0.010016}},
17279 {{-0.106132 , 0.877285 , 0.386286 },{ -0.543874 , -0.839107 , -0.010016}},
17280 {{-0.071345 , 0.920196 , 0.182305 },{ 0.160093 , 0.193587 , -0.967933}},
17281 {{-0.077096 , 0.908347 , 0.178984 },{ 0.160093 , 0.193587 , -0.967933}},
17282 {{-0.082148 , 0.911625 , 0.178804 },{ 0.160093 , 0.193587 , -0.967933}},
17283 {{-0.105163 , 0.879280 , 0.386845 },{ -0.159702 , -0.193704 , 0.967974}},
17284 {{-0.107346 , 0.878776 , 0.386384 },{ -0.159702 , -0.193704 , 0.967974}},
17285 {{-0.106983 , 0.877837 , 0.386256 },{ -0.159702 , -0.193704 , 0.967974}},
17286 {{-0.082635 , 0.911036 , 0.181748 },{ -0.919857 , -0.326452 , -0.217469}},
17287 {{-0.084793 , 0.916611 , 0.182507 },{ -0.919857 , -0.326452 , -0.217469}},
17288 {{-0.084306 , 0.917200 , 0.179563 },{ -0.919857 , -0.326452 , -0.217469}},
17289 {{-0.082635 , 0.911036 , 0.181748 },{ -0.919854 , -0.326454 , -0.217477}},
17290 {{-0.084306 , 0.917200 , 0.179563 },{ -0.919854 , -0.326454 , -0.217477}},
17291 {{-0.082148 , 0.911625 , 0.178804 },{ -0.919854 , -0.326454 , -0.217477}},
17292 {{-0.071345 , 0.920196 , 0.182305 },{ 0.159994 , 0.193709 , -0.967925}},
17293 {{-0.082148 , 0.911625 , 0.178804 },{ 0.159994 , 0.193709 , -0.967925}},
17294 {{-0.084306 , 0.917200 , 0.179563 },{ 0.159994 , 0.193709 , -0.967925}},
17295 {{-0.107125 , 0.879849 , 0.386635 },{ -0.159748 , -0.193530 , 0.968001}},
17296 {{-0.107346 , 0.878776 , 0.386384 },{ -0.159748 , -0.193530 , 0.968001}},
17297 {{-0.105163 , 0.879280 , 0.386845 },{ -0.159748 , -0.193530 , 0.968001}},
17298 {{-0.107346 , 0.878776 , 0.386384 },{ -0.978978 , 0.178594 , 0.098522}},
17299 {{-0.107125 , 0.879849 , 0.386635 },{ -0.978978 , 0.178594 , 0.098522}},
17300 {{-0.108375 , 0.885865 , 0.363309 },{ -0.978978 , 0.178594 , 0.098522}},
17301 {{-0.107346 , 0.878776 , 0.386384 },{ -0.978944 , 0.178754 , 0.098570}},
17302 {{-0.108375 , 0.885865 , 0.363309 },{ -0.978944 , 0.178754 , 0.098570}},
17303 {{-0.109163 , 0.882043 , 0.362414 },{ -0.978944 , 0.178754 , 0.098570}},
17304 {{-0.082991 , 0.923577 , 0.181056 },{ 0.160018 , 0.193618 , -0.967939}},
17305 {{-0.071345 , 0.920196 , 0.182305 },{ 0.160018 , 0.193618 , -0.967939}},
17306 {{-0.084306 , 0.917200 , 0.179563 },{ 0.160018 , 0.193618 , -0.967939}},
17307 {{-0.106378 , 0.880771 , 0.386943 },{ -0.159835 , -0.193859 , 0.967921}},
17308 {{-0.107125 , 0.879849 , 0.386635 },{ -0.159835 , -0.193859 , 0.967921}},
17309 {{-0.105163 , 0.879280 , 0.386845 },{ -0.159835 , -0.193859 , 0.967921}},
17310 {{-0.083478 , 0.922989 , 0.184000 },{ -0.776370 , 0.630273 , -0.002340}},
17311 {{-0.079042 , 0.928460 , 0.185828 },{ -0.776370 , 0.630273 , -0.002340}},
17312 {{-0.078555 , 0.929049 , 0.182884 },{ -0.776370 , 0.630273 , -0.002340}},
17313 {{-0.083478 , 0.922989 , 0.184000 },{ -0.776389 , 0.630249 , -0.002555}},
17314 {{-0.078555 , 0.929049 , 0.182884 },{ -0.776389 , 0.630249 , -0.002555}},
17315 {{-0.082991 , 0.923577 , 0.181056 },{ -0.776389 , 0.630249 , -0.002555}},
17316 {{-0.078555 , 0.929049 , 0.182884 },{ 0.160021 , 0.193631 , -0.967936}},
17317 {{-0.071345 , 0.920196 , 0.182305 },{ 0.160021 , 0.193631 , -0.967936}},
17318 {{-0.082991 , 0.923577 , 0.181056 },{ 0.160021 , 0.193631 , -0.967936}},
17319 {{-0.076654 , 0.924306 , 0.188625 },{ -0.456729 , 0.883822 , 0.101281}},
17320 {{-0.105717 , 0.889144 , 0.364404 },{ -0.456729 , 0.883822 , 0.101281}},
17321 {{-0.101901 , 0.891001 , 0.365407 },{ -0.456729 , 0.883822 , 0.101281}},
17322 {{-0.076654 , 0.924306 , 0.188625 },{ -0.456796 , 0.883789 , 0.101265}},
17323 {{-0.101901 , 0.891001 , 0.365407 },{ -0.456796 , 0.883789 , 0.101265}},
17324 {{-0.072837 , 0.926164 , 0.189628 },{ -0.456796 , 0.883789 , 0.101265}},
17325 {{-0.105305 , 0.881293 , 0.387224 },{ -0.049934 , 0.915363 , 0.399521}},
17326 {{-0.104195 , 0.881275 , 0.387404 },{ -0.049934 , 0.915363 , 0.399521}},
17327 {{-0.101901 , 0.891001 , 0.365407 },{ -0.049934 , 0.915363 , 0.399521}},
17328 {{-0.101901 , 0.891001 , 0.365407 },{ -0.050333 , 0.915360 , 0.399478}},
17329 {{-0.104195 , 0.881275 , 0.387404 },{ -0.050333 , 0.915360 , 0.399478}},
17330 {{-0.097949 , 0.890939 , 0.366047 },{ -0.050333 , 0.915360 , 0.399478}},
17331 {{-0.068886 , 0.926102 , 0.190269 },{ 0.520697 , 0.816494 , 0.249425}},
17332 {{-0.097949 , 0.890939 , 0.366047 },{ 0.520697 , 0.816494 , 0.249425}},
17333 {{-0.094921 , 0.888975 , 0.366155 },{ 0.520697 , 0.816494 , 0.249425}},
17334 {{-0.068886 , 0.926102 , 0.190269 },{ 0.520951 , 0.816331 , 0.249428}},
17335 {{-0.094921 , 0.888975 , 0.366155 },{ 0.520951 , 0.816331 , 0.249428}},
17336 {{-0.065858 , 0.924137 , 0.190376 },{ 0.520951 , 0.816331 , 0.249428}},
17337 {{-0.094921 , 0.888975 , 0.366155 },{ 0.854504 , 0.270832 , 0.443252}},
17338 {{-0.103344 , 0.880723 , 0.387435 },{ 0.854504 , 0.270832 , 0.443252}},
17339 {{-0.102980 , 0.879784 , 0.387307 },{ 0.854504 , 0.270832 , 0.443252}},
17340 {{-0.094921 , 0.888975 , 0.366155 },{ 0.854640 , 0.270533 , 0.443174}},
17341 {{-0.102980 , 0.879784 , 0.387307 },{ 0.854640 , 0.270533 , 0.443174}},
17342 {{-0.093628 , 0.885634 , 0.365701 },{ 0.854640 , 0.270533 , 0.443174}},
17343 {{-0.064565 , 0.920796 , 0.189922 },{ 0.967289 , -0.226282 , 0.114666}},
17344 {{-0.093628 , 0.885634 , 0.365701 },{ 0.967289 , -0.226282 , 0.114666}},
17345 {{-0.094416 , 0.881812 , 0.364806 },{ 0.967289 , -0.226282 , 0.114666}},
17346 {{-0.064565 , 0.920796 , 0.189922 },{ 0.967289 , -0.226284 , 0.114665}},
17347 {{-0.094416 , 0.881812 , 0.364806 },{ 0.967289 , -0.226284 , 0.114665}},
17348 {{-0.065353 , 0.916974 , 0.189027 },{ 0.967289 , -0.226284 , 0.114665}},
17349 {{-0.094416 , 0.881812 , 0.364806 },{ 0.728473 , -0.656394 , 0.196146}},
17350 {{-0.103202 , 0.878710 , 0.387056 },{ 0.728473 , -0.656394 , 0.196146}},
17351 {{-0.103949 , 0.877789 , 0.386748 },{ 0.728473 , -0.656394 , 0.196146}},
17352 {{-0.094416 , 0.881812 , 0.364806 },{ 0.728609 , -0.656217 , 0.196238}},
17353 {{-0.103949 , 0.877789 , 0.386748 },{ 0.728609 , -0.656217 , 0.196238}},
17354 {{-0.097074 , 0.878533 , 0.363710 },{ 0.728609 , -0.656217 , 0.196238}},
17355 {{-0.097074 , 0.878533 , 0.363710 },{ 0.456607 , -0.883882 , -0.101310}},
17356 {{-0.100891 , 0.876676 , 0.362708 },{ 0.456607 , -0.883882 , -0.101310}},
17357 {{-0.071827 , 0.911838 , 0.186929 },{ 0.456607 , -0.883882 , -0.101310}},
17358 {{-0.097074 , 0.878533 , 0.363710 },{ 0.456898 , -0.883739 , -0.101242}},
17359 {{-0.071827 , 0.911838 , 0.186929 },{ 0.456898 , -0.883739 , -0.101242}},
17360 {{-0.068011 , 0.913696 , 0.187932 },{ 0.456898 , -0.883739 , -0.101242}},
17361 {{-0.105021 , 0.877267 , 0.386466 },{ -0.019683 , -0.999574 , 0.021530}},
17362 {{-0.106132 , 0.877285 , 0.386286 },{ -0.019683 , -0.999574 , 0.021530}},
17363 {{-0.104842 , 0.876738 , 0.362067 },{ -0.019683 , -0.999574 , 0.021530}},
17364 {{-0.105021 , 0.877267 , 0.386466 },{ -0.019161 , -0.999584 , 0.021534}},
17365 {{-0.104842 , 0.876738 , 0.362067 },{ -0.019161 , -0.999584 , 0.021534}},
17366 {{-0.100891 , 0.876676 , 0.362708 },{ -0.019161 , -0.999584 , 0.021534}},
17367 {{-0.104842 , 0.876738 , 0.362067 },{ -0.520699 , -0.816492 , -0.249425}},
17368 {{-0.107870 , 0.878702 , 0.361959 },{ -0.520699 , -0.816492 , -0.249425}},
17369 {{-0.078807 , 0.913865 , 0.186181 },{ -0.520699 , -0.816492 , -0.249425}},
17370 {{-0.104842 , 0.876738 , 0.362067 },{ -0.520940 , -0.816338 , -0.249428}},
17371 {{-0.078807 , 0.913865 , 0.186181 },{ -0.520940 , -0.816338 , -0.249428}},
17372 {{-0.075779 , 0.911900 , 0.186288 },{ -0.520940 , -0.816338 , -0.249428}},
17373 {{-0.106983 , 0.877837 , 0.386256 },{ -0.931558 , -0.362978 , 0.021143}},
17374 {{-0.107346 , 0.878776 , 0.386384 },{ -0.931558 , -0.362978 , 0.021143}},
17375 {{-0.109163 , 0.882043 , 0.362414 },{ -0.931558 , -0.362978 , 0.021143}},
17376 {{-0.106983 , 0.877837 , 0.386256 },{ -0.931420 , -0.363335 , 0.021067}},
17377 {{-0.109163 , 0.882043 , 0.362414 },{ -0.931420 , -0.363335 , 0.021067}},
17378 {{-0.107870 , 0.878702 , 0.361959 },{ -0.931420 , -0.363335 , 0.021067}},
17379 {{-0.109163 , 0.882043 , 0.362414 },{ -0.967289 , 0.226283 , -0.114665}},
17380 {{-0.108375 , 0.885865 , 0.363309 },{ -0.967289 , 0.226283 , -0.114665}},
17381 {{-0.079312 , 0.921027 , 0.187530 },{ -0.967289 , 0.226283 , -0.114665}},
17382 {{-0.109163 , 0.882043 , 0.362414 },{ -0.967278 , 0.226336 , -0.114652}},
17383 {{-0.079312 , 0.921027 , 0.187530 },{ -0.967278 , 0.226336 , -0.114652}},
17384 {{-0.080100 , 0.917206 , 0.186635 },{ -0.967278 , 0.226336 , -0.114652}},
17385 {{-0.107125 , 0.879849 , 0.386635 },{ -0.792914 , 0.578419 , 0.191622}},
17386 {{-0.106378 , 0.880771 , 0.386943 },{ -0.792914 , 0.578419 , 0.191622}},
17387 {{-0.105717 , 0.889144 , 0.364404 },{ -0.792914 , 0.578419 , 0.191622}},
17388 {{-0.107125 , 0.879849 , 0.386635 },{ -0.792759 , 0.578603 , 0.191708}},
17389 {{-0.105717 , 0.889144 , 0.364404 },{ -0.792759 , 0.578603 , 0.191708}},
17390 {{-0.108375 , 0.885865 , 0.363309 },{ -0.792759 , 0.578603 , 0.191708}},
17391 {{-0.072837 , 0.926164 , 0.189628 },{ -0.015963 , 0.980952 , 0.193591}},
17392 {{-0.101901 , 0.891001 , 0.365407 },{ -0.015963 , 0.980952 , 0.193591}},
17393 {{-0.097949 , 0.890939 , 0.366047 },{ -0.015963 , 0.980952 , 0.193591}},
17394 {{-0.072837 , 0.926164 , 0.189628 },{ -0.016016 , 0.980953 , 0.193584}},
17395 {{-0.097949 , 0.890939 , 0.366047 },{ -0.016016 , 0.980953 , 0.193584}},
17396 {{-0.068886 , 0.926102 , 0.190269 },{ -0.016016 , 0.980953 , 0.193584}},
17397 {{-0.065858 , 0.924137 , 0.190376 },{ 0.919872 , 0.326461 , 0.217394}},
17398 {{-0.094921 , 0.888975 , 0.366155 },{ 0.919872 , 0.326461 , 0.217394}},
17399 {{-0.093628 , 0.885634 , 0.365701 },{ 0.919872 , 0.326461 , 0.217394}},
17400 {{-0.065858 , 0.924137 , 0.190376 },{ 0.919871 , 0.326463 , 0.217394}},
17401 {{-0.093628 , 0.885634 , 0.365701 },{ 0.919871 , 0.326463 , 0.217394}},
17402 {{-0.064565 , 0.920796 , 0.189922 },{ 0.919871 , 0.326463 , 0.217394}},
17403 {{-0.065353 , 0.916974 , 0.189027 },{ 0.776447 , -0.630179 , 0.002318}},
17404 {{-0.094416 , 0.881812 , 0.364806 },{ 0.776447 , -0.630179 , 0.002318}},
17405 {{-0.097074 , 0.878533 , 0.363710 },{ 0.776447 , -0.630179 , 0.002318}},
17406 {{-0.065353 , 0.916974 , 0.189027 },{ 0.776364 , -0.630281 , 0.002281}},
17407 {{-0.097074 , 0.878533 , 0.363710 },{ 0.776364 , -0.630281 , 0.002281}},
17408 {{-0.068011 , 0.913696 , 0.187932 },{ 0.776364 , -0.630281 , 0.002281}},
17409 {{-0.100891 , 0.876676 , 0.362708 },{ 0.016030 , -0.980955 , -0.193575}},
17410 {{-0.104842 , 0.876738 , 0.362067 },{ 0.016030 , -0.980955 , -0.193575}},
17411 {{-0.075779 , 0.911900 , 0.186288 },{ 0.016030 , -0.980955 , -0.193575}},
17412 {{-0.100891 , 0.876676 , 0.362708 },{ 0.016011 , -0.980954 , -0.193578}},
17413 {{-0.075779 , 0.911900 , 0.186288 },{ 0.016011 , -0.980954 , -0.193578}},
17414 {{-0.071827 , 0.911838 , 0.186929 },{ 0.016011 , -0.980954 , -0.193578}},
17415 {{-0.107870 , 0.878702 , 0.361959 },{ -0.919895 , -0.326399 , -0.217387}},
17416 {{-0.109163 , 0.882043 , 0.362414 },{ -0.919895 , -0.326399 , -0.217387}},
17417 {{-0.080100 , 0.917206 , 0.186635 },{ -0.919895 , -0.326399 , -0.217387}},
17418 {{-0.107870 , 0.878702 , 0.361959 },{ -0.919870 , -0.326463 , -0.217397}},
17419 {{-0.080100 , 0.917206 , 0.186635 },{ -0.919870 , -0.326463 , -0.217397}},
17420 {{-0.078807 , 0.913865 , 0.186181 },{ -0.919870 , -0.326463 , -0.217397}},
17421 {{-0.108375 , 0.885865 , 0.363309 },{ -0.776448 , 0.630177 , -0.002319}},
17422 {{-0.105717 , 0.889144 , 0.364404 },{ -0.776448 , 0.630177 , -0.002319}},
17423 {{-0.076654 , 0.924306 , 0.188625 },{ -0.776448 , 0.630177 , -0.002319}},
17424 {{-0.108375 , 0.885865 , 0.363309 },{ -0.776458 , 0.630164 , -0.002323}},
17425 {{-0.076654 , 0.924306 , 0.188625 },{ -0.776458 , 0.630164 , -0.002323}},
17426 {{-0.079312 , 0.921027 , 0.187530 },{ -0.776458 , 0.630164 , -0.002323}},
17427 {{-0.079042 , 0.928460 , 0.185828 },{ -0.392856 , 0.347454 , 0.851434}},
17428 {{-0.076654 , 0.924306 , 0.188625 },{ -0.392856 , 0.347454 , 0.851434}},
17429 {{-0.072837 , 0.926164 , 0.189628 },{ -0.392856 , 0.347454 , 0.851434}},
17430 {{-0.079042 , 0.928460 , 0.185828 },{ -0.392813 , 0.347544 , 0.851417}},
17431 {{-0.072837 , 0.926164 , 0.189628 },{ -0.392813 , 0.347544 , 0.851417}},
17432 {{-0.072674 , 0.931559 , 0.187501 },{ -0.392813 , 0.347544 , 0.851417}},
17433 {{-0.068886 , 0.926102 , 0.190269 },{ 0.122439 , 0.241096 , 0.962747}},
17434 {{-0.065858 , 0.924137 , 0.190376 },{ 0.122439 , 0.241096 , 0.962747}},
17435 {{-0.061028 , 0.928177 , 0.188750 },{ 0.122439 , 0.241096 , 0.962747}},
17436 {{-0.068886 , 0.926102 , 0.190269 },{ 0.122349 , 0.241392 , 0.962684}},
17437 {{-0.061028 , 0.928177 , 0.188750 },{ 0.122349 , 0.241392 , 0.962684}},
17438 {{-0.066081 , 0.931456 , 0.188570 },{ 0.122349 , 0.241392 , 0.962684}},
17439 {{-0.065353 , 0.916974 , 0.189027 },{ 0.387647 , -0.285128 , 0.876603}},
17440 {{-0.060185 , 0.916225 , 0.186498 },{ 0.387647 , -0.285128 , 0.876603}},
17441 {{-0.058870 , 0.922603 , 0.187991 },{ 0.387647 , -0.285128 , 0.876603}},
17442 {{-0.065353 , 0.916974 , 0.189027 },{ 0.387704 , -0.285202 , 0.876553}},
17443 {{-0.058870 , 0.922603 , 0.187991 },{ 0.387704 , -0.285202 , 0.876553}},
17444 {{-0.064565 , 0.920796 , 0.189922 },{ 0.387704 , -0.285202 , 0.876553}},
17445 {{-0.071827 , 0.911838 , 0.186929 },{ 0.130508 , -0.664948 , 0.735399}},
17446 {{-0.070989 , 0.907655 , 0.182998 },{ 0.130508 , -0.664948 , 0.735399}},
17447 {{-0.064621 , 0.910754 , 0.184670 },{ 0.130508 , -0.664948 , 0.735399}},
17448 {{-0.071827 , 0.911838 , 0.186929 },{ 0.130494 , -0.664984 , 0.735369}},
17449 {{-0.064621 , 0.910754 , 0.184670 },{ 0.130494 , -0.664984 , 0.735369}},
17450 {{-0.068011 , 0.913696 , 0.187932 },{ 0.130494 , -0.664984 , 0.735369}},
17451 {{-0.082635 , 0.911036 , 0.181748 },{ -0.399414 , -0.576435 , 0.712875}},
17452 {{-0.077583 , 0.907758 , 0.181928 },{ -0.399414 , -0.576435 , 0.712875}},
17453 {{-0.075779 , 0.911900 , 0.186288 },{ -0.399414 , -0.576435 , 0.712875}},
17454 {{-0.082635 , 0.911036 , 0.181748 },{ -0.399347 , -0.576574 , 0.712801}},
17455 {{-0.075779 , 0.911900 , 0.186288 },{ -0.399347 , -0.576574 , 0.712801}},
17456 {{-0.078807 , 0.913865 , 0.186181 },{ -0.399347 , -0.576574 , 0.712801}},
17457 {{-0.083478 , 0.922989 , 0.184000 },{ -0.656995 , -0.040761 , 0.752792}},
17458 {{-0.084793 , 0.916611 , 0.182507 },{ -0.656995 , -0.040761 , 0.752792}},
17459 {{-0.080100 , 0.917206 , 0.186635 },{ -0.656995 , -0.040761 , 0.752792}},
17460 {{-0.083478 , 0.922989 , 0.184000 },{ -0.657048 , -0.040815 , 0.752743}},
17461 {{-0.080100 , 0.917206 , 0.186635 },{ -0.657048 , -0.040815 , 0.752743}},
17462 {{-0.079312 , 0.921027 , 0.187530 },{ -0.657048 , -0.040815 , 0.752743}},
17463 {{-0.072837 , 0.926164 , 0.189628 },{ -0.143372 , 0.366802 , 0.919185}},
17464 {{-0.068886 , 0.926102 , 0.190269 },{ -0.143372 , 0.366802 , 0.919185}},
17465 {{-0.066081 , 0.931456 , 0.188570 },{ -0.143372 , 0.366802 , 0.919185}},
17466 {{-0.072837 , 0.926164 , 0.189628 },{ -0.143316 , 0.366737 , 0.919219}},
17467 {{-0.066081 , 0.931456 , 0.188570 },{ -0.143316 , 0.366737 , 0.919219}},
17468 {{-0.072674 , 0.931559 , 0.187501 },{ -0.143316 , 0.366737 , 0.919219}},
17469 {{-0.065858 , 0.924137 , 0.190376 },{ 0.322228 , -0.003931 , 0.946654}},
17470 {{-0.064565 , 0.920796 , 0.189922 },{ 0.322228 , -0.003931 , 0.946654}},
17471 {{-0.058870 , 0.922603 , 0.187991 },{ 0.322228 , -0.003931 , 0.946654}},
17472 {{-0.065858 , 0.924137 , 0.190376 },{ 0.322181 , -0.004171 , 0.946669}},
17473 {{-0.058870 , 0.922603 , 0.187991 },{ 0.322181 , -0.004171 , 0.946669}},
17474 {{-0.061028 , 0.928177 , 0.188750 },{ 0.322181 , -0.004171 , 0.946669}},
17475 {{-0.068011 , 0.913696 , 0.187932 },{ 0.313577 , -0.519776 , 0.794671}},
17476 {{-0.064621 , 0.910754 , 0.184670 },{ 0.313577 , -0.519776 , 0.794671}},
17477 {{-0.060185 , 0.916225 , 0.186498 },{ 0.313577 , -0.519776 , 0.794671}},
17478 {{-0.068011 , 0.913696 , 0.187932 },{ 0.313568 , -0.519727 , 0.794707}},
17479 {{-0.060185 , 0.916225 , 0.186498 },{ 0.313568 , -0.519727 , 0.794707}},
17480 {{-0.065353 , 0.916974 , 0.189027 },{ 0.313568 , -0.519727 , 0.794707}},
17481 {{-0.077583 , 0.907758 , 0.181928 },{ -0.126059 , -0.692646 , 0.710177}},
17482 {{-0.070989 , 0.907655 , 0.182998 },{ -0.126059 , -0.692646 , 0.710177}},
17483 {{-0.071827 , 0.911838 , 0.186929 },{ -0.126059 , -0.692646 , 0.710177}},
17484 {{-0.077583 , 0.907758 , 0.181928 },{ -0.126053 , -0.692651 , 0.710173}},
17485 {{-0.071827 , 0.911838 , 0.186929 },{ -0.126053 , -0.692651 , 0.710173}},
17486 {{-0.075779 , 0.911900 , 0.186288 },{ -0.126053 , -0.692651 , 0.710173}},
17487 {{-0.084793 , 0.916611 , 0.182507 },{ -0.599263 , -0.331186 , 0.728834}},
17488 {{-0.082635 , 0.911036 , 0.181748 },{ -0.599263 , -0.331186 , 0.728834}},
17489 {{-0.078807 , 0.913865 , 0.186181 },{ -0.599263 , -0.331186 , 0.728834}},
17490 {{-0.084793 , 0.916611 , 0.182507 },{ -0.599237 , -0.330970 , 0.728954}},
17491 {{-0.078807 , 0.913865 , 0.186181 },{ -0.599237 , -0.330970 , 0.728954}},
17492 {{-0.080100 , 0.917206 , 0.186635 },{ -0.599237 , -0.330970 , 0.728954}},
17493 {{-0.083478 , 0.922989 , 0.184000 },{ -0.575895 , 0.202307 , 0.792097}},
17494 {{-0.079312 , 0.921027 , 0.187530 },{ -0.575895 , 0.202307 , 0.792097}},
17495 {{-0.076654 , 0.924306 , 0.188625 },{ -0.575895 , 0.202307 , 0.792097}},
17496 {{-0.083478 , 0.922989 , 0.184000 },{ -0.575894 , 0.202282 , 0.792103}},
17497 {{-0.076654 , 0.924306 , 0.188625 },{ -0.575894 , 0.202282 , 0.792103}},
17498 {{-0.079042 , 0.928460 , 0.185828 },{ -0.575894 , 0.202282 , 0.792103}},
17499 {{-0.078555 , 0.929049 , 0.182884 },{ -0.456716 , 0.883831 , 0.101262}},
17500 {{-0.079042 , 0.928460 , 0.185828 },{ -0.456716 , 0.883831 , 0.101262}},
17501 {{-0.072674 , 0.931559 , 0.187501 },{ -0.456716 , 0.883831 , 0.101262}},
17502 {{-0.078555 , 0.929049 , 0.182884 },{ -0.456804 , 0.883768 , 0.101408}},
17503 {{-0.072674 , 0.931559 , 0.187501 },{ -0.456804 , 0.883768 , 0.101408}},
17504 {{-0.072188 , 0.932148 , 0.184557 },{ -0.456804 , 0.883768 , 0.101408}},
17505 {{-0.065594 , 0.932044 , 0.185626 },{ 0.520908 , 0.816419 , 0.249229}},
17506 {{-0.066081 , 0.931456 , 0.188570 },{ 0.520908 , 0.816419 , 0.249229}},
17507 {{-0.061028 , 0.928177 , 0.188750 },{ 0.520908 , 0.816419 , 0.249229}},
17508 {{-0.065594 , 0.932044 , 0.185626 },{ 0.520749 , 0.816441 , 0.249490}},
17509 {{-0.061028 , 0.928177 , 0.188750 },{ 0.520749 , 0.816441 , 0.249490}},
17510 {{-0.060541 , 0.928766 , 0.185806 },{ 0.520749 , 0.816441 , 0.249490}},
17511 {{-0.058383 , 0.923192 , 0.185047 },{ 0.967279 , -0.226289 , 0.114733}},
17512 {{-0.058870 , 0.922603 , 0.187991 },{ 0.967279 , -0.226289 , 0.114733}},
17513 {{-0.060185 , 0.916225 , 0.186498 },{ 0.967279 , -0.226289 , 0.114733}},
17514 {{-0.058383 , 0.923192 , 0.185047 },{ 0.967302 , -0.226365 , 0.114394}},
17515 {{-0.060185 , 0.916225 , 0.186498 },{ 0.967302 , -0.226365 , 0.114394}},
17516 {{-0.059699 , 0.916814 , 0.183554 },{ 0.967302 , -0.226365 , 0.114394}},
17517 {{-0.064621 , 0.910754 , 0.184670 },{ 0.456707 , -0.883833 , -0.101281}},
17518 {{-0.070989 , 0.907655 , 0.182998 },{ 0.456707 , -0.883833 , -0.101281}},
17519 {{-0.070502 , 0.908244 , 0.180054 },{ 0.456707 , -0.883833 , -0.101281}},
17520 {{-0.064621 , 0.910754 , 0.184670 },{ 0.456707 , -0.883833 , -0.101282}},
17521 {{-0.070502 , 0.908244 , 0.180054 },{ 0.456707 , -0.883833 , -0.101282}},
17522 {{-0.064134 , 0.911343 , 0.181726 },{ 0.456707 , -0.883833 , -0.101282}},
17523 {{-0.077583 , 0.907758 , 0.181928 },{ -0.520823 , -0.816393 , -0.249492}},
17524 {{-0.082635 , 0.911036 , 0.181748 },{ -0.520823 , -0.816393 , -0.249492}},
17525 {{-0.082148 , 0.911625 , 0.178804 },{ -0.520823 , -0.816393 , -0.249492}},
17526 {{-0.077583 , 0.907758 , 0.181928 },{ -0.520822 , -0.816393 , -0.249492}},
17527 {{-0.082148 , 0.911625 , 0.178804 },{ -0.520822 , -0.816393 , -0.249492}},
17528 {{-0.077096 , 0.908347 , 0.178984 },{ -0.520822 , -0.816393 , -0.249492}},
17529 {{-0.084793 , 0.916611 , 0.182507 },{ -0.967267 , 0.226305 , -0.114810}},
17530 {{-0.083478 , 0.922989 , 0.184000 },{ -0.967267 , 0.226305 , -0.114810}},
17531 {{-0.082991 , 0.923577 , 0.181056 },{ -0.967267 , 0.226305 , -0.114810}},
17532 {{-0.084793 , 0.916611 , 0.182507 },{ -0.967272 , 0.226323 , -0.114729}},
17533 {{-0.082991 , 0.923577 , 0.181056 },{ -0.967272 , 0.226323 , -0.114729}},
17534 {{-0.084306 , 0.917200 , 0.179563 },{ -0.967272 , 0.226323 , -0.114729}},
17535 {{0.001536 , 0.859630 , 0.012803 },{ -0.609543 , -0.185835 , 0.770664}},
17536 {{0.010819 , 0.842224 , 0.015948 },{ -0.609543 , -0.185835 , 0.770664}},
17537 {{0.006824 , 0.854859 , 0.015835 },{ -0.609543 , -0.185835 , 0.770664}},
17538 {{0.001536 , 0.859630 , 0.012803 },{ 0.182942 , 0.268452 , 0.945762}},
17539 {{0.001872 , 0.853366 , 0.014516 },{ 0.182942 , 0.268452 , 0.945762}},
17540 {{0.010819 , 0.842224 , 0.015948 },{ 0.182942 , 0.268452 , 0.945762}},
17541 {{0.006824 , 0.854859 , 0.015835 },{ -0.118005 , -0.028434 , 0.992606}},
17542 {{0.010819 , 0.842224 , 0.015948 },{ -0.118005 , -0.028434 , 0.992606}},
17543 {{0.017688 , 0.851174 , 0.017021 },{ -0.118005 , -0.028434 , 0.992606}},
17544 {{0.017688 , 0.851174 , 0.017021 },{ 0.086889 , -0.184063 , 0.979066}},
17545 {{0.010819 , 0.842224 , 0.015948 },{ 0.086889 , -0.184063 , 0.979066}},
17546 {{0.019722 , 0.840682 , 0.014868 },{ 0.086889 , -0.184063 , 0.979066}},
17547 {{0.010819 , 0.842224 , 0.015948 },{ 0.087742 , -0.179655 , 0.979809}},
17548 {{0.022335 , 0.830156 , 0.012704 },{ 0.087742 , -0.179655 , 0.979809}},
17549 {{0.019722 , 0.840682 , 0.014868 },{ 0.087742 , -0.179655 , 0.979809}},
17550 {{0.010819 , 0.842224 , 0.015948 },{ 0.335214 , 0.067271 , 0.939737}},
17551 {{0.016667 , 0.827276 , 0.014932 },{ 0.335214 , 0.067271 , 0.939737}},
17552 {{0.022335 , 0.830156 , 0.012704 },{ 0.335214 , 0.067271 , 0.939737}},
17553 {{0.010819 , 0.842224 , 0.015948 },{ 0.360420 , 0.077825 , 0.929538}},
17554 {{0.012464 , 0.824525 , 0.016792 },{ 0.360420 , 0.077825 , 0.929538}},
17555 {{0.016667 , 0.827276 , 0.014932 },{ 0.360420 , 0.077825 , 0.929538}},
17556 {{0.010819 , 0.842224 , 0.015948 },{ 0.239359 , 0.068432 , 0.968517}},
17557 {{0.008233 , 0.838673 , 0.016838 },{ 0.239359 , 0.068432 , 0.968517}},
17558 {{0.012464 , 0.824525 , 0.016792 },{ 0.239359 , 0.068432 , 0.968517}},
17559 {{0.002294 , 0.849264 , 0.016173 },{ 0.142754 , 0.141558 , 0.979583}},
17560 {{0.008233 , 0.838673 , 0.016838 },{ 0.142754 , 0.141558 , 0.979583}},
17561 {{0.010819 , 0.842224 , 0.015948 },{ 0.142754 , 0.141558 , 0.979583}},
17562 {{0.001872 , 0.853366 , 0.014516 },{ 0.338297 , 0.382171 , 0.859942}},
17563 {{0.002294 , 0.849264 , 0.016173 },{ 0.338297 , 0.382171 , 0.859942}},
17564 {{0.010819 , 0.842224 , 0.015948 },{ 0.338297 , 0.382171 , 0.859942}},
17565 {{0.003990 , 0.792621 , -0.018828 },{ -0.587467 , 0.579718 , 0.564632}},
17566 {{0.021537 , 0.803797 , -0.012046 },{ -0.587467 , 0.579718 , 0.564632}},
17567 {{0.030009 , 0.816023 , -0.015784 },{ -0.587467 , 0.579718 , 0.564632}},
17568 {{0.030009 , 0.816023 , -0.015784 },{ -0.203685 , 0.099779 , 0.973939}},
17569 {{0.008218 , 0.800432 , -0.018744 },{ -0.203685 , 0.099779 , 0.973939}},
17570 {{0.003990 , 0.792621 , -0.018828 },{ -0.203685 , 0.099779 , 0.973939}},
17571 {{-0.024134 , 0.843043 , -0.055167 },{ 0.347705 , -0.905170 , -0.244476}},
17572 {{-0.024532 , 0.841756 , -0.050968 },{ 0.347705 , -0.905170 , -0.244476}},
17573 {{-0.026588 , 0.841007 , -0.051119 },{ 0.347705 , -0.905170 , -0.244476}},
17574 {{0.030009 , 0.816023 , -0.015784 },{ 0.552798 , -0.809881 , 0.196233}},
17575 {{0.010118 , 0.802905 , -0.013890 },{ 0.552798 , -0.809881 , 0.196233}},
17576 {{0.008218 , 0.800432 , -0.018744 },{ 0.552798 , -0.809881 , 0.196233}},
17577 {{0.030009 , 0.816023 , -0.015784 },{ 0.546666 , -0.835937 , -0.048630}},
17578 {{0.028016 , 0.814525 , -0.012437 },{ 0.546666 , -0.835937 , -0.048630}},
17579 {{0.010118 , 0.802905 , -0.013890 },{ 0.546666 , -0.835937 , -0.048630}},
17580 {{0.044790 , 0.828532 , -0.012592 },{ 0.640698 , -0.766838 , 0.038289}},
17581 {{0.028016 , 0.814525 , -0.012437 },{ 0.640698 , -0.766838 , 0.038289}},
17582 {{0.030009 , 0.816023 , -0.015784 },{ 0.640698 , -0.766838 , 0.038289}},
17583 {{0.046823 , 0.832926 , -0.018611 },{ 0.654009 , -0.698958 , -0.289361}},
17584 {{0.044790 , 0.828532 , -0.012592 },{ 0.654009 , -0.698958 , -0.289361}},
17585 {{0.030009 , 0.816023 , -0.015784 },{ 0.654009 , -0.698958 , -0.289361}},
17586 {{0.054133 , 0.843110 , -0.029195 },{ 0.674379 , -0.706645 , -0.214164}},
17587 {{0.046823 , 0.832926 , -0.018611 },{ 0.674379 , -0.706645 , -0.214164}},
17588 {{0.030009 , 0.816023 , -0.015784 },{ 0.674379 , -0.706645 , -0.214164}},
17589 {{0.054133 , 0.843110 , -0.029195 },{ 0.537949 , -0.062902 , 0.840627}},
17590 {{0.030009 , 0.816023 , -0.015784 },{ 0.537949 , -0.062902 , 0.840627}},
17591 {{0.042279 , 0.824376 , -0.023011 },{ 0.537949 , -0.062902 , 0.840627}},
17592 {{0.042279 , 0.824376 , -0.023011 },{ 0.236064 , 0.413903 , 0.879180}},
17593 {{0.030009 , 0.816023 , -0.015784 },{ 0.236064 , 0.413903 , 0.879180}},
17594 {{0.037179 , 0.812435 , -0.016020 },{ 0.236064 , 0.413903 , 0.879180}},
17595 {{0.030009 , 0.816023 , -0.015784 },{ 0.133880 , 0.203745 , 0.969827}},
17596 {{0.021537 , 0.803797 , -0.012046 },{ 0.133880 , 0.203745 , 0.969827}},
17597 {{0.037179 , 0.812435 , -0.016020 },{ 0.133880 , 0.203745 , 0.969827}},
17598 {{-0.027922 , 0.849958 , -0.060348 },{ 0.409277 , 0.675846 , 0.612964}},
17599 {{-0.028900 , 0.853057 , -0.063112 },{ 0.409277 , 0.675846 , 0.612964}},
17600 {{-0.028738 , 0.849800 , -0.059629 },{ 0.409277 , 0.675846 , 0.612964}},
17601 {{-0.027996 , 0.853304 , -0.063359 },{ 0.020248 , 0.669023 , 0.742966}},
17602 {{-0.028900 , 0.853057 , -0.063112 },{ 0.020248 , 0.669023 , 0.742966}},
17603 {{-0.027922 , 0.849958 , -0.060348 },{ 0.020248 , 0.669023 , 0.742966}},
17604 {{-0.028418 , 0.849167 , -0.058462 },{ -0.896982 , -0.272859 , -0.347809}},
17605 {{-0.028534 , 0.848475 , -0.057620 },{ -0.896982 , -0.272859 , -0.347809}},
17606 {{-0.029479 , 0.848567 , -0.055255 },{ -0.896982 , -0.272859 , -0.347809}},
17607 {{-0.028418 , 0.849167 , -0.058462 },{ -0.720166 , -0.598869 , -0.350309}},
17608 {{-0.029479 , 0.848567 , -0.055255 },{ -0.720166 , -0.598869 , -0.350309}},
17609 {{-0.029153 , 0.849246 , -0.057086 },{ -0.720166 , -0.598869 , -0.350309}},
17610 {{-0.029479 , 0.848567 , -0.055255 },{ -0.886204 , -0.383461 , -0.259999}},
17611 {{-0.030315 , 0.849404 , -0.053640 },{ -0.886204 , -0.383461 , -0.259999}},
17612 {{-0.030149 , 0.850173 , -0.055340 },{ -0.886204 , -0.383461 , -0.259999}},
17613 {{-0.029479 , 0.848567 , -0.055255 },{ -0.875529 , -0.380975 , -0.297166}},
17614 {{-0.030149 , 0.850173 , -0.055340 },{ -0.875529 , -0.380975 , -0.297166}},
17615 {{-0.029153 , 0.849246 , -0.057086 },{ -0.875529 , -0.380975 , -0.297166}},
17616 {{-0.024134 , 0.843043 , -0.055167 },{ 0.534051 , -0.839686 , -0.098572}},
17617 {{-0.026588 , 0.841007 , -0.051119 },{ 0.534051 , -0.839686 , -0.098572}},
17618 {{-0.025441 , 0.842318 , -0.056072 },{ 0.534051 , -0.839686 , -0.098572}},
17619 {{-0.025441 , 0.842318 , -0.056072 },{ -0.002713 , -0.966553 , -0.256452}},
17620 {{-0.026588 , 0.841007 , -0.051119 },{ -0.002713 , -0.966553 , -0.256452}},
17621 {{-0.028945 , 0.842530 , -0.056834 },{ -0.002713 , -0.966553 , -0.256452}},
17622 {{-0.026588 , 0.841007 , -0.051119 },{ -0.057735 , -0.970335 , -0.234768}},
17623 {{-0.029231 , 0.841314 , -0.051738 },{ -0.057735 , -0.970335 , -0.234768}},
17624 {{-0.028945 , 0.842530 , -0.056834 },{ -0.057735 , -0.970335 , -0.234768}},
17625 {{-0.026588 , 0.841007 , -0.051119 },{ -0.122021 , -0.992106 , 0.028922}},
17626 {{-0.030016 , 0.841509 , -0.048362 },{ -0.122021 , -0.992106 , 0.028922}},
17627 {{-0.029231 , 0.841314 , -0.051738 },{ -0.122021 , -0.992106 , 0.028922}},
17628 {{-0.026588 , 0.841007 , -0.051119 },{ -0.209346 , -0.974322 , -0.082894}},
17629 {{-0.027994 , 0.840978 , -0.047227 },{ -0.209346 , -0.974322 , -0.082894}},
17630 {{-0.030016 , 0.841509 , -0.048362 },{ -0.209346 , -0.974322 , -0.082894}},
17631 {{-0.026588 , 0.841007 , -0.051119 },{ 0.470261 , -0.867266 , 0.163415}},
17632 {{-0.026633 , 0.841579 , -0.047954 },{ 0.470261 , -0.867266 , 0.163415}},
17633 {{-0.027994 , 0.840978 , -0.047227 },{ 0.470261 , -0.867266 , 0.163415}},
17634 {{-0.024532 , 0.841756 , -0.050968 },{ 0.325936 , -0.929501 , 0.172610}},
17635 {{-0.026633 , 0.841579 , -0.047954 },{ 0.325936 , -0.929501 , 0.172610}},
17636 {{-0.026588 , 0.841007 , -0.051119 },{ 0.325936 , -0.929501 , 0.172610}},
17637 {{-0.015214 , 0.841822 , 0.013038 },{ -0.433653 , -0.868491 , -0.240142}},
17638 {{-0.015994 , 0.841664 , 0.015018 },{ -0.433653 , -0.868491 , -0.240142}},
17639 {{-0.015982 , 0.842412 , 0.012291 },{ -0.433653 , -0.868491 , -0.240142}},
17640 {{-0.015982 , 0.842412 , 0.012291 },{ -0.557688 , -0.799852 , -0.221860}},
17641 {{-0.015994 , 0.841664 , 0.015018 },{ -0.557688 , -0.799852 , -0.221860}},
17642 {{-0.016612 , 0.842248 , 0.014466 },{ -0.557688 , -0.799852 , -0.221860}},
17643 {{-0.015994 , 0.841664 , 0.015018 },{ -0.472309 , -0.815640 , -0.334150}},
17644 {{-0.018417 , 0.842591 , 0.016180 },{ -0.472309 , -0.815640 , -0.334150}},
17645 {{-0.016612 , 0.842248 , 0.014466 },{ -0.472309 , -0.815640 , -0.334150}},
17646 {{-0.015994 , 0.841664 , 0.015018 },{ -0.414661 , -0.897794 , -0.148401}},
17647 {{-0.017336 , 0.841926 , 0.017183 },{ -0.414661 , -0.897794 , -0.148401}},
17648 {{-0.018417 , 0.842591 , 0.016180 },{ -0.414661 , -0.897794 , -0.148401}},
17649 {{-0.016127 , 0.841632 , 0.017924 },{ -0.224019 , -0.974359 , -0.020965}},
17650 {{-0.017336 , 0.841926 , 0.017183 },{ -0.224019 , -0.974359 , -0.020965}},
17651 {{-0.015994 , 0.841664 , 0.015018 },{ -0.224019 , -0.974359 , -0.020965}},
17652 {{-0.016127 , 0.841632 , 0.017924 },{ -0.220881 , -0.975078 , -0.020829}},
17653 {{-0.015994 , 0.841664 , 0.015018 },{ -0.220881 , -0.975078 , -0.020829}},
17654 {{-0.014864 , 0.841394 , 0.015675 },{ -0.220881 , -0.975078 , -0.020829}},
17655 {{-0.027457 , 0.842197 , -0.005583 },{ -0.940783 , -0.028200 , 0.337834}},
17656 {{-0.026737 , 0.823149 , -0.005168 },{ -0.940783 , -0.028200 , 0.337834}},
17657 {{-0.026237 , 0.838191 , -0.002520 },{ -0.940783 , -0.028200 , 0.337834}},
17658 {{-0.028565 , 0.826928 , -0.010490 },{ -0.951568 , -0.029301 , 0.306038}},
17659 {{-0.026737 , 0.823149 , -0.005168 },{ -0.951568 , -0.029301 , 0.306038}},
17660 {{-0.027457 , 0.842197 , -0.005583 },{ -0.951568 , -0.029301 , 0.306038}},
17661 {{-0.030761 , 0.830588 , -0.017197 },{ -0.954210 , -0.026513 , 0.297959}},
17662 {{-0.028565 , 0.826928 , -0.010490 },{ -0.954210 , -0.026513 , 0.297959}},
17663 {{-0.027457 , 0.842197 , -0.005583 },{ -0.954210 , -0.026513 , 0.297959}},
17664 {{-0.030761 , 0.830588 , -0.017197 },{ -0.859989 , -0.217215 , 0.461775}},
17665 {{-0.027457 , 0.842197 , -0.005583 },{ -0.859989 , -0.217215 , 0.461775}},
17666 {{-0.031808 , 0.841196 , -0.014157 },{ -0.859989 , -0.217215 , 0.461775}},
17667 {{-0.031808 , 0.841196 , -0.014157 },{ -0.865798 , -0.192588 , 0.461848}},
17668 {{-0.027457 , 0.842197 , -0.005583 },{ -0.865798 , -0.192588 , 0.461848}},
17669 {{-0.032671 , 0.851800 , -0.011353 },{ -0.865798 , -0.192588 , 0.461848}},
17670 {{-0.032671 , 0.851800 , -0.011353 },{ -0.781848 , -0.051159 , 0.621366}},
17671 {{-0.027457 , 0.842197 , -0.005583 },{ -0.781848 , -0.051159 , 0.621366}},
17672 {{-0.025978 , 0.855266 , -0.002646 },{ -0.781848 , -0.051159 , 0.621366}},
17673 {{-0.020557 , 0.859905 , 0.000355 },{ -0.366353 , -0.164358 , 0.915845}},
17674 {{-0.025978 , 0.855266 , -0.002646 },{ -0.366353 , -0.164358 , 0.915845}},
17675 {{-0.027457 , 0.842197 , -0.005583 },{ -0.366353 , -0.164358 , 0.915845}},
17676 {{-0.027457 , 0.842197 , -0.005583 },{ -0.915990 , 0.252324 , 0.311921}},
17677 {{-0.022082 , 0.853537 , 0.001028 },{ -0.915990 , 0.252324 , 0.311921}},
17678 {{-0.020557 , 0.859905 , 0.000355 },{ -0.915990 , 0.252324 , 0.311921}},
17679 {{-0.027457 , 0.842197 , -0.005583 },{ -0.923628 , 0.358061 , 0.136757}},
17680 {{-0.023619 , 0.849358 , 0.001589 },{ -0.923628 , 0.358061 , 0.136757}},
17681 {{-0.022082 , 0.853537 , 0.001028 },{ -0.923628 , 0.358061 , 0.136757}},
17682 {{-0.027457 , 0.842197 , -0.005583 },{ -0.901670 , 0.053496 , 0.429103}},
17683 {{-0.026237 , 0.838191 , -0.002520 },{ -0.901670 , 0.053496 , 0.429103}},
17684 {{-0.023619 , 0.849358 , 0.001589 },{ -0.901670 , 0.053496 , 0.429103}},
17685 {{-0.006845 , 0.842749 , -0.075257 },{ -0.584417 , -0.145736 , -0.798259}},
17686 {{0.003927 , 0.821084 , -0.079188 },{ -0.584417 , -0.145736 , -0.798259}},
17687 {{-0.007686 , 0.812890 , -0.069190 },{ -0.584417 , -0.145736 , -0.798259}},
17688 {{-0.006845 , 0.842749 , -0.075257 },{ -0.705344 , -0.122017 , -0.698285}},
17689 {{-0.007686 , 0.812890 , -0.069190 },{ -0.705344 , -0.122017 , -0.698285}},
17690 {{-0.014615 , 0.832411 , -0.065602 },{ -0.705344 , -0.122017 , -0.698285}},
17691 {{-0.007686 , 0.812890 , -0.069190 },{ -0.836583 , -0.203454 , -0.508660}},
17692 {{-0.020929 , 0.828952 , -0.053834 },{ -0.836583 , -0.203454 , -0.508660}},
17693 {{-0.014615 , 0.832411 , -0.065602 },{ -0.836583 , -0.203454 , -0.508660}},
17694 {{-0.007686 , 0.812890 , -0.069190 },{ -0.858898 , -0.358224 , -0.366019}},
17695 {{-0.015497 , 0.813536 , -0.051493 },{ -0.858898 , -0.358224 , -0.366019}},
17696 {{-0.020929 , 0.828952 , -0.053834 },{ -0.858898 , -0.358224 , -0.366019}},
17697 {{-0.007686 , 0.812890 , -0.069190 },{ -0.859248 , -0.357185 , -0.366212}},
17698 {{-0.013671 , 0.801420 , -0.043960 },{ -0.859248 , -0.357185 , -0.366212}},
17699 {{-0.015497 , 0.813536 , -0.051493 },{ -0.859248 , -0.357185 , -0.366212}},
17700 {{-0.007686 , 0.812890 , -0.069190 },{ -0.956807 , -0.100668 , -0.272737}},
17701 {{-0.008801 , 0.797037 , -0.059427 },{ -0.956807 , -0.100668 , -0.272737}},
17702 {{-0.013671 , 0.801420 , -0.043960 },{ -0.956807 , -0.100668 , -0.272737}},
17703 {{-0.007686 , 0.812890 , -0.069190 },{ -0.907263 , -0.172423 , -0.383593}},
17704 {{-0.003068 , 0.787187 , -0.068559 },{ -0.907263 , -0.172423 , -0.383593}},
17705 {{-0.008801 , 0.797037 , -0.059427 },{ -0.907263 , -0.172423 , -0.383593}},
17706 {{0.002609 , 0.797426 , -0.079251 },{ -0.801346 , -0.158139 , -0.576920}},
17707 {{-0.003068 , 0.787187 , -0.068559 },{ -0.801346 , -0.158139 , -0.576920}},
17708 {{-0.007686 , 0.812890 , -0.069190 },{ -0.801346 , -0.158139 , -0.576920}},
17709 {{-0.007686 , 0.812890 , -0.069190 },{ -0.543716 , 0.172415 , -0.821368}},
17710 {{0.013763 , 0.806418 , -0.084747 },{ -0.543716 , 0.172415 , -0.821368}},
17711 {{0.002609 , 0.797426 , -0.079251 },{ -0.543716 , 0.172415 , -0.821368}},
17712 {{0.003927 , 0.821084 , -0.079188 },{ -0.604618 , -0.106286 , -0.789392}},
17713 {{0.013763 , 0.806418 , -0.084747 },{ -0.604618 , -0.106286 , -0.789392}},
17714 {{-0.007686 , 0.812890 , -0.069190 },{ -0.604618 , -0.106286 , -0.789392}},
17715 {{-0.014864 , 0.841394 , 0.015675 },{ -0.153285 , -0.978433 , -0.138468}},
17716 {{-0.015994 , 0.841664 , 0.015018 },{ -0.153285 , -0.978433 , -0.138468}},
17717 {{-0.015214 , 0.841822 , 0.013038 },{ -0.153285 , -0.978433 , -0.138468}},
17718 {{-0.014864 , 0.841394 , 0.015675 },{ -0.099909 , -0.984155 , -0.146481}},
17719 {{-0.015214 , 0.841822 , 0.013038 },{ -0.099909 , -0.984155 , -0.146481}},
17720 {{-0.013851 , 0.841558 , 0.013882 },{ -0.099909 , -0.984155 , -0.146481}},
17721 {{-0.028925 , 0.874563 , -0.064327 },{ 0.529088 , 0.805727 , -0.266213}},
17722 {{-0.029500 , 0.873807 , -0.067758 },{ 0.529088 , 0.805727 , -0.266213}},
17723 {{-0.030920 , 0.876892 , -0.061243 },{ 0.529088 , 0.805727 , -0.266213}},
17724 {{-0.029500 , 0.873807 , -0.067758 },{ 0.699283 , 0.692917 , -0.175699}},
17725 {{-0.031783 , 0.877377 , -0.062765 },{ 0.699283 , 0.692917 , -0.175699}},
17726 {{-0.030920 , 0.876892 , -0.061243 },{ 0.699283 , 0.692917 , -0.175699}},
17727 {{-0.029500 , 0.873807 , -0.067758 },{ -0.307199 , 0.702065 , -0.642444}},
17728 {{-0.033493 , 0.876131 , -0.063309 },{ -0.307199 , 0.702065 , -0.642444}},
17729 {{-0.031783 , 0.877377 , -0.062765 },{ -0.307199 , 0.702065 , -0.642444}},
17730 {{-0.029500 , 0.873807 , -0.067758 },{ -0.251614 , 0.746621 , -0.615830}},
17731 {{-0.031303 , 0.872429 , -0.068692 },{ -0.251614 , 0.746621 , -0.615830}},
17732 {{-0.033493 , 0.876131 , -0.063309 },{ -0.251614 , 0.746621 , -0.615830}},
17733 {{-0.015260 , 0.864690 , 0.001461 },{ -0.679883 , 0.713126 , 0.170914}},
17734 {{-0.016093 , 0.864055 , 0.000797 },{ -0.679883 , 0.713126 , 0.170914}},
17735 {{-0.020557 , 0.859905 , 0.000355 },{ -0.679883 , 0.713126 , 0.170914}},
17736 {{-0.016093 , 0.864055 , 0.000797 },{ -0.062269 , -0.039237 , 0.997288}},
17737 {{-0.018620 , 0.862499 , 0.000578 },{ -0.062269 , -0.039237 , 0.997288}},
17738 {{-0.020557 , 0.859905 , 0.000355 },{ -0.062269 , -0.039237 , 0.997288}},
17739 {{-0.016093 , 0.864055 , 0.000797 },{ -0.446258 , 0.636161 , 0.629407}},
17740 {{-0.019098 , 0.863068 , -0.000336 },{ -0.446258 , 0.636161 , 0.629407}},
17741 {{-0.018620 , 0.862499 , 0.000578 },{ -0.446258 , 0.636161 , 0.629407}},
17742 {{-0.015868 , 0.864741 , -0.000308 },{ -0.421305 , 0.806464 , 0.414871}},
17743 {{-0.019098 , 0.863068 , -0.000336 },{ -0.421305 , 0.806464 , 0.414871}},
17744 {{-0.016093 , 0.864055 , 0.000797 },{ -0.421305 , 0.806464 , 0.414871}},
17745 {{-0.011798 , 0.816032 , 0.008568 },{ -0.103407 , -0.783438 , 0.612807}},
17746 {{-0.013913 , 0.818492 , 0.011356 },{ -0.103407 , -0.783438 , 0.612807}},
17747 {{-0.013760 , 0.814305 , 0.006029 },{ -0.103407 , -0.783438 , 0.612807}},
17748 {{-0.013760 , 0.814305 , 0.006029 },{ -0.496929 , -0.689145 , 0.527391}},
17749 {{-0.013913 , 0.818492 , 0.011356 },{ -0.496929 , -0.689145 , 0.527391}},
17750 {{-0.016208 , 0.817486 , 0.007879 },{ -0.496929 , -0.689145 , 0.527391}},
17751 {{-0.013913 , 0.818492 , 0.011356 },{ -0.545423 , -0.637295 , 0.544397}},
17752 {{-0.018636 , 0.820443 , 0.008908 },{ -0.545423 , -0.637295 , 0.544397}},
17753 {{-0.016208 , 0.817486 , 0.007879 },{ -0.545423 , -0.637295 , 0.544397}},
17754 {{-0.013913 , 0.818492 , 0.011356 },{ -0.517031 , -0.761725 , 0.390452}},
17755 {{-0.015729 , 0.820820 , 0.013493 },{ -0.517031 , -0.761725 , 0.390452}},
17756 {{-0.018636 , 0.820443 , 0.008908 },{ -0.517031 , -0.761725 , 0.390452}},
17757 {{-0.012486 , 0.821255 , 0.016376 },{ -0.364963 , -0.767911 , 0.526417}},
17758 {{-0.015729 , 0.820820 , 0.013493 },{ -0.364963 , -0.767911 , 0.526417}},
17759 {{-0.013913 , 0.818492 , 0.011356 },{ -0.364963 , -0.767911 , 0.526417}},
17760 {{-0.011120 , 0.819142 , 0.013906 },{ -0.291668 , -0.800526 , 0.523534}},
17761 {{-0.012486 , 0.821255 , 0.016376 },{ -0.291668 , -0.800526 , 0.523534}},
17762 {{-0.013913 , 0.818492 , 0.011356 },{ -0.291668 , -0.800526 , 0.523534}},
17763 {{-0.009412 , 0.816877 , 0.010823 },{ -0.244665 , -0.841092 , 0.482393}},
17764 {{-0.011120 , 0.819142 , 0.013906 },{ -0.244665 , -0.841092 , 0.482393}},
17765 {{-0.013913 , 0.818492 , 0.011356 },{ -0.244665 , -0.841092 , 0.482393}},
17766 {{-0.009412 , 0.816877 , 0.010823 },{ -0.226088 , -0.809124 , 0.542404}},
17767 {{-0.013913 , 0.818492 , 0.011356 },{ -0.226088 , -0.809124 , 0.542404}},
17768 {{-0.011798 , 0.816032 , 0.008568 },{ -0.226088 , -0.809124 , 0.542404}},
17769 {{-0.021730 , 0.879296 , 0.005576 },{ -0.593847 , -0.456363 , 0.662630}},
17770 {{-0.020193 , 0.877659 , 0.005826 },{ -0.593847 , -0.456363 , 0.662630}},
17771 {{-0.016642 , 0.876899 , 0.008485 },{ -0.593847 , -0.456363 , 0.662630}},
17772 {{-0.017560 , 0.879513 , 0.008589 },{ -0.562229 , -0.229060 , 0.794626}},
17773 {{-0.021730 , 0.879296 , 0.005576 },{ -0.562229 , -0.229060 , 0.794626}},
17774 {{-0.016642 , 0.876899 , 0.008485 },{ -0.562229 , -0.229060 , 0.794626}},
17775 {{0.055055 , 0.850566 , -0.007971 },{ 0.643296 , -0.389671 , 0.659035}},
17776 {{0.054088 , 0.849127 , -0.007878 },{ 0.643296 , -0.389671 , 0.659035}},
17777 {{0.056135 , 0.850377 , -0.009137 },{ 0.643296 , -0.389671 , 0.659035}},
17778 {{0.055055 , 0.850566 , -0.007971 },{ 0.588266 , -0.348115 , 0.729903}},
17779 {{0.053430 , 0.849814 , -0.007020 },{ 0.588266 , -0.348115 , 0.729903}},
17780 {{0.054088 , 0.849127 , -0.007878 },{ 0.588266 , -0.348115 , 0.729903}},
17781 {{0.052773 , 0.851340 , -0.006625 },{ 0.506791 , -0.004948 , 0.862055}},
17782 {{0.053430 , 0.849814 , -0.007020 },{ 0.506791 , -0.004948 , 0.862055}},
17783 {{0.055055 , 0.850566 , -0.007971 },{ 0.506791 , -0.004948 , 0.862055}},
17784 {{0.055324 , 0.851615 , -0.008511 },{ 0.554866 , 0.263880 , 0.788981}},
17785 {{0.052773 , 0.851340 , -0.006625 },{ 0.554866 , 0.263880 , 0.788981}},
17786 {{0.055055 , 0.850566 , -0.007971 },{ 0.554866 , 0.263880 , 0.788981}},
17787 {{0.058327 , 0.852951 , -0.010305 },{ 0.359274 , 0.352675 , 0.864027}},
17788 {{0.055324 , 0.851615 , -0.008511 },{ 0.359274 , 0.352675 , 0.864027}},
17789 {{0.055055 , 0.850566 , -0.007971 },{ 0.359274 , 0.352675 , 0.864027}},
17790 {{0.058327 , 0.852951 , -0.010305 },{ 0.682910 , -0.274350 , 0.677028}},
17791 {{0.055055 , 0.850566 , -0.007971 },{ 0.682910 , -0.274350 , 0.677028}},
17792 {{0.056135 , 0.850377 , -0.009137 },{ 0.682910 , -0.274350 , 0.677028}},
17793 {{-0.003122 , 0.857749 , 0.014044 },{ 0.253670 , 0.384613 , 0.887539}},
17794 {{0.002294 , 0.849264 , 0.016173 },{ 0.253670 , 0.384613 , 0.887539}},
17795 {{0.001872 , 0.853366 , 0.014516 },{ 0.253670 , 0.384613 , 0.887539}},
17796 {{-0.003122 , 0.857749 , 0.014044 },{ 0.305589 , 0.410611 , 0.859077}},
17797 {{-0.001875 , 0.853576 , 0.015595 },{ 0.305589 , 0.410611 , 0.859077}},
17798 {{0.002294 , 0.849264 , 0.016173 },{ 0.305589 , 0.410611 , 0.859077}},
17799 {{-0.003122 , 0.857749 , 0.014044 },{ -0.007885 , 0.346305 , 0.938089}},
17800 {{-0.005414 , 0.853834 , 0.015470 },{ -0.007885 , 0.346305 , 0.938089}},
17801 {{-0.001875 , 0.853576 , 0.015595 },{ -0.007885 , 0.346305 , 0.938089}},
17802 {{-0.006073 , 0.858474 , 0.014476 },{ 0.196455 , 0.231988 , 0.952673}},
17803 {{-0.005414 , 0.853834 , 0.015470 },{ 0.196455 , 0.231988 , 0.952673}},
17804 {{-0.003122 , 0.857749 , 0.014044 },{ 0.196455 , 0.231988 , 0.952673}},
17805 {{-0.004111 , 0.862356 , 0.011774 },{ 0.055302 , 0.450837 , 0.890891}},
17806 {{-0.003122 , 0.857749 , 0.014044 },{ 0.055302 , 0.450837 , 0.890891}},
17807 {{0.001536 , 0.859630 , 0.012803 },{ 0.055302 , 0.450837 , 0.890891}},
17808 {{-0.006351 , 0.862835 , 0.012773 },{ 0.222372 , 0.366912 , 0.903286}},
17809 {{-0.006073 , 0.858474 , 0.014476 },{ 0.222372 , 0.366912 , 0.903286}},
17810 {{-0.003122 , 0.857749 , 0.014044 },{ 0.222372 , 0.366912 , 0.903286}},
17811 {{-0.006351 , 0.862835 , 0.012773 },{ 0.441347 , 0.471064 , 0.763749}},
17812 {{-0.003122 , 0.857749 , 0.014044 },{ 0.441347 , 0.471064 , 0.763749}},
17813 {{-0.004111 , 0.862356 , 0.011774 },{ 0.441347 , 0.471064 , 0.763749}},
17814 {{0.001536 , 0.859630 , 0.012803 },{ 0.145406 , 0.268231 , 0.952318}},
17815 {{-0.003122 , 0.857749 , 0.014044 },{ 0.145406 , 0.268231 , 0.952318}},
17816 {{0.001872 , 0.853366 , 0.014516 },{ 0.145406 , 0.268231 , 0.952318}},
17817 {{-0.012209 , 0.879553 , 0.011805 },{ -0.502511 , -0.209842 , 0.838718}},
17818 {{-0.017560 , 0.879513 , 0.008589 },{ -0.502511 , -0.209842 , 0.838718}},
17819 {{-0.016642 , 0.876899 , 0.008485 },{ -0.502511 , -0.209842 , 0.838718}},
17820 {{-0.012209 , 0.879553 , 0.011805 },{ -0.547008 , -0.122294 , 0.828147}},
17821 {{-0.016642 , 0.876899 , 0.008485 },{ -0.547008 , -0.122294 , 0.828147}},
17822 {{-0.012043 , 0.876332 , 0.011439 },{ -0.547008 , -0.122294 , 0.828147}},
17823 {{-0.001410 , 0.851850 , 0.015704 },{ -0.373103 , -0.678318 , 0.632993}},
17824 {{-0.005414 , 0.853834 , 0.015470 },{ -0.373103 , -0.678318 , 0.632993}},
17825 {{-0.002701 , 0.851807 , 0.014897 },{ -0.373103 , -0.678318 , 0.632993}},
17826 {{-0.005414 , 0.853834 , 0.015470 },{ -0.031269 , 0.054604 , 0.998018}},
17827 {{-0.001410 , 0.851850 , 0.015704 },{ -0.031269 , 0.054604 , 0.998018}},
17828 {{-0.001875 , 0.853576 , 0.015595 },{ -0.031269 , 0.054604 , 0.998018}},
17829 {{-0.001875 , 0.853576 , 0.015595 },{ -0.101062 , 0.035562 , 0.994244}},
17830 {{-0.001410 , 0.851850 , 0.015704 },{ -0.101062 , 0.035562 , 0.994244}},
17831 {{0.002294 , 0.849264 , 0.016173 },{ -0.101062 , 0.035562 , 0.994244}},
17832 {{-0.001410 , 0.851850 , 0.015704 },{ -0.203724 , -0.115481 , 0.972194}},
17833 {{0.001149 , 0.848430 , 0.015834 },{ -0.203724 , -0.115481 , 0.972194}},
17834 {{0.002294 , 0.849264 , 0.016173 },{ -0.203724 , -0.115481 , 0.972194}},
17835 {{-0.001410 , 0.851850 , 0.015704 },{ -0.557352 , -0.389158 , 0.733427}},
17836 {{-0.000666 , 0.848864 , 0.014685 },{ -0.557352 , -0.389158 , 0.733427}},
17837 {{0.001149 , 0.848430 , 0.015834 },{ -0.557352 , -0.389158 , 0.733427}},
17838 {{-0.001410 , 0.851850 , 0.015704 },{ -0.479198 , -0.388057 , 0.787262}},
17839 {{-0.002701 , 0.851807 , 0.014897 },{ -0.479198 , -0.388057 , 0.787262}},
17840 {{-0.000666 , 0.848864 , 0.014685 },{ -0.479198 , -0.388057 , 0.787262}},
17841 {{0.035653 , 0.834253 , -0.069663 },{ 0.822416 , -0.330113 , -0.463311}},
17842 {{0.047073 , 0.837208 , -0.051497 },{ 0.822416 , -0.330113 , -0.463311}},
17843 {{0.046510 , 0.825094 , -0.043865 },{ 0.822416 , -0.330113 , -0.463311}},
17844 {{0.035653 , 0.834253 , -0.069663 },{ 0.904185 , 0.338676 , -0.260284}},
17845 {{0.046510 , 0.825094 , -0.043865 },{ 0.904185 , 0.338676 , -0.260284}},
17846 {{0.040831 , 0.823042 , -0.066263 },{ 0.904185 , 0.338676 , -0.260284}},
17847 {{0.040831 , 0.823042 , -0.066263 },{ 0.815914 , 0.519176 , -0.254440}},
17848 {{0.046510 , 0.825094 , -0.043865 },{ 0.815914 , 0.519176 , -0.254440}},
17849 {{0.047490 , 0.814479 , -0.062382 },{ 0.815914 , 0.519176 , -0.254440}},
17850 {{0.047490 , 0.814479 , -0.062382 },{ 0.995556 , 0.094164 , -0.001291}},
17851 {{0.046510 , 0.825094 , -0.043865 },{ 0.995556 , 0.094164 , -0.001291}},
17852 {{0.047441 , 0.815343 , -0.037146 },{ 0.995556 , 0.094164 , -0.001291}},
17853 {{0.046510 , 0.825094 , -0.043865 },{ 0.808538 , 0.384274 , 0.445645}},
17854 {{0.037179 , 0.812435 , -0.016020 },{ 0.808538 , 0.384274 , 0.445645}},
17855 {{0.047441 , 0.815343 , -0.037146 },{ 0.808538 , 0.384274 , 0.445645}},
17856 {{0.046510 , 0.825094 , -0.043865 },{ 0.938277 , -0.295238 , 0.180199}},
17857 {{0.042279 , 0.824376 , -0.023011 },{ 0.938277 , -0.295238 , 0.180199}},
17858 {{0.037179 , 0.812435 , -0.016020 },{ 0.938277 , -0.295238 , 0.180199}},
17859 {{0.046510 , 0.825094 , -0.043865 },{ 0.857157 , -0.490539 , 0.157017}},
17860 {{0.054133 , 0.843110 , -0.029195 },{ 0.857157 , -0.490539 , 0.157017}},
17861 {{0.042279 , 0.824376 , -0.023011 },{ 0.857157 , -0.490539 , 0.157017}},
17862 {{0.047073 , 0.837208 , -0.051497 },{ 0.948119 , -0.199838 , -0.247255}},
17863 {{0.054133 , 0.843110 , -0.029195 },{ 0.948119 , -0.199838 , -0.247255}},
17864 {{0.046510 , 0.825094 , -0.043865 },{ 0.948119 , -0.199838 , -0.247255}},
17865 {{-0.008442 , 0.846504 , 0.012534 },{ 0.302775 , -0.293069 , 0.906884}},
17866 {{-0.010916 , 0.846436 , 0.013338 },{ 0.302775 , -0.293069 , 0.906884}},
17867 {{-0.011342 , 0.845377 , 0.013138 },{ 0.302775 , -0.293069 , 0.906884}},
17868 {{-0.008780 , 0.847578 , 0.012810 },{ 0.309422 , -0.144175 , 0.939932}},
17869 {{-0.010916 , 0.846436 , 0.013338 },{ 0.309422 , -0.144175 , 0.939932}},
17870 {{-0.008442 , 0.846504 , 0.012534 },{ 0.309422 , -0.144175 , 0.939932}},
17871 {{-0.007157 , 0.848237 , 0.013341 },{ -0.184963 , -0.298815 , 0.936215}},
17872 {{-0.008780 , 0.847578 , 0.012810 },{ -0.184963 , -0.298815 , 0.936215}},
17873 {{-0.008442 , 0.846504 , 0.012534 },{ -0.184963 , -0.298815 , 0.936215}},
17874 {{-0.007157 , 0.848237 , 0.013341 },{ 0.006383 , -0.426017 , 0.904693}},
17875 {{-0.008442 , 0.846504 , 0.012534 },{ 0.006383 , -0.426017 , 0.904693}},
17876 {{-0.006196 , 0.847712 , 0.013087 },{ 0.006383 , -0.426017 , 0.904693}},
17877 {{-0.008442 , 0.846504 , 0.012534 },{ -0.412795 , 0.340161 , 0.844920}},
17878 {{-0.008459 , 0.845147 , 0.013072 },{ -0.412795 , 0.340161 , 0.844920}},
17879 {{-0.006237 , 0.846296 , 0.013695 },{ -0.412795 , 0.340161 , 0.844920}},
17880 {{-0.008442 , 0.846504 , 0.012534 },{ -0.405113 , 0.370606 , 0.835784}},
17881 {{-0.006237 , 0.846296 , 0.013695 },{ -0.405113 , 0.370606 , 0.835784}},
17882 {{-0.006196 , 0.847712 , 0.013087 },{ -0.405113 , 0.370606 , 0.835784}},
17883 {{-0.011342 , 0.845377 , 0.013138 },{ 0.048953 , 0.344680 , 0.937443}},
17884 {{-0.011316 , 0.844095 , 0.013608 },{ 0.048953 , 0.344680 , 0.937443}},
17885 {{-0.008459 , 0.845147 , 0.013072 },{ 0.048953 , 0.344680 , 0.937443}},
17886 {{-0.011342 , 0.845377 , 0.013138 },{ 0.050575 , 0.367544 , 0.928630}},
17887 {{-0.008459 , 0.845147 , 0.013072 },{ 0.050575 , 0.367544 , 0.928630}},
17888 {{-0.008442 , 0.846504 , 0.012534 },{ 0.050575 , 0.367544 , 0.928630}},
17889 {{-0.014197 , 0.862988 , 0.014968 },{ -0.258857 , 0.416534 , 0.871489}},
17890 {{-0.015254 , 0.858609 , 0.016747 },{ -0.258857 , 0.416534 , 0.871489}},
17891 {{-0.013538 , 0.858577 , 0.017272 },{ -0.258857 , 0.416534 , 0.871489}},
17892 {{-0.014197 , 0.862988 , 0.014968 },{ -0.179030 , 0.434353 , 0.882771}},
17893 {{-0.013538 , 0.858577 , 0.017272 },{ -0.179030 , 0.434353 , 0.882771}},
17894 {{-0.012377 , 0.862852 , 0.015404 },{ -0.179030 , 0.434353 , 0.882771}},
17895 {{-0.012377 , 0.862852 , 0.015404 },{ 0.170622 , 0.355255 , 0.919066}},
17896 {{-0.013538 , 0.858577 , 0.017272 },{ 0.170622 , 0.355255 , 0.919066}},
17897 {{-0.010373 , 0.862676 , 0.015100 },{ 0.170622 , 0.355255 , 0.919066}},
17898 {{-0.010373 , 0.862676 , 0.015100 },{ -0.072713 , 0.510232 , 0.856957}},
17899 {{-0.013538 , 0.858577 , 0.017272 },{ -0.072713 , 0.510232 , 0.856957}},
17900 {{-0.011633 , 0.858531 , 0.017461 },{ -0.072713 , 0.510232 , 0.856957}},
17901 {{-0.013538 , 0.858577 , 0.017272 },{ -0.086781 , 0.304184 , 0.948652}},
17902 {{-0.012191 , 0.854776 , 0.018614 },{ -0.086781 , 0.304184 , 0.948652}},
17903 {{-0.011633 , 0.858531 , 0.017461 },{ -0.086781 , 0.304184 , 0.948652}},
17904 {{-0.013538 , 0.858577 , 0.017272 },{ 0.132384 , 0.371380 , 0.918995}},
17905 {{-0.014487 , 0.854711 , 0.018971 },{ 0.132384 , 0.371380 , 0.918995}},
17906 {{-0.012191 , 0.854776 , 0.018614 },{ 0.132384 , 0.371380 , 0.918995}},
17907 {{-0.015254 , 0.858609 , 0.016747 },{ -0.258284 , 0.439910 , 0.860098}},
17908 {{-0.016265 , 0.854676 , 0.018455 },{ -0.258284 , 0.439910 , 0.860098}},
17909 {{-0.014487 , 0.854711 , 0.018971 },{ -0.258284 , 0.439910 , 0.860098}},
17910 {{-0.015254 , 0.858609 , 0.016747 },{ -0.255070 , 0.440823 , 0.860590}},
17911 {{-0.014487 , 0.854711 , 0.018971 },{ -0.255070 , 0.440823 , 0.860590}},
17912 {{-0.013538 , 0.858577 , 0.017272 },{ -0.255070 , 0.440823 , 0.860590}},
17913 {{-0.016642 , 0.876899 , 0.008485 },{ -0.545725 , -0.233202 , 0.804861}},
17914 {{-0.011793 , 0.874042 , 0.010945 },{ -0.545725 , -0.233202 , 0.804861}},
17915 {{-0.012043 , 0.876332 , 0.011439 },{ -0.545725 , -0.233202 , 0.804861}},
17916 {{-0.016642 , 0.876899 , 0.008485 },{ -0.589417 , -0.392347 , 0.706153}},
17917 {{-0.015909 , 0.874628 , 0.007835 },{ -0.589417 , -0.392347 , 0.706153}},
17918 {{-0.011793 , 0.874042 , 0.010945 },{ -0.589417 , -0.392347 , 0.706153}},
17919 {{-0.019344 , 0.875567 , 0.004341 },{ -0.705786 , -0.395933 , 0.587454}},
17920 {{-0.015909 , 0.874628 , 0.007835 },{ -0.705786 , -0.395933 , 0.587454}},
17921 {{-0.016642 , 0.876899 , 0.008485 },{ -0.705786 , -0.395933 , 0.587454}},
17922 {{-0.016642 , 0.876899 , 0.008485 },{ -0.550940 , -0.620082 , 0.558537}},
17923 {{-0.020193 , 0.877659 , 0.005826 },{ -0.550940 , -0.620082 , 0.558537}},
17924 {{-0.019344 , 0.875567 , 0.004341 },{ -0.550940 , -0.620082 , 0.558537}},
17925 {{-0.020775 , 0.850875 , 0.007705 },{ -0.867269 , 0.495665 , -0.046488}},
17926 {{-0.021837 , 0.849019 , 0.007728 },{ -0.867269 , 0.495665 , -0.046488}},
17927 {{-0.022048 , 0.848908 , 0.010481 },{ -0.867269 , 0.495665 , -0.046488}},
17928 {{-0.020775 , 0.850875 , 0.007705 },{ -0.896223 , 0.430824 , -0.105710}},
17929 {{-0.022048 , 0.848908 , 0.010481 },{ -0.896223 , 0.430824 , -0.105710}},
17930 {{-0.020667 , 0.851482 , 0.009263 },{ -0.896223 , 0.430824 , -0.105710}},
17931 {{-0.017477 , 0.866260 , -0.002198 },{ 0.238944 , 0.485160 , 0.841146}},
17932 {{-0.015835 , 0.866098 , -0.002571 },{ 0.238944 , 0.485160 , 0.841146}},
17933 {{-0.016469 , 0.866516 , -0.002632 },{ 0.238944 , 0.485160 , 0.841146}},
17934 {{-0.017477 , 0.866260 , -0.002198 },{ 0.192809 , 0.581158 , 0.790620}},
17935 {{-0.016469 , 0.866516 , -0.002632 },{ 0.192809 , 0.581158 , 0.790620}},
17936 {{-0.017826 , 0.866705 , -0.002440 },{ 0.192809 , 0.581158 , 0.790620}},
17937 {{-0.029624 , 0.866372 , -0.016136 },{ -0.933473 , 0.354103 , 0.056914}},
17938 {{-0.029624 , 0.866069 , -0.014251 },{ -0.933473 , 0.354103 , 0.056914}},
17939 {{-0.029276 , 0.866817 , -0.013197 },{ -0.933473 , 0.354103 , 0.056914}},
17940 {{-0.029624 , 0.866069 , -0.014251 },{ 0.185820 , 0.970133 , 0.155926}},
17941 {{-0.029624 , 0.866372 , -0.016136 },{ 0.185820 , 0.970133 , 0.155926}},
17942 {{-0.030326 , 0.866525 , -0.016251 },{ 0.185820 , 0.970133 , 0.155926}},
17943 {{-0.031167 , 0.862017 , -0.051935 },{ -0.972364 , -0.080192 , -0.219268}},
17944 {{-0.031098 , 0.859373 , -0.051274 },{ -0.972364 , -0.080192 , -0.219268}},
17945 {{-0.031635 , 0.861772 , -0.049770 },{ -0.972364 , -0.080192 , -0.219268}},
17946 {{-0.031167 , 0.862017 , -0.051935 },{ -0.955443 , -0.187739 , -0.227779}},
17947 {{-0.031635 , 0.861772 , -0.049770 },{ -0.955443 , -0.187739 , -0.227779}},
17948 {{-0.032371 , 0.864837 , -0.049209 },{ -0.955443 , -0.187739 , -0.227779}},
17949 {{-0.031635 , 0.861772 , -0.049770 },{ -0.955609 , -0.256128 , 0.145636}},
17950 {{-0.032441 , 0.865818 , -0.047943 },{ -0.955609 , -0.256128 , 0.145636}},
17951 {{-0.032371 , 0.864837 , -0.049209 },{ -0.955609 , -0.256128 , 0.145636}},
17952 {{-0.031635 , 0.861772 , -0.049770 },{ -0.958553 , -0.065771 , -0.277220}},
17953 {{-0.031736 , 0.859931 , -0.048984 },{ -0.958553 , -0.065771 , -0.277220}},
17954 {{-0.032441 , 0.865818 , -0.047943 },{ -0.958553 , -0.065771 , -0.277220}},
17955 {{-0.030810 , 0.854623 , -0.052264 },{ -0.976016 , -0.013897 , -0.217255}},
17956 {{-0.031114 , 0.857073 , -0.051055 },{ -0.976016 , -0.013897 , -0.217255}},
17957 {{-0.031098 , 0.859373 , -0.051274 },{ -0.976016 , -0.013897 , -0.217255}},
17958 {{-0.030810 , 0.854623 , -0.052264 },{ -0.962841 , -0.002092 , -0.270060}},
17959 {{-0.031098 , 0.859373 , -0.051274 },{ -0.962841 , -0.002092 , -0.270060}},
17960 {{-0.030842 , 0.856828 , -0.052167 },{ -0.962841 , -0.002092 , -0.270060}},
17961 {{-0.022048 , 0.848908 , 0.010481 },{ -0.861145 , 0.502613 , 0.076225}},
17962 {{-0.021875 , 0.848749 , 0.013484 },{ -0.861145 , 0.502613 , 0.076225}},
17963 {{-0.020278 , 0.851790 , 0.011474 },{ -0.861145 , 0.502613 , 0.076225}},
17964 {{-0.022048 , 0.848908 , 0.010481 },{ -0.861591 , 0.500969 , 0.081791}},
17965 {{-0.020278 , 0.851790 , 0.011474 },{ -0.861591 , 0.500969 , 0.081791}},
17966 {{-0.020667 , 0.851482 , 0.009263 },{ -0.861591 , 0.500969 , 0.081791}},
17967 {{-0.022048 , 0.848908 , 0.010481 },{ -0.933399 , 0.351464 , 0.072384}},
17968 {{-0.022827 , 0.846063 , 0.014250 },{ -0.933399 , 0.351464 , 0.072384}},
17969 {{-0.021875 , 0.848749 , 0.013484 },{ -0.933399 , 0.351464 , 0.072384}},
17970 {{-0.022048 , 0.848908 , 0.010481 },{ -0.908131 , 0.402301 , 0.115981}},
17971 {{-0.023112 , 0.846247 , 0.011380 },{ -0.908131 , 0.402301 , 0.115981}},
17972 {{-0.022827 , 0.846063 , 0.014250 },{ -0.908131 , 0.402301 , 0.115981}},
17973 {{-0.022733 , 0.846337 , 0.008480 },{ -0.935149 , 0.336154 , -0.111788}},
17974 {{-0.023112 , 0.846247 , 0.011380 },{ -0.935149 , 0.336154 , -0.111788}},
17975 {{-0.022048 , 0.848908 , 0.010481 },{ -0.935149 , 0.336154 , -0.111788}},
17976 {{-0.021837 , 0.849019 , 0.007728 },{ -0.951717 , 0.300894 , -0.060812}},
17977 {{-0.022733 , 0.846337 , 0.008480 },{ -0.951717 , 0.300894 , -0.060812}},
17978 {{-0.022048 , 0.848908 , 0.010481 },{ -0.951717 , 0.300894 , -0.060812}},
17979 {{-0.029500 , 0.873807 , -0.067758 },{ 0.114162 , 0.450707 , -0.885342}},
17980 {{-0.029280 , 0.865994 , -0.071707 },{ 0.114162 , 0.450707 , -0.885342}},
17981 {{-0.031303 , 0.872429 , -0.068692 },{ 0.114162 , 0.450707 , -0.885342}},
17982 {{-0.029500 , 0.873807 , -0.067758 },{ 0.377661 , 0.426139 , -0.822057}},
17983 {{-0.027512 , 0.867425 , -0.070153 },{ 0.377661 , 0.426139 , -0.822057}},
17984 {{-0.029280 , 0.865994 , -0.071707 },{ 0.377661 , 0.426139 , -0.822057}},
17985 {{-0.027512 , 0.867425 , -0.070153 },{ 0.758112 , 0.422554 , -0.496704}},
17986 {{-0.029500 , 0.873807 , -0.067758 },{ 0.758112 , 0.422554 , -0.496704}},
17987 {{-0.026505 , 0.868731 , -0.067505 },{ 0.758112 , 0.422554 , -0.496704}},
17988 {{-0.029500 , 0.873807 , -0.067758 },{ 0.839864 , 0.483224 , -0.247232}},
17989 {{-0.028925 , 0.874563 , -0.064327 },{ 0.839864 , 0.483224 , -0.247232}},
17990 {{-0.026505 , 0.868731 , -0.067505 },{ 0.839864 , 0.483224 , -0.247232}},
17991 {{-0.030882 , 0.873666 , -0.056574 },{ 0.836016 , 0.380421 , 0.395420}},
17992 {{-0.033738 , 0.874844 , -0.051669 },{ 0.836016 , 0.380421 , 0.395420}},
17993 {{-0.033256 , 0.871814 , -0.049773 },{ 0.836016 , 0.380421 , 0.395420}},
17994 {{-0.030882 , 0.873666 , -0.056574 },{ 0.856173 , 0.287135 , 0.429560}},
17995 {{-0.032428 , 0.877266 , -0.055899 },{ 0.856173 , 0.287135 , 0.429560}},
17996 {{-0.033738 , 0.874844 , -0.051669 },{ 0.856173 , 0.287135 , 0.429560}},
17997 {{0.004838 , 0.858641 , 0.013833 },{ -0.112397 , 0.437484 , 0.892174}},
17998 {{0.008694 , 0.854829 , 0.016188 },{ -0.112397 , 0.437484 , 0.892174}},
17999 {{0.012838 , 0.857464 , 0.015418 },{ -0.112397 , 0.437484 , 0.892174}},
18000 {{0.012838 , 0.857464 , 0.015418 },{ -0.008726 , 0.293104 , 0.956041}},
18001 {{0.008694 , 0.854829 , 0.016188 },{ -0.008726 , 0.293104 , 0.956041}},
18002 {{0.015979 , 0.853839 , 0.016558 },{ -0.008726 , 0.293104 , 0.956041}},
18003 {{0.008694 , 0.854829 , 0.016188 },{ -0.029413 , 0.152755 , 0.987826}},
18004 {{0.017688 , 0.851174 , 0.017021 },{ -0.029413 , 0.152755 , 0.987826}},
18005 {{0.015979 , 0.853839 , 0.016558 },{ -0.029413 , 0.152755 , 0.987826}},
18006 {{0.006824 , 0.854859 , 0.015835 },{ -0.183933 , -0.235093 , 0.954411}},
18007 {{0.017688 , 0.851174 , 0.017021 },{ -0.183933 , -0.235093 , 0.954411}},
18008 {{0.008694 , 0.854829 , 0.016188 },{ -0.183933 , -0.235093 , 0.954411}},
18009 {{0.006824 , 0.854859 , 0.015835 },{ -0.164518 , 0.392605 , 0.904873}},
18010 {{0.008694 , 0.854829 , 0.016188 },{ -0.164518 , 0.392605 , 0.904873}},
18011 {{0.004838 , 0.858641 , 0.013833 },{ -0.164518 , 0.392605 , 0.904873}},
18012 {{0.006824 , 0.854859 , 0.015835 },{ -0.164702 , 0.392512 , 0.904880}},
18013 {{0.004838 , 0.858641 , 0.013833 },{ -0.164702 , 0.392512 , 0.904880}},
18014 {{0.001536 , 0.859630 , 0.012803 },{ -0.164702 , 0.392512 , 0.904880}},
18015 {{0.026382 , 0.858551 , 0.012253 },{ 0.172824 , 0.428640 , 0.886792}},
18016 {{0.012838 , 0.857464 , 0.015418 },{ 0.172824 , 0.428640 , 0.886792}},
18017 {{0.015979 , 0.853839 , 0.016558 },{ 0.172824 , 0.428640 , 0.886792}},
18018 {{0.021648 , 0.861676 , 0.014054 },{ 0.237805 , -0.188860 , 0.952775}},
18019 {{0.012838 , 0.857464 , 0.015418 },{ 0.237805 , -0.188860 , 0.952775}},
18020 {{0.026382 , 0.858551 , 0.012253 },{ 0.237805 , -0.188860 , 0.952775}},
18021 {{0.028768 , 0.866647 , 0.011060 },{ 0.371180 , 0.027378 , 0.928157}},
18022 {{0.021648 , 0.861676 , 0.014054 },{ 0.371180 , 0.027378 , 0.928157}},
18023 {{0.026382 , 0.858551 , 0.012253 },{ 0.371180 , 0.027378 , 0.928157}},
18024 {{0.028768 , 0.866647 , 0.011060 },{ 0.494500 , -0.017683 , 0.868998}},
18025 {{0.026382 , 0.858551 , 0.012253 },{ 0.494500 , -0.017683 , 0.868998}},
18026 {{0.034448 , 0.864936 , 0.007793 },{ 0.494500 , -0.017683 , 0.868998}},
18027 {{0.034448 , 0.864936 , 0.007793 },{ 0.547053 , -0.111571 , 0.829630}},
18028 {{0.026382 , 0.858551 , 0.012253 },{ 0.547053 , -0.111571 , 0.829630}},
18029 {{0.041724 , 0.863276 , 0.002772 },{ 0.547053 , -0.111571 , 0.829630}},
18030 {{0.041724 , 0.863276 , 0.002772 },{ 0.465957 , 0.211164 , 0.859240}},
18031 {{0.026382 , 0.858551 , 0.012253 },{ 0.465957 , 0.211164 , 0.859240}},
18032 {{0.031117 , 0.855427 , 0.010453 },{ 0.465957 , 0.211164 , 0.859240}},
18033 {{0.026382 , 0.858551 , 0.012253 },{ 0.411091 , 0.101078 , 0.905973}},
18034 {{0.017688 , 0.851174 , 0.017021 },{ 0.411091 , 0.101078 , 0.905973}},
18035 {{0.031117 , 0.855427 , 0.010453 },{ 0.411091 , 0.101078 , 0.905973}},
18036 {{0.026382 , 0.858551 , 0.012253 },{ 0.238747 , 0.312815 , 0.919319}},
18037 {{0.015979 , 0.853839 , 0.016558 },{ 0.238747 , 0.312815 , 0.919319}},
18038 {{0.017688 , 0.851174 , 0.017021 },{ 0.238747 , 0.312815 , 0.919319}},
18039 {{-0.030498 , 0.852374 , -0.053542 },{ -0.973052 , -0.003979 , -0.230552}},
18040 {{-0.030810 , 0.854623 , -0.052264 },{ -0.973052 , -0.003979 , -0.230552}},
18041 {{-0.030842 , 0.856828 , -0.052167 },{ -0.973052 , -0.003979 , -0.230552}},
18042 {{-0.030498 , 0.852374 , -0.053542 },{ -0.764436 , 0.135537 , -0.630291}},
18043 {{-0.030842 , 0.856828 , -0.052167 },{ -0.764436 , 0.135537 , -0.630291}},
18044 {{-0.030522 , 0.856782 , -0.052565 },{ -0.764436 , 0.135537 , -0.630291}},
18045 {{-0.030522 , 0.856782 , -0.052565 },{ -0.780348 , -0.020932 , -0.624995}},
18046 {{-0.030842 , 0.856828 , -0.052167 },{ -0.780348 , -0.020932 , -0.624995}},
18047 {{-0.031167 , 0.862017 , -0.051935 },{ -0.780348 , -0.020932 , -0.624995}},
18048 {{-0.030842 , 0.856828 , -0.052167 },{ -0.990814 , -0.056565 , -0.122835}},
18049 {{-0.031098 , 0.859373 , -0.051274 },{ -0.990814 , -0.056565 , -0.122835}},
18050 {{-0.031167 , 0.862017 , -0.051935 },{ -0.990814 , -0.056565 , -0.122835}},
18051 {{-0.029331 , 0.854146 , -0.054267 },{ -0.808811 , 0.132054 , -0.573051}},
18052 {{-0.029699 , 0.857260 , -0.053030 },{ -0.808811 , 0.132054 , -0.573051}},
18053 {{-0.028749 , 0.858201 , -0.054154 },{ -0.808811 , 0.132054 , -0.573051}},
18054 {{-0.029331 , 0.854146 , -0.054267 },{ -0.764501 , 0.127335 , -0.631921}},
18055 {{-0.028749 , 0.858201 , -0.054154 },{ -0.764501 , 0.127335 , -0.631921}},
18056 {{-0.028593 , 0.856026 , -0.054781 },{ -0.764501 , 0.127335 , -0.631921}},
18057 {{-0.029599 , 0.861634 , -0.054489 },{ -0.639823 , -0.229977 , -0.733305}},
18058 {{-0.028749 , 0.858201 , -0.054154 },{ -0.639823 , -0.229977 , -0.733305}},
18059 {{-0.029699 , 0.857260 , -0.053030 },{ -0.639823 , -0.229977 , -0.733305}},
18060 {{-0.029599 , 0.861634 , -0.054489 },{ -0.894043 , -0.123227 , -0.430700}},
18061 {{-0.029699 , 0.857260 , -0.053030 },{ -0.894043 , -0.123227 , -0.430700}},
18062 {{-0.030229 , 0.860997 , -0.052999 },{ -0.894043 , -0.123227 , -0.430700}},
18063 {{-0.029699 , 0.857260 , -0.053030 },{ -0.794735 , -0.107760 , -0.597314}},
18064 {{-0.031167 , 0.862017 , -0.051935 },{ -0.794735 , -0.107760 , -0.597314}},
18065 {{-0.030229 , 0.860997 , -0.052999 },{ -0.794735 , -0.107760 , -0.597314}},
18066 {{-0.031167 , 0.862017 , -0.051935 },{ -0.509324 , 0.040695 , -0.859612}},
18067 {{-0.029699 , 0.857260 , -0.053030 },{ -0.509324 , 0.040695 , -0.859612}},
18068 {{-0.030522 , 0.856782 , -0.052565 },{ -0.509324 , 0.040695 , -0.859612}},
18069 {{-0.029699 , 0.857260 , -0.053030 },{ -0.559874 , 0.176390 , -0.809585}},
18070 {{-0.030498 , 0.852374 , -0.053542 },{ -0.559874 , 0.176390 , -0.809585}},
18071 {{-0.030522 , 0.856782 , -0.052565 },{ -0.559874 , 0.176390 , -0.809585}},
18072 {{-0.029331 , 0.854146 , -0.054267 },{ -0.707492 , 0.187108 , -0.681502}},
18073 {{-0.030498 , 0.852374 , -0.053542 },{ -0.707492 , 0.187108 , -0.681502}},
18074 {{-0.029699 , 0.857260 , -0.053030 },{ -0.707492 , 0.187108 , -0.681502}},
18075 {{-0.031677 , 0.862977 , -0.064270 },{ -0.979673 , -0.180028 , -0.088493}},
18076 {{-0.032171 , 0.864486 , -0.061871 },{ -0.979673 , -0.180028 , -0.088493}},
18077 {{-0.032255 , 0.865797 , -0.063608 },{ -0.979673 , -0.180028 , -0.088493}},
18078 {{-0.031489 , 0.863512 , -0.066175 },{ -0.975632 , -0.166401 , -0.143011}},
18079 {{-0.031677 , 0.862977 , -0.064270 },{ -0.975632 , -0.166401 , -0.143011}},
18080 {{-0.032255 , 0.865797 , -0.063608 },{ -0.975632 , -0.166401 , -0.143011}},
18081 {{-0.030529 , 0.850856 , -0.054325 },{ -0.998596 , 0.038922 , -0.035918}},
18082 {{-0.030598 , 0.850160 , -0.053161 },{ -0.998596 , 0.038922 , -0.035918}},
18083 {{-0.030498 , 0.852374 , -0.053542 },{ -0.998596 , 0.038922 , -0.035918}},
18084 {{-0.030498 , 0.852374 , -0.053542 },{ -0.982426 , 0.012323 , -0.186243}},
18085 {{-0.030598 , 0.850160 , -0.053161 },{ -0.982426 , 0.012323 , -0.186243}},
18086 {{-0.030708 , 0.850806 , -0.052538 },{ -0.982426 , 0.012323 , -0.186243}},
18087 {{-0.030598 , 0.850160 , -0.053161 },{ -0.989816 , -0.035634 , -0.137821}},
18088 {{-0.030750 , 0.848890 , -0.051741 },{ -0.989816 , -0.035634 , -0.137821}},
18089 {{-0.030708 , 0.850806 , -0.052538 },{ -0.989816 , -0.035634 , -0.137821}},
18090 {{-0.030315 , 0.849404 , -0.053640 },{ -0.945833 , -0.185058 , -0.266746}},
18091 {{-0.030750 , 0.848890 , -0.051741 },{ -0.945833 , -0.185058 , -0.266746}},
18092 {{-0.030598 , 0.850160 , -0.053161 },{ -0.945833 , -0.185058 , -0.266746}},
18093 {{-0.030750 , 0.848890 , -0.051741 },{ -0.994812 , -0.065700 , -0.077673}},
18094 {{-0.030924 , 0.847725 , -0.048527 },{ -0.994812 , -0.065700 , -0.077673}},
18095 {{-0.031340 , 0.854083 , -0.048577 },{ -0.994812 , -0.065700 , -0.077673}},
18096 {{-0.030750 , 0.848890 , -0.051741 },{ -0.989759 , -0.027053 , -0.140163}},
18097 {{-0.031340 , 0.854083 , -0.048577 },{ -0.989759 , -0.027053 , -0.140163}},
18098 {{-0.030986 , 0.853250 , -0.050916 },{ -0.989759 , -0.027053 , -0.140163}},
18099 {{-0.013673 , 0.868475 , 0.006084 },{ -0.809587 , -0.416630 , 0.413508}},
18100 {{-0.013149 , 0.869812 , 0.008457 },{ -0.809587 , -0.416630 , 0.413508}},
18101 {{-0.014659 , 0.872247 , 0.007954 },{ -0.809587 , -0.416630 , 0.413508}},
18102 {{-0.016268 , 0.872484 , 0.004662 },{ -0.832632 , -0.404954 , 0.377805}},
18103 {{-0.013673 , 0.868475 , 0.006084 },{ -0.832632 , -0.404954 , 0.377805}},
18104 {{-0.014659 , 0.872247 , 0.007954 },{ -0.832632 , -0.404954 , 0.377805}},
18105 {{-0.019344 , 0.875567 , 0.004341 },{ -0.692288 , -0.660425 , 0.290819}},
18106 {{-0.016268 , 0.872484 , 0.004662 },{ -0.692288 , -0.660425 , 0.290819}},
18107 {{-0.014659 , 0.872247 , 0.007954 },{ -0.692288 , -0.660425 , 0.290819}},
18108 {{-0.019344 , 0.875567 , 0.004341 },{ -0.714090 , -0.344434 , 0.609459}},
18109 {{-0.014659 , 0.872247 , 0.007954 },{ -0.714090 , -0.344434 , 0.609459}},
18110 {{-0.015909 , 0.874628 , 0.007835 },{ -0.714090 , -0.344434 , 0.609459}},
18111 {{-0.015909 , 0.874628 , 0.007835 },{ -0.603819 , -0.279696 , 0.746440}},
18112 {{-0.014659 , 0.872247 , 0.007954 },{ -0.603819 , -0.279696 , 0.746440}},
18113 {{-0.011793 , 0.874042 , 0.010945 },{ -0.603819 , -0.279696 , 0.746440}},
18114 {{-0.014659 , 0.872247 , 0.007954 },{ -0.734151 , 0.043074 , 0.677619}},
18115 {{-0.011853 , 0.872044 , 0.011007 },{ -0.734151 , 0.043074 , 0.677619}},
18116 {{-0.011793 , 0.874042 , 0.010945 },{ -0.734151 , 0.043074 , 0.677619}},
18117 {{-0.014659 , 0.872247 , 0.007954 },{ -0.713671 , 0.205665 , 0.669608}},
18118 {{-0.012068 , 0.870191 , 0.011347 },{ -0.713671 , 0.205665 , 0.669608}},
18119 {{-0.011853 , 0.872044 , 0.011007 },{ -0.713671 , 0.205665 , 0.669608}},
18120 {{-0.014659 , 0.872247 , 0.007954 },{ -0.823131 , -0.435063 , 0.364932}},
18121 {{-0.013149 , 0.869812 , 0.008457 },{ -0.823131 , -0.435063 , 0.364932}},
18122 {{-0.012068 , 0.870191 , 0.011347 },{ -0.823131 , -0.435063 , 0.364932}},
18123 {{-0.027917 , 0.853606 , -0.063279 },{ -0.769164 , -0.411715 , -0.488751}},
18124 {{-0.027824 , 0.850252 , -0.060600 },{ -0.769164 , -0.411715 , -0.488751}},
18125 {{-0.028878 , 0.850869 , -0.059461 },{ -0.769164 , -0.411715 , -0.488751}},
18126 {{-0.027917 , 0.853606 , -0.063279 },{ -0.648977 , -0.531498 , -0.544370}},
18127 {{-0.028878 , 0.850869 , -0.059461 },{ -0.648977 , -0.531498 , -0.544370}},
18128 {{-0.029082 , 0.853908 , -0.062185 },{ -0.648977 , -0.531498 , -0.544370}},
18129 {{-0.013166 , 0.852494 , 0.020436 },{ 0.040038 , 0.628171 , 0.777044}},
18130 {{-0.015417 , 0.852322 , 0.020691 },{ 0.040038 , 0.628171 , 0.777044}},
18131 {{-0.014011 , 0.850560 , 0.022043 },{ 0.040038 , 0.628171 , 0.777044}},
18132 {{-0.015417 , 0.852322 , 0.020691 },{ -0.057988 , 0.578186 , 0.813841}},
18133 {{-0.016150 , 0.850268 , 0.022098 },{ -0.057988 , 0.578186 , 0.813841}},
18134 {{-0.014011 , 0.850560 , 0.022043 },{ -0.057988 , 0.578186 , 0.813841}},
18135 {{-0.015417 , 0.852322 , 0.020691 },{ -0.352562 , 0.611218 , 0.708599}},
18136 {{-0.017925 , 0.850167 , 0.021302 },{ -0.352562 , 0.611218 , 0.708599}},
18137 {{-0.016150 , 0.850268 , 0.022098 },{ -0.352562 , 0.611218 , 0.708599}},
18138 {{-0.015417 , 0.852322 , 0.020691 },{ -0.299851 , 0.566578 , 0.767515}},
18139 {{-0.017192 , 0.852255 , 0.020047 },{ -0.299851 , 0.566578 , 0.767515}},
18140 {{-0.017925 , 0.850167 , 0.021302 },{ -0.299851 , 0.566578 , 0.767515}},
18141 {{-0.016265 , 0.854676 , 0.018455 },{ -0.292524 , 0.601079 , 0.743730}},
18142 {{-0.017192 , 0.852255 , 0.020047 },{ -0.292524 , 0.601079 , 0.743730}},
18143 {{-0.015417 , 0.852322 , 0.020691 },{ -0.292524 , 0.601079 , 0.743730}},
18144 {{-0.014487 , 0.854711 , 0.018971 },{ -0.228731 , 0.625869 , 0.745634}},
18145 {{-0.016265 , 0.854676 , 0.018455 },{ -0.228731 , 0.625869 , 0.745634}},
18146 {{-0.015417 , 0.852322 , 0.020691 },{ -0.228731 , 0.625869 , 0.745634}},
18147 {{-0.012191 , 0.854776 , 0.018614 },{ 0.112942 , 0.551215 , 0.826684}},
18148 {{-0.014487 , 0.854711 , 0.018971 },{ 0.112942 , 0.551215 , 0.826684}},
18149 {{-0.015417 , 0.852322 , 0.020691 },{ 0.112942 , 0.551215 , 0.826684}},
18150 {{-0.012191 , 0.854776 , 0.018614 },{ 0.042679 , 0.612171 , 0.789573}},
18151 {{-0.015417 , 0.852322 , 0.020691 },{ 0.042679 , 0.612171 , 0.789573}},
18152 {{-0.013166 , 0.852494 , 0.020436 },{ 0.042679 , 0.612171 , 0.789573}},
18153 {{-0.028878 , 0.850869 , -0.059461 },{ -0.798327 , -0.427019 , -0.424651}},
18154 {{-0.030109 , 0.851448 , -0.057729 },{ -0.798327 , -0.427019 , -0.424651}},
18155 {{-0.030196 , 0.854050 , -0.060182 },{ -0.798327 , -0.427019 , -0.424651}},
18156 {{-0.028878 , 0.850869 , -0.059461 },{ -0.802789 , -0.426957 , -0.416218}},
18157 {{-0.030196 , 0.854050 , -0.060182 },{ -0.802789 , -0.426957 , -0.416218}},
18158 {{-0.029082 , 0.853908 , -0.062185 },{ -0.802789 , -0.426957 , -0.416218}},
18159 {{-0.028878 , 0.850869 , -0.059461 },{ -0.738023 , -0.590096 , -0.327275}},
18160 {{-0.030149 , 0.850173 , -0.055340 },{ -0.738023 , -0.590096 , -0.327275}},
18161 {{-0.030109 , 0.851448 , -0.057729 },{ -0.738023 , -0.590096 , -0.327275}},
18162 {{-0.028878 , 0.850869 , -0.059461 },{ -0.884466 , -0.331161 , -0.328713}},
18163 {{-0.029153 , 0.849246 , -0.057086 },{ -0.884466 , -0.331161 , -0.328713}},
18164 {{-0.030149 , 0.850173 , -0.055340 },{ -0.884466 , -0.331161 , -0.328713}},
18165 {{-0.016093 , 0.864055 , 0.000797 },{ -0.711496 , 0.647247 , 0.273579}},
18166 {{-0.015260 , 0.864690 , 0.001461 },{ -0.711496 , 0.647247 , 0.273579}},
18167 {{-0.014321 , 0.866672 , -0.000786 },{ -0.711496 , 0.647247 , 0.273579}},
18168 {{-0.016093 , 0.864055 , 0.000797 },{ -0.724086 , 0.642297 , 0.251303}},
18169 {{-0.014321 , 0.866672 , -0.000786 },{ -0.724086 , 0.642297 , 0.251303}},
18170 {{-0.015868 , 0.864741 , -0.000308 },{ -0.724086 , 0.642297 , 0.251303}},
18171 {{-0.014353 , 0.866515 , 0.011181 },{ -0.762524 , 0.512223 , 0.395203}},
18172 {{-0.016581 , 0.862679 , 0.011854 },{ -0.762524 , 0.512223 , 0.395203}},
18173 {{-0.015515 , 0.862891 , 0.013636 },{ -0.762524 , 0.512223 , 0.395203}},
18174 {{-0.015021 , 0.866033 , 0.008213 },{ -0.851281 , 0.513427 , 0.108232}},
18175 {{-0.016581 , 0.862679 , 0.011854 },{ -0.851281 , 0.513427 , 0.108232}},
18176 {{-0.014353 , 0.866515 , 0.011181 },{ -0.851281 , 0.513427 , 0.108232}},
18177 {{-0.030920 , 0.876892 , -0.061243 },{ 0.908774 , 0.346734 , 0.232176}},
18178 {{-0.032428 , 0.877266 , -0.055899 },{ 0.908774 , 0.346734 , 0.232176}},
18179 {{-0.030882 , 0.873666 , -0.056574 },{ 0.908774 , 0.346734 , 0.232176}},
18180 {{-0.028925 , 0.874563 , -0.064327 },{ 0.877705 , 0.397559 , 0.267545}},
18181 {{-0.030920 , 0.876892 , -0.061243 },{ 0.877705 , 0.397559 , 0.267545}},
18182 {{-0.030882 , 0.873666 , -0.056574 },{ 0.877705 , 0.397559 , 0.267545}},
18183 {{-0.026505 , 0.868731 , -0.067505 },{ 0.933332 , 0.243553 , 0.263769}},
18184 {{-0.028925 , 0.874563 , -0.064327 },{ 0.933332 , 0.243553 , 0.263769}},
18185 {{-0.030882 , 0.873666 , -0.056574 },{ 0.933332 , 0.243553 , 0.263769}},
18186 {{-0.026505 , 0.868731 , -0.067505 },{ 0.939336 , 0.151414 , 0.307771}},
18187 {{-0.030882 , 0.873666 , -0.056574 },{ 0.939336 , 0.151414 , 0.307771}},
18188 {{-0.029562 , 0.869646 , -0.058625 },{ 0.939336 , 0.151414 , 0.307771}},
18189 {{-0.029562 , 0.869646 , -0.058625 },{ 0.939398 , 0.151571 , 0.307502}},
18190 {{-0.030882 , 0.873666 , -0.056574 },{ 0.939398 , 0.151571 , 0.307502}},
18191 {{-0.032441 , 0.865818 , -0.047943 },{ 0.939398 , 0.151571 , 0.307502}},
18192 {{-0.030882 , 0.873666 , -0.056574 },{ 0.895418 , 0.236785 , 0.377041}},
18193 {{-0.033256 , 0.871814 , -0.049773 },{ 0.895418 , 0.236785 , 0.377041}},
18194 {{-0.032441 , 0.865818 , -0.047943 },{ 0.895418 , 0.236785 , 0.377041}},
18195 {{-0.003798 , 0.865388 , 0.009512 },{ 0.478586 , 0.408868 , 0.777034}},
18196 {{-0.002063 , 0.864526 , 0.008897 },{ 0.478586 , 0.408868 , 0.777034}},
18197 {{-0.000590 , 0.866502 , 0.006950 },{ 0.478586 , 0.408868 , 0.777034}},
18198 {{-0.003798 , 0.865388 , 0.009512 },{ 0.485644 , 0.394981 , 0.779834}},
18199 {{-0.000590 , 0.866502 , 0.006950 },{ 0.485644 , 0.394981 , 0.779834}},
18200 {{-0.002848 , 0.867379 , 0.007912 },{ 0.485644 , 0.394981 , 0.779834}},
18201 {{0.001536 , 0.859630 , 0.012803 },{ 0.519776 , 0.732634 , 0.439409}},
18202 {{-0.002063 , 0.864526 , 0.008897 },{ 0.519776 , 0.732634 , 0.439409}},
18203 {{-0.003798 , 0.865388 , 0.009512 },{ 0.519776 , 0.732634 , 0.439409}},
18204 {{-0.003798 , 0.865388 , 0.009512 },{ 0.135715 , 0.583393 , 0.800771}},
18205 {{-0.004111 , 0.862356 , 0.011774 },{ 0.135715 , 0.583393 , 0.800771}},
18206 {{0.001536 , 0.859630 , 0.012803 },{ 0.135715 , 0.583393 , 0.800771}},
18207 {{-0.003798 , 0.865388 , 0.009512 },{ 0.439135 , 0.507661 , 0.741243}},
18208 {{-0.006351 , 0.862835 , 0.012773 },{ 0.439135 , 0.507661 , 0.741243}},
18209 {{-0.004111 , 0.862356 , 0.011774 },{ 0.439135 , 0.507661 , 0.741243}},
18210 {{-0.005789 , 0.865829 , 0.010784 },{ 0.555922 , 0.385044 , 0.736677}},
18211 {{-0.006351 , 0.862835 , 0.012773 },{ 0.555922 , 0.385044 , 0.736677}},
18212 {{-0.003798 , 0.865388 , 0.009512 },{ 0.555922 , 0.385044 , 0.736677}},
18213 {{-0.005263 , 0.868784 , 0.009485 },{ 0.559969 , 0.247852 , 0.790572}},
18214 {{-0.005789 , 0.865829 , 0.010784 },{ 0.559969 , 0.247852 , 0.790572}},
18215 {{-0.003798 , 0.865388 , 0.009512 },{ 0.559969 , 0.247852 , 0.790572}},
18216 {{-0.005263 , 0.868784 , 0.009485 },{ 0.632733 , 0.278701 , 0.722478}},
18217 {{-0.003798 , 0.865388 , 0.009512 },{ 0.632733 , 0.278701 , 0.722478}},
18218 {{-0.002848 , 0.867379 , 0.007912 },{ 0.632733 , 0.278701 , 0.722478}},
18219 {{0.002993 , 0.875381 , 0.015360 },{ -0.660478 , -0.263417 , 0.703121}},
18220 {{0.000421 , 0.872912 , 0.012019 },{ -0.660478 , -0.263417 , 0.703121}},
18221 {{0.002835 , 0.873834 , 0.014632 },{ -0.660478 , -0.263417 , 0.703121}},
18222 {{0.002835 , 0.873834 , 0.014632 },{ -0.478280 , -0.590373 , 0.650161}},
18223 {{0.000421 , 0.872912 , 0.012019 },{ -0.478280 , -0.590373 , 0.650161}},
18224 {{0.000571 , 0.871502 , 0.010849 },{ -0.478280 , -0.590373 , 0.650161}},
18225 {{-0.000887 , 0.870494 , 0.008917 },{ -0.416886 , -0.637973 , 0.647454}},
18226 {{-0.000312 , 0.869958 , 0.008759 },{ -0.416886 , -0.637973 , 0.647454}},
18227 {{0.000571 , 0.871502 , 0.010849 },{ -0.416886 , -0.637973 , 0.647454}},
18228 {{-0.000887 , 0.870494 , 0.008917 },{ -0.460779 , -0.595259 , 0.658293}},
18229 {{0.000571 , 0.871502 , 0.010849 },{ -0.460779 , -0.595259 , 0.658293}},
18230 {{0.000421 , 0.872912 , 0.012019 },{ -0.460779 , -0.595259 , 0.658293}},
18231 {{0.000421 , 0.872912 , 0.012019 },{ -0.153202 , -0.747027 , 0.646900}},
18232 {{-0.001351 , 0.872199 , 0.010776 },{ -0.153202 , -0.747027 , 0.646900}},
18233 {{-0.000887 , 0.870494 , 0.008917 },{ -0.153202 , -0.747027 , 0.646900}},
18234 {{0.000087 , 0.874257 , 0.013236 },{ -0.213898 , -0.684092 , 0.697327}},
18235 {{-0.001351 , 0.872199 , 0.010776 },{ -0.213898 , -0.684092 , 0.697327}},
18236 {{0.000421 , 0.872912 , 0.012019 },{ -0.213898 , -0.684092 , 0.697327}},
18237 {{0.002060 , 0.877067 , 0.016235 },{ -0.123095 , -0.682479 , 0.720465}},
18238 {{0.000087 , 0.874257 , 0.013236 },{ -0.123095 , -0.682479 , 0.720465}},
18239 {{0.000421 , 0.872912 , 0.012019 },{ -0.123095 , -0.682479 , 0.720465}},
18240 {{0.002060 , 0.877067 , 0.016235 },{ -0.376749 , -0.582335 , 0.720379}},
18241 {{0.000421 , 0.872912 , 0.012019 },{ -0.376749 , -0.582335 , 0.720379}},
18242 {{0.002993 , 0.875381 , 0.015360 },{ -0.376749 , -0.582335 , 0.720379}},
18243 {{0.001502 , 0.863140 , 0.011723 },{ -0.454050 , 0.140833 , 0.879776}},
18244 {{0.000391 , 0.862263 , 0.011290 },{ -0.454050 , 0.140833 , 0.879776}},
18245 {{0.005245 , 0.859915 , 0.014171 },{ -0.454050 , 0.140833 , 0.879776}},
18246 {{0.001502 , 0.863140 , 0.011723 },{ -0.568823 , -0.036498 , 0.821650}},
18247 {{0.005245 , 0.859915 , 0.014171 },{ -0.568823 , -0.036498 , 0.821650}},
18248 {{0.005653 , 0.861188 , 0.014510 },{ -0.568823 , -0.036498 , 0.821650}},
18249 {{0.005653 , 0.861188 , 0.014510 },{ -0.332444 , -0.141760 , 0.932408}},
18250 {{0.005245 , 0.859915 , 0.014171 },{ -0.332444 , -0.141760 , 0.932408}},
18251 {{0.011104 , 0.860711 , 0.016381 },{ -0.332444 , -0.141760 , 0.932408}},
18252 {{0.011104 , 0.860711 , 0.016381 },{ -0.273914 , -0.405332 , 0.872168}},
18253 {{0.005245 , 0.859915 , 0.014171 },{ -0.273914 , -0.405332 , 0.872168}},
18254 {{0.011971 , 0.859088 , 0.015899 },{ -0.273914 , -0.405332 , 0.872168}},
18255 {{0.005245 , 0.859915 , 0.014171 },{ -0.273912 , -0.404650 , 0.872485}},
18256 {{0.012838 , 0.857464 , 0.015418 },{ -0.273912 , -0.404650 , 0.872485}},
18257 {{0.011971 , 0.859088 , 0.015899 },{ -0.273912 , -0.404650 , 0.872485}},
18258 {{0.005245 , 0.859915 , 0.014171 },{ -0.217105 , -0.184924 , 0.958472}},
18259 {{0.004838 , 0.858641 , 0.013833 },{ -0.217105 , -0.184924 , 0.958472}},
18260 {{0.012838 , 0.857464 , 0.015418 },{ -0.217105 , -0.184924 , 0.958472}},
18261 {{0.001536 , 0.859630 , 0.012803 },{ -0.333036 , -0.140951 , 0.932320}},
18262 {{0.004838 , 0.858641 , 0.013833 },{ -0.333036 , -0.140951 , 0.932320}},
18263 {{0.005245 , 0.859915 , 0.014171 },{ -0.333036 , -0.140951 , 0.932320}},
18264 {{0.001536 , 0.859630 , 0.012803 },{ -0.347794 , 0.348824 , 0.870265}},
18265 {{0.005245 , 0.859915 , 0.014171 },{ -0.347794 , 0.348824 , 0.870265}},
18266 {{0.000391 , 0.862263 , 0.011290 },{ -0.347794 , 0.348824 , 0.870265}},
18267 {{-0.027547 , 0.842501 , -0.047001 },{ 0.681754 , -0.076227 , 0.727600}},
18268 {{-0.028989 , 0.841631 , -0.045741 },{ 0.681754 , -0.076227 , 0.727600}},
18269 {{-0.026633 , 0.841579 , -0.047954 },{ 0.681754 , -0.076227 , 0.727600}},
18270 {{-0.028989 , 0.841631 , -0.045741 },{ 0.569483 , -0.540859 , 0.618999}},
18271 {{-0.027994 , 0.840978 , -0.047227 },{ 0.569483 , -0.540859 , 0.618999}},
18272 {{-0.026633 , 0.841579 , -0.047954 },{ 0.569483 , -0.540859 , 0.618999}},
18273 {{-0.027994 , 0.840978 , -0.047227 },{ -0.341676 , -0.923029 , 0.176848}},
18274 {{-0.028989 , 0.841631 , -0.045741 },{ -0.341676 , -0.923029 , 0.176848}},
18275 {{-0.030016 , 0.841509 , -0.048362 },{ -0.341676 , -0.923029 , 0.176848}},
18276 {{-0.030016 , 0.841509 , -0.048362 },{ -0.684962 , -0.664258 , 0.299314}},
18277 {{-0.028989 , 0.841631 , -0.045741 },{ -0.684962 , -0.664258 , 0.299314}},
18278 {{-0.030328 , 0.842553 , -0.046759 },{ -0.684962 , -0.664258 , 0.299314}},
18279 {{-0.030328 , 0.842553 , -0.046759 },{ -0.706118 , -0.339170 , 0.621580}},
18280 {{-0.028989 , 0.841631 , -0.045741 },{ -0.706118 , -0.339170 , 0.621580}},
18281 {{-0.029967 , 0.843603 , -0.045776 },{ -0.706118 , -0.339170 , 0.621580}},
18282 {{-0.029967 , 0.843603 , -0.045776 },{ 0.531552 , 0.277827 , 0.800165}},
18283 {{-0.028989 , 0.841631 , -0.045741 },{ 0.531552 , 0.277827 , 0.800165}},
18284 {{-0.027547 , 0.842501 , -0.047001 },{ 0.531552 , 0.277827 , 0.800165}},
18285 {{0.013721 , 0.877514 , 0.017683 },{ -0.053828 , -0.003468 , 0.998544}},
18286 {{0.007826 , 0.877163 , 0.017364 },{ -0.053828 , -0.003468 , 0.998544}},
18287 {{0.012591 , 0.874323 , 0.017611 },{ -0.053828 , -0.003468 , 0.998544}},
18288 {{0.007826 , 0.877163 , 0.017364 },{ -0.124722 , -0.123639 , 0.984458}},
18289 {{0.007196 , 0.874725 , 0.016978 },{ -0.124722 , -0.123639 , 0.984458}},
18290 {{0.012591 , 0.874323 , 0.017611 },{ -0.124722 , -0.123639 , 0.984458}},
18291 {{0.007826 , 0.877163 , 0.017364 },{ -0.470821 , -0.017987 , 0.882045}},
18292 {{0.002835 , 0.873834 , 0.014632 },{ -0.470821 , -0.017987 , 0.882045}},
18293 {{0.007196 , 0.874725 , 0.016978 },{ -0.470821 , -0.017987 , 0.882045}},
18294 {{0.007826 , 0.877163 , 0.017364 },{ -0.223160 , -0.396298 , 0.890588}},
18295 {{0.002993 , 0.875381 , 0.015360 },{ -0.223160 , -0.396298 , 0.890588}},
18296 {{0.002835 , 0.873834 , 0.014632 },{ -0.223160 , -0.396298 , 0.890588}},
18297 {{0.007826 , 0.877163 , 0.017364 },{ -0.155590 , -0.521489 , 0.838953}},
18298 {{0.002060 , 0.877067 , 0.016235 },{ -0.155590 , -0.521489 , 0.838953}},
18299 {{0.002993 , 0.875381 , 0.015360 },{ -0.155590 , -0.521489 , 0.838953}},
18300 {{0.007766 , 0.879963 , 0.017859 },{ -0.186388 , -0.174908 , 0.966782}},
18301 {{0.002060 , 0.877067 , 0.016235 },{ -0.186388 , -0.174908 , 0.966782}},
18302 {{0.007826 , 0.877163 , 0.017364 },{ -0.186388 , -0.174908 , 0.966782}},
18303 {{0.014109 , 0.881169 , 0.017985 },{ 0.013482 , -0.173791 , 0.984690}},
18304 {{0.007766 , 0.879963 , 0.017859 },{ 0.013482 , -0.173791 , 0.984690}},
18305 {{0.007826 , 0.877163 , 0.017364 },{ 0.013482 , -0.173791 , 0.984690}},
18306 {{0.014109 , 0.881169 , 0.017985 },{ -0.049299 , -0.077048 , 0.995808}},
18307 {{0.007826 , 0.877163 , 0.017364 },{ -0.049299 , -0.077048 , 0.995808}},
18308 {{0.013721 , 0.877514 , 0.017683 },{ -0.049299 , -0.077048 , 0.995808}},
18309 {{0.019054 , 0.862047 , 0.014471 },{ 0.254463 , -0.147890 , 0.955708}},
18310 {{0.011104 , 0.860711 , 0.016381 },{ 0.254463 , -0.147890 , 0.955708}},
18311 {{0.011971 , 0.859088 , 0.015899 },{ 0.254463 , -0.147890 , 0.955708}},
18312 {{0.016461 , 0.862417 , 0.014887 },{ 0.187504 , 0.244372 , 0.951380}},
18313 {{0.011104 , 0.860711 , 0.016381 },{ 0.187504 , 0.244372 , 0.951380}},
18314 {{0.019054 , 0.862047 , 0.014471 },{ 0.187504 , 0.244372 , 0.951380}},
18315 {{0.020923 , 0.865889 , 0.012624 },{ 0.196520 , 0.345527 , 0.917601}},
18316 {{0.016461 , 0.862417 , 0.014887 },{ 0.196520 , 0.345527 , 0.917601}},
18317 {{0.019054 , 0.862047 , 0.014471 },{ 0.196520 , 0.345527 , 0.917601}},
18318 {{0.024357 , 0.866421 , 0.012437 },{ -0.019435 , 0.440855 , 0.897368}},
18319 {{0.020923 , 0.865889 , 0.012624 },{ -0.019435 , 0.440855 , 0.897368}},
18320 {{0.019054 , 0.862047 , 0.014471 },{ -0.019435 , 0.440855 , 0.897368}},
18321 {{0.028768 , 0.866647 , 0.011060 },{ 0.292734 , 0.087860 , 0.952149}},
18322 {{0.024357 , 0.866421 , 0.012437 },{ 0.292734 , 0.087860 , 0.952149}},
18323 {{0.019054 , 0.862047 , 0.014471 },{ 0.292734 , 0.087860 , 0.952149}},
18324 {{0.028768 , 0.866647 , 0.011060 },{ 0.192146 , 0.289545 , 0.937680}},
18325 {{0.019054 , 0.862047 , 0.014471 },{ 0.192146 , 0.289545 , 0.937680}},
18326 {{0.021648 , 0.861676 , 0.014054 },{ 0.192146 , 0.289545 , 0.937680}},
18327 {{0.019054 , 0.862047 , 0.014471 },{ 0.157396 , -0.009430 , 0.987491}},
18328 {{0.012838 , 0.857464 , 0.015418 },{ 0.157396 , -0.009430 , 0.987491}},
18329 {{0.021648 , 0.861676 , 0.014054 },{ 0.157396 , -0.009430 , 0.987491}},
18330 {{0.019054 , 0.862047 , 0.014471 },{ 0.254268 , -0.147360 , 0.955841}},
18331 {{0.011971 , 0.859088 , 0.015899 },{ 0.254268 , -0.147360 , 0.955841}},
18332 {{0.012838 , 0.857464 , 0.015418 },{ 0.254268 , -0.147360 , 0.955841}},
18333 {{-0.013673 , 0.868475 , 0.006084 },{ -0.832270 , 0.545506 , 0.098745}},
18334 {{-0.015021 , 0.866033 , 0.008213 },{ -0.832270 , 0.545506 , 0.098745}},
18335 {{-0.014353 , 0.866515 , 0.011181 },{ -0.832270 , 0.545506 , 0.098745}},
18336 {{-0.013673 , 0.868475 , 0.006084 },{ -0.936695 , 0.350013 , 0.009635}},
18337 {{-0.014353 , 0.866515 , 0.011181 },{ -0.936695 , 0.350013 , 0.009635}},
18338 {{-0.013149 , 0.869812 , 0.008457 },{ -0.936695 , 0.350013 , 0.009635}},
18339 {{-0.018489 , 0.874026 , 0.002829 },{ -0.534343 , -0.679979 , 0.502102}},
18340 {{-0.020238 , 0.875266 , 0.002647 },{ -0.534343 , -0.679979 , 0.502102}},
18341 {{-0.019901 , 0.874505 , 0.001975 },{ -0.534343 , -0.679979 , 0.502102}},
18342 {{-0.018489 , 0.874026 , 0.002829 },{ -0.523938 , -0.712571 , 0.466617}},
18343 {{-0.019901 , 0.874505 , 0.001975 },{ -0.523938 , -0.712571 , 0.466617}},
18344 {{-0.017091 , 0.872395 , 0.001908 },{ -0.523938 , -0.712571 , 0.466617}},
18345 {{-0.021588 , 0.876670 , 0.003271 },{ -0.482095 , -0.694986 , 0.533460}},
18346 {{-0.023453 , 0.876906 , 0.001893 },{ -0.482095 , -0.694986 , 0.533460}},
18347 {{-0.019901 , 0.874505 , 0.001975 },{ -0.482095 , -0.694986 , 0.533460}},
18348 {{-0.021588 , 0.876670 , 0.003271 },{ -0.465703 , -0.692610 , 0.550829}},
18349 {{-0.019901 , 0.874505 , 0.001975 },{ -0.465703 , -0.692610 , 0.550829}},
18350 {{-0.020238 , 0.875266 , 0.002647 },{ -0.465703 , -0.692610 , 0.550829}},
18351 {{-0.012191 , 0.854776 , 0.018614 },{ 0.380517 , 0.472246 , 0.795104}},
18352 {{-0.013166 , 0.852494 , 0.020436 },{ 0.380517 , 0.472246 , 0.795104}},
18353 {{-0.010271 , 0.852707 , 0.018924 },{ 0.380517 , 0.472246 , 0.795104}},
18354 {{-0.012191 , 0.854776 , 0.018614 },{ 0.373379 , 0.466622 , 0.801781}},
18355 {{-0.010271 , 0.852707 , 0.018924 },{ 0.373379 , 0.466622 , 0.801781}},
18356 {{-0.009279 , 0.854793 , 0.017248 },{ 0.373379 , 0.466622 , 0.801781}},
18357 {{-0.009279 , 0.854793 , 0.017248 },{ 0.463191 , 0.410710 , 0.785348}},
18358 {{-0.010271 , 0.852707 , 0.018924 },{ 0.463191 , 0.410710 , 0.785348}},
18359 {{-0.005414 , 0.853834 , 0.015470 },{ 0.463191 , 0.410710 , 0.785348}},
18360 {{-0.005414 , 0.853834 , 0.015470 },{ 0.580450 , -0.005986 , 0.814274}},
18361 {{-0.010271 , 0.852707 , 0.018924 },{ 0.580450 , -0.005986 , 0.814274}},
18362 {{-0.007582 , 0.852821 , 0.017008 },{ 0.580450 , -0.005986 , 0.814274}},
18363 {{-0.007582 , 0.852821 , 0.017008 },{ 0.499247 , 0.468989 , 0.728561}},
18364 {{-0.010271 , 0.852707 , 0.018924 },{ 0.499247 , 0.468989 , 0.728561}},
18365 {{-0.008270 , 0.851641 , 0.018239 },{ 0.499247 , 0.468989 , 0.728561}},
18366 {{-0.010271 , 0.852707 , 0.018924 },{ 0.490299 , 0.435080 , 0.755190}},
18367 {{-0.011324 , 0.850988 , 0.020598 },{ 0.490299 , 0.435080 , 0.755190}},
18368 {{-0.008270 , 0.851641 , 0.018239 },{ 0.490299 , 0.435080 , 0.755190}},
18369 {{-0.013166 , 0.852494 , 0.020436 },{ 0.344467 , 0.506365 , 0.790530}},
18370 {{-0.014011 , 0.850560 , 0.022043 },{ 0.344467 , 0.506365 , 0.790530}},
18371 {{-0.011324 , 0.850988 , 0.020598 },{ 0.344467 , 0.506365 , 0.790530}},
18372 {{-0.013166 , 0.852494 , 0.020436 },{ 0.362825 , 0.526491 , 0.768873}},
18373 {{-0.011324 , 0.850988 , 0.020598 },{ 0.362825 , 0.526491 , 0.768873}},
18374 {{-0.010271 , 0.852707 , 0.018924 },{ 0.362825 , 0.526491 , 0.768873}},
18375 {{0.019479 , 0.875688 , 0.015970 },{ 0.367420 , -0.157700 , 0.916588}},
18376 {{0.021393 , 0.871400 , 0.014465 },{ 0.367420 , -0.157700 , 0.916588}},
18377 {{0.023889 , 0.872769 , 0.013700 },{ 0.367420 , -0.157700 , 0.916588}},
18378 {{0.019479 , 0.875688 , 0.015970 },{ 0.417160 , -0.129521 , 0.899556}},
18379 {{0.017956 , 0.872776 , 0.016257 },{ 0.417160 , -0.129521 , 0.899556}},
18380 {{0.021393 , 0.871400 , 0.014465 },{ 0.417160 , -0.129521 , 0.899556}},
18381 {{0.019479 , 0.875688 , 0.015970 },{ 0.236950 , -0.028217 , 0.971112}},
18382 {{0.012591 , 0.874323 , 0.017611 },{ 0.236950 , -0.028217 , 0.971112}},
18383 {{0.017956 , 0.872776 , 0.016257 },{ 0.236950 , -0.028217 , 0.971112}},
18384 {{0.013721 , 0.877514 , 0.017683 },{ 0.251019 , -0.110587 , 0.961644}},
18385 {{0.012591 , 0.874323 , 0.017611 },{ 0.251019 , -0.110587 , 0.961644}},
18386 {{0.019479 , 0.875688 , 0.015970 },{ 0.251019 , -0.110587 , 0.961644}},
18387 {{0.014109 , 0.881169 , 0.017985 },{ 0.252425 , -0.106265 , 0.961764}},
18388 {{0.013721 , 0.877514 , 0.017683 },{ 0.252425 , -0.106265 , 0.961764}},
18389 {{0.019479 , 0.875688 , 0.015970 },{ 0.252425 , -0.106265 , 0.961764}},
18390 {{0.014109 , 0.881169 , 0.017985 },{ 0.308495 , -0.047028 , 0.950063}},
18391 {{0.019479 , 0.875688 , 0.015970 },{ 0.308495 , -0.047028 , 0.950063}},
18392 {{0.020007 , 0.878990 , 0.015962 },{ 0.308495 , -0.047028 , 0.950063}},
18393 {{0.020007 , 0.878990 , 0.015962 },{ 0.446126 , -0.069175 , 0.892293}},
18394 {{0.019479 , 0.875688 , 0.015970 },{ 0.446126 , -0.069175 , 0.892293}},
18395 {{0.027094 , 0.875086 , 0.012116 },{ 0.446126 , -0.069175 , 0.892293}},
18396 {{0.019479 , 0.875688 , 0.015970 },{ 0.450695 , -0.013220 , 0.892580}},
18397 {{0.023889 , 0.872769 , 0.013700 },{ 0.450695 , -0.013220 , 0.892580}},
18398 {{0.027094 , 0.875086 , 0.012116 },{ 0.450695 , -0.013220 , 0.892580}},
18399 {{-0.015397 , 0.865320 , 0.007969 },{ -0.889300 , 0.455681 , 0.038747}},
18400 {{-0.016581 , 0.862679 , 0.011854 },{ -0.889300 , 0.455681 , 0.038747}},
18401 {{-0.015021 , 0.866033 , 0.008213 },{ -0.889300 , 0.455681 , 0.038747}},
18402 {{-0.015397 , 0.865320 , 0.007969 },{ -0.922161 , 0.386369 , -0.018386}},
18403 {{-0.016508 , 0.862751 , 0.009707 },{ -0.922161 , 0.386369 , -0.018386}},
18404 {{-0.016581 , 0.862679 , 0.011854 },{ -0.922161 , 0.386369 , -0.018386}},
18405 {{-0.032457 , 0.845070 , -0.024304 },{ -0.994206 , -0.104876 , 0.023548}},
18406 {{-0.030761 , 0.830588 , -0.017197 },{ -0.994206 , -0.104876 , 0.023548}},
18407 {{-0.031808 , 0.841196 , -0.014157 },{ -0.994206 , -0.104876 , 0.023548}},
18408 {{-0.032457 , 0.845070 , -0.024304 },{ -0.986178 , -0.150016 , -0.070350}},
18409 {{-0.031046 , 0.835144 , -0.022917 },{ -0.986178 , -0.150016 , -0.070350}},
18410 {{-0.030761 , 0.830588 , -0.017197 },{ -0.986178 , -0.150016 , -0.070350}},
18411 {{-0.030143 , 0.837553 , -0.028945 },{ -0.963267 , -0.166384 , -0.210794}},
18412 {{-0.031046 , 0.835144 , -0.022917 },{ -0.963267 , -0.166384 , -0.210794}},
18413 {{-0.032457 , 0.845070 , -0.024304 },{ -0.963267 , -0.166384 , -0.210794}},
18414 {{-0.031621 , 0.850259 , -0.033808 },{ -0.965555 , -0.183081 , -0.184891}},
18415 {{-0.030143 , 0.837553 , -0.028945 },{ -0.965555 , -0.183081 , -0.184891}},
18416 {{-0.032457 , 0.845070 , -0.024304 },{ -0.965555 , -0.183081 , -0.184891}},
18417 {{-0.032606 , 0.864204 , -0.039108 },{ -0.979294 , -0.128596 , -0.156352}},
18418 {{-0.031621 , 0.850259 , -0.033808 },{ -0.979294 , -0.128596 , -0.156352}},
18419 {{-0.032457 , 0.845070 , -0.024304 },{ -0.979294 , -0.128596 , -0.156352}},
18420 {{-0.032606 , 0.864204 , -0.039108 },{ -0.969256 , -0.155245 , -0.190896}},
18421 {{-0.032457 , 0.845070 , -0.024304 },{ -0.969256 , -0.155245 , -0.190896}},
18422 {{-0.033878 , 0.856234 , -0.026168 },{ -0.969256 , -0.155245 , -0.190896}},
18423 {{-0.031489 , 0.863512 , -0.066175 },{ -0.945842 , 0.044218 , -0.321603}},
18424 {{-0.032255 , 0.865797 , -0.063608 },{ -0.945842 , 0.044218 , -0.321603}},
18425 {{-0.031951 , 0.867303 , -0.064295 },{ -0.945842 , 0.044218 , -0.321603}},
18426 {{-0.031489 , 0.863512 , -0.066175 },{ -0.955028 , 0.029908 , -0.295005}},
18427 {{-0.031951 , 0.867303 , -0.064295 },{ -0.955028 , 0.029908 , -0.295005}},
18428 {{-0.030978 , 0.864935 , -0.067685 },{ -0.955028 , 0.029908 , -0.295005}},
18429 {{-0.031951 , 0.867303 , -0.064295 },{ -0.983058 , 0.151098 , -0.103762}},
18430 {{-0.032255 , 0.865797 , -0.063608 },{ -0.983058 , 0.151098 , -0.103762}},
18431 {{-0.032158 , 0.868802 , -0.060151 },{ -0.983058 , 0.151098 , -0.103762}},
18432 {{-0.032255 , 0.865797 , -0.063608 },{ -0.997918 , 0.059856 , -0.024030}},
18433 {{-0.032293 , 0.866585 , -0.060067 },{ -0.997918 , 0.059856 , -0.024030}},
18434 {{-0.032158 , 0.868802 , -0.060151 },{ -0.997918 , 0.059856 , -0.024030}},
18435 {{-0.032171 , 0.864486 , -0.061871 },{ -0.998688 , -0.050447 , -0.008841}},
18436 {{-0.032206 , 0.864512 , -0.058066 },{ -0.998688 , -0.050447 , -0.008841}},
18437 {{-0.032293 , 0.866585 , -0.060067 },{ -0.998688 , -0.050447 , -0.008841}},
18438 {{-0.032171 , 0.864486 , -0.061871 },{ -0.998173 , -0.060354 , 0.002721}},
18439 {{-0.032293 , 0.866585 , -0.060067 },{ -0.998173 , -0.060354 , 0.002721}},
18440 {{-0.032255 , 0.865797 , -0.063608 },{ -0.998173 , -0.060354 , 0.002721}},
18441 {{-0.032158 , 0.868802 , -0.060151 },{ -0.868145 , -0.381449 , 0.317524}},
18442 {{-0.031746 , 0.869883 , -0.057726 },{ -0.868145 , -0.381449 , 0.317524}},
18443 {{-0.032326 , 0.870537 , -0.058526 },{ -0.868145 , -0.381449 , 0.317524}},
18444 {{-0.032549 , 0.870039 , -0.060649 },{ -0.958092 , -0.239691 , 0.156870}},
18445 {{-0.032158 , 0.868802 , -0.060151 },{ -0.958092 , -0.239691 , 0.156870}},
18446 {{-0.032326 , 0.870537 , -0.058526 },{ -0.958092 , -0.239691 , 0.156870}},
18447 {{-0.028878 , 0.850869 , -0.059461 },{ -0.797902 , -0.450645 , -0.400340}},
18448 {{-0.028418 , 0.849167 , -0.058462 },{ -0.797902 , -0.450645 , -0.400340}},
18449 {{-0.029153 , 0.849246 , -0.057086 },{ -0.797902 , -0.450645 , -0.400340}},
18450 {{-0.027824 , 0.850252 , -0.060600 },{ -0.760223 , -0.469217 , -0.449329}},
18451 {{-0.028418 , 0.849167 , -0.058462 },{ -0.760223 , -0.469217 , -0.449329}},
18452 {{-0.028878 , 0.850869 , -0.059461 },{ -0.760223 , -0.469217 , -0.449329}},
18453 {{-0.016361 , 0.845488 , 0.014708 },{ 0.441543 , -0.378355 , -0.813565}},
18454 {{-0.016930 , 0.844353 , 0.014927 },{ 0.441543 , -0.378355 , -0.813565}},
18455 {{-0.018526 , 0.845632 , 0.013466 },{ 0.441543 , -0.378355 , -0.813565}},
18456 {{-0.016361 , 0.845488 , 0.014708 },{ 0.453665 , -0.327534 , -0.828800}},
18457 {{-0.018526 , 0.845632 , 0.013466 },{ 0.453665 , -0.327534 , -0.828800}},
18458 {{-0.018002 , 0.846912 , 0.013247 },{ 0.453665 , -0.327534 , -0.828800}},
18459 {{-0.018002 , 0.846912 , 0.013247 },{ 0.035189 , -0.695626 , -0.717541}},
18460 {{-0.016241 , 0.846574 , 0.013661 },{ 0.035189 , -0.695626 , -0.717541}},
18461 {{-0.016361 , 0.845488 , 0.014708 },{ 0.035189 , -0.695626 , -0.717541}},
18462 {{-0.017387 , 0.847869 , 0.012565 },{ 0.069235 , -0.608055 , -0.790870}},
18463 {{-0.016241 , 0.846574 , 0.013661 },{ 0.069235 , -0.608055 , -0.790870}},
18464 {{-0.018002 , 0.846912 , 0.013247 },{ 0.069235 , -0.608055 , -0.790870}},
18465 {{-0.017387 , 0.847869 , 0.012565 },{ 0.544152 , -0.689887 , -0.477446}},
18466 {{-0.018002 , 0.846912 , 0.013247 },{ 0.544152 , -0.689887 , -0.477446}},
18467 {{-0.018182 , 0.848595 , 0.010610 },{ 0.544152 , -0.689887 , -0.477446}},
18468 {{-0.018002 , 0.846912 , 0.013247 },{ 0.318403 , -0.789074 , -0.525340}},
18469 {{-0.018994 , 0.848256 , 0.010627 },{ 0.318403 , -0.789074 , -0.525340}},
18470 {{-0.018182 , 0.848595 , 0.010610 },{ 0.318403 , -0.789074 , -0.525340}},
18471 {{0.002243 , 0.866015 , 0.008916 },{ -0.306390 , 0.928111 , 0.211506}},
18472 {{0.001139 , 0.865855 , 0.008019 },{ -0.306390 , 0.928111 , 0.211506}},
18473 {{0.001366 , 0.865404 , 0.010327 },{ -0.306390 , 0.928111 , 0.211506}},
18474 {{0.002607 , 0.866151 , 0.011583 },{ -0.537947 , 0.842428 , 0.030475}},
18475 {{0.002243 , 0.866015 , 0.008916 },{ -0.537947 , 0.842428 , 0.030475}},
18476 {{0.001366 , 0.865404 , 0.010327 },{ -0.537947 , 0.842428 , 0.030475}},
18477 {{0.001366 , 0.865404 , 0.010327 },{ -0.697695 , 0.648992 , 0.303365}},
18478 {{0.003837 , 0.866135 , 0.014446 },{ -0.697695 , 0.648992 , 0.303365}},
18479 {{0.002607 , 0.866151 , 0.011583 },{ -0.697695 , 0.648992 , 0.303365}},
18480 {{0.001366 , 0.865404 , 0.010327 },{ -0.854474 , 0.209343 , 0.475447}},
18481 {{0.002753 , 0.864672 , 0.013142 },{ -0.854474 , 0.209343 , 0.475447}},
18482 {{0.003837 , 0.866135 , 0.014446 },{ -0.854474 , 0.209343 , 0.475447}},
18483 {{0.001366 , 0.865404 , 0.010327 },{ -0.843015 , 0.244718 , 0.478999}},
18484 {{0.001502 , 0.863140 , 0.011723 },{ -0.843015 , 0.244718 , 0.478999}},
18485 {{0.002753 , 0.864672 , 0.013142 },{ -0.843015 , 0.244718 , 0.478999}},
18486 {{-0.000044 , 0.864592 , 0.009147 },{ -0.710829 , 0.337736 , 0.616974}},
18487 {{0.001502 , 0.863140 , 0.011723 },{ -0.710829 , 0.337736 , 0.616974}},
18488 {{0.001366 , 0.865404 , 0.010327 },{ -0.710829 , 0.337736 , 0.616974}},
18489 {{-0.000590 , 0.866502 , 0.006950 },{ -0.711999 , 0.432633 , 0.553070}},
18490 {{-0.000044 , 0.864592 , 0.009147 },{ -0.711999 , 0.432633 , 0.553070}},
18491 {{0.001366 , 0.865404 , 0.010327 },{ -0.711999 , 0.432633 , 0.553070}},
18492 {{0.001366 , 0.865404 , 0.010327 },{ 0.257084 , 0.952895 , 0.160929}},
18493 {{0.001139 , 0.865855 , 0.008019 },{ 0.257084 , 0.952895 , 0.160929}},
18494 {{-0.000590 , 0.866502 , 0.006950 },{ 0.257084 , 0.952895 , 0.160929}},
18495 {{-0.018994 , 0.848256 , 0.010627 },{ 0.808817 , -0.339306 , -0.480298}},
18496 {{-0.018002 , 0.846912 , 0.013247 },{ 0.808817 , -0.339306 , -0.480298}},
18497 {{-0.019461 , 0.846813 , 0.010860 },{ 0.808817 , -0.339306 , -0.480298}},
18498 {{-0.019461 , 0.846813 , 0.010860 },{ 0.788446 , -0.402384 , -0.465231}},
18499 {{-0.018002 , 0.846912 , 0.013247 },{ 0.788446 , -0.402384 , -0.465231}},
18500 {{-0.018526 , 0.845632 , 0.013466 },{ 0.788446 , -0.402384 , -0.465231}},
18501 {{-0.032177 , 0.868728 , -0.063490 },{ -0.832710 , -0.536141 , 0.138372}},
18502 {{-0.032549 , 0.870039 , -0.060649 },{ -0.832710 , -0.536141 , 0.138372}},
18503 {{-0.032887 , 0.870555 , -0.060684 },{ -0.832710 , -0.536141 , 0.138372}},
18504 {{-0.032177 , 0.868728 , -0.063490 },{ -0.886278 , -0.457288 , 0.073478}},
18505 {{-0.032887 , 0.870555 , -0.060684 },{ -0.886278 , -0.457288 , 0.073478}},
18506 {{-0.032182 , 0.868550 , -0.064658 },{ -0.886278 , -0.457288 , 0.073478}},
18507 {{-0.032177 , 0.868728 , -0.063490 },{ -0.954811 , -0.296971 , 0.012017}},
18508 {{-0.032158 , 0.868802 , -0.060151 },{ -0.954811 , -0.296971 , 0.012017}},
18509 {{-0.032549 , 0.870039 , -0.060649 },{ -0.954811 , -0.296971 , 0.012017}},
18510 {{-0.031951 , 0.867303 , -0.064295 },{ -0.986797 , -0.161702 , 0.009200}},
18511 {{-0.032158 , 0.868802 , -0.060151 },{ -0.986797 , -0.161702 , 0.009200}},
18512 {{-0.032177 , 0.868728 , -0.063490 },{ -0.986797 , -0.161702 , 0.009200}},
18513 {{-0.030978 , 0.864935 , -0.067685 },{ -0.960128 , 0.005626 , -0.279506}},
18514 {{-0.031951 , 0.867303 , -0.064295 },{ -0.960128 , 0.005626 , -0.279506}},
18515 {{-0.032177 , 0.868728 , -0.063490 },{ -0.960128 , 0.005626 , -0.279506}},
18516 {{-0.030978 , 0.864935 , -0.067685 },{ -0.931339 , -0.359383 , 0.058752}},
18517 {{-0.032177 , 0.868728 , -0.063490 },{ -0.931339 , -0.359383 , 0.058752}},
18518 {{-0.032182 , 0.868550 , -0.064658 },{ -0.931339 , -0.359383 , 0.058752}},
18519 {{-0.019344 , 0.875567 , 0.004341 },{ -0.553692 , -0.719058 , 0.419977}},
18520 {{-0.021588 , 0.876670 , 0.003271 },{ -0.553692 , -0.719058 , 0.419977}},
18521 {{-0.020238 , 0.875266 , 0.002647 },{ -0.553692 , -0.719058 , 0.419977}},
18522 {{-0.019344 , 0.875567 , 0.004341 },{ -0.553579 , -0.719169 , 0.419936}},
18523 {{-0.020238 , 0.875266 , 0.002647 },{ -0.553579 , -0.719169 , 0.419936}},
18524 {{-0.018489 , 0.874026 , 0.002829 },{ -0.553579 , -0.719169 , 0.419936}},
18525 {{-0.014321 , 0.866672 , -0.000786 },{ -0.986219 , -0.039143 , 0.160747}},
18526 {{-0.013957 , 0.867517 , 0.001653 },{ -0.986219 , -0.039143 , 0.160747}},
18527 {{-0.014166 , 0.869017 , 0.000736 },{ -0.986219 , -0.039143 , 0.160747}},
18528 {{-0.014321 , 0.866672 , -0.000786 },{ -0.871813 , -0.224830 , 0.435193}},
18529 {{-0.014166 , 0.869017 , 0.000736 },{ -0.871813 , -0.224830 , 0.435193}},
18530 {{-0.014667 , 0.868664 , -0.000450 },{ -0.871813 , -0.224830 , 0.435193}},
18531 {{-0.014166 , 0.869017 , 0.000736 },{ -0.612641 , -0.648494 , 0.451803}},
18532 {{-0.015947 , 0.870152 , -0.000050 },{ -0.612641 , -0.648494 , 0.451803}},
18533 {{-0.014667 , 0.868664 , -0.000450 },{ -0.612641 , -0.648494 , 0.451803}},
18534 {{-0.015774 , 0.870679 , 0.000530 },{ -0.595550 , -0.498074 , 0.630272}},
18535 {{-0.015947 , 0.870152 , -0.000050 },{ -0.595550 , -0.498074 , 0.630272}},
18536 {{-0.014166 , 0.869017 , 0.000736 },{ -0.595550 , -0.498074 , 0.630272}},
18537 {{-0.014882 , 0.844139 , 0.011599 },{ -0.913406 , 0.362893 , -0.184384}},
18538 {{-0.015473 , 0.843850 , 0.013958 },{ -0.913406 , 0.362893 , -0.184384}},
18539 {{-0.014968 , 0.845019 , 0.013757 },{ -0.913406 , 0.362893 , -0.184384}},
18540 {{-0.014443 , 0.845416 , 0.011391 },{ -0.941335 , 0.297715 , -0.158918}},
18541 {{-0.014882 , 0.844139 , 0.011599 },{ -0.941335 , 0.297715 , -0.158918}},
18542 {{-0.014968 , 0.845019 , 0.013757 },{ -0.941335 , 0.297715 , -0.158918}},
18543 {{-0.014814 , 0.846485 , 0.011142 },{ -0.891864 , -0.370104 , -0.260004}},
18544 {{-0.014443 , 0.845416 , 0.011391 },{ -0.891864 , -0.370104 , -0.260004}},
18545 {{-0.014968 , 0.845019 , 0.013757 },{ -0.891864 , -0.370104 , -0.260004}},
18546 {{-0.014814 , 0.846485 , 0.011142 },{ -0.964612 , -0.201670 , -0.169864}},
18547 {{-0.014968 , 0.845019 , 0.013757 },{ -0.964612 , -0.201670 , -0.169864}},
18548 {{-0.015116 , 0.846442 , 0.012908 },{ -0.964612 , -0.201670 , -0.169864}},
18549 {{-0.016241 , 0.846574 , 0.013661 },{ -0.527267 , -0.475129 , -0.704445}},
18550 {{-0.015116 , 0.846442 , 0.012908 },{ -0.527267 , -0.475129 , -0.704445}},
18551 {{-0.014968 , 0.845019 , 0.013757 },{ -0.527267 , -0.475129 , -0.704445}},
18552 {{-0.016241 , 0.846574 , 0.013661 },{ -0.593534 , -0.523620 , -0.611179}},
18553 {{-0.014968 , 0.845019 , 0.013757 },{ -0.593534 , -0.523620 , -0.611179}},
18554 {{-0.016361 , 0.845488 , 0.014708 },{ -0.593534 , -0.523620 , -0.611179}},
18555 {{-0.014968 , 0.845019 , 0.013757 },{ -0.531371 , 0.084621 , -0.842902}},
18556 {{-0.015473 , 0.843850 , 0.013958 },{ -0.531371 , 0.084621 , -0.842902}},
18557 {{-0.016930 , 0.844353 , 0.014927 },{ -0.531371 , 0.084621 , -0.842902}},
18558 {{-0.014968 , 0.845019 , 0.013757 },{ -0.535776 , 0.106995 , -0.837554}},
18559 {{-0.016930 , 0.844353 , 0.014927 },{ -0.535776 , 0.106995 , -0.837554}},
18560 {{-0.016361 , 0.845488 , 0.014708 },{ -0.535776 , 0.106995 , -0.837554}},
18561 {{0.003837 , 0.866135 , 0.014446 },{ -0.616374 , -0.217795 , 0.756736}},
18562 {{0.002753 , 0.864672 , 0.013142 },{ -0.616374 , -0.217795 , 0.756736}},
18563 {{0.006339 , 0.863790 , 0.015809 },{ -0.616374 , -0.217795 , 0.756736}},
18564 {{0.003837 , 0.866135 , 0.014446 },{ -0.576999 , -0.148857 , 0.803065}},
18565 {{0.006339 , 0.863790 , 0.015809 },{ -0.576999 , -0.148857 , 0.803065}},
18566 {{0.006969 , 0.865815 , 0.016637 },{ -0.576999 , -0.148857 , 0.803065}},
18567 {{0.006969 , 0.865815 , 0.016637 },{ -0.173210 , -0.326112 , 0.929327}},
18568 {{0.006339 , 0.863790 , 0.015809 },{ -0.173210 , -0.326112 , 0.929327}},
18569 {{0.010941 , 0.865606 , 0.017304 },{ -0.173210 , -0.326112 , 0.929327}},
18570 {{0.010941 , 0.865606 , 0.017304 },{ -0.257649 , -0.134749 , 0.956797}},
18571 {{0.006339 , 0.863790 , 0.015809 },{ -0.257649 , -0.134749 , 0.956797}},
18572 {{0.010945 , 0.863454 , 0.017002 },{ -0.257649 , -0.134749 , 0.956797}},
18573 {{0.006339 , 0.863790 , 0.015809 },{ -0.259680 , -0.227525 , 0.938509}},
18574 {{0.011104 , 0.860711 , 0.016381 },{ -0.259680 , -0.227525 , 0.938509}},
18575 {{0.010945 , 0.863454 , 0.017002 },{ -0.259680 , -0.227525 , 0.938509}},
18576 {{0.006339 , 0.863790 , 0.015809 },{ -0.331364 , -0.350043 , 0.876167}},
18577 {{0.005653 , 0.861188 , 0.014510 },{ -0.331364 , -0.350043 , 0.876167}},
18578 {{0.011104 , 0.860711 , 0.016381 },{ -0.331364 , -0.350043 , 0.876167}},
18579 {{0.001502 , 0.863140 , 0.011723 },{ -0.612571 , -0.217818 , 0.759811}},
18580 {{0.005653 , 0.861188 , 0.014510 },{ -0.612571 , -0.217818 , 0.759811}},
18581 {{0.006339 , 0.863790 , 0.015809 },{ -0.612571 , -0.217818 , 0.759811}},
18582 {{0.001502 , 0.863140 , 0.011723 },{ -0.615983 , -0.202206 , 0.761366}},
18583 {{0.006339 , 0.863790 , 0.015809 },{ -0.615983 , -0.202206 , 0.761366}},
18584 {{0.002753 , 0.864672 , 0.013142 },{ -0.615983 , -0.202206 , 0.761366}},
18585 {{-0.025222 , 0.845513 , -0.060743 },{ 0.237600 , -0.867977 , -0.436077}},
18586 {{-0.028945 , 0.842530 , -0.056834 },{ 0.237600 , -0.867977 , -0.436077}},
18587 {{-0.027851 , 0.845360 , -0.061871 },{ 0.237600 , -0.867977 , -0.436077}},
18588 {{-0.025222 , 0.845513 , -0.060743 },{ 0.072050 , -0.824807 , -0.560805}},
18589 {{-0.025441 , 0.842318 , -0.056072 },{ 0.072050 , -0.824807 , -0.560805}},
18590 {{-0.028945 , 0.842530 , -0.056834 },{ 0.072050 , -0.824807 , -0.560805}},
18591 {{-0.024134 , 0.843043 , -0.055167 },{ 0.643167 , -0.645733 , -0.411539}},
18592 {{-0.025441 , 0.842318 , -0.056072 },{ 0.643167 , -0.645733 , -0.411539}},
18593 {{-0.025222 , 0.845513 , -0.060743 },{ 0.643167 , -0.645733 , -0.411539}},
18594 {{-0.024134 , 0.843043 , -0.055167 },{ 0.609704 , -0.673798 , -0.417441}},
18595 {{-0.025222 , 0.845513 , -0.060743 },{ 0.609704 , -0.673798 , -0.417441}},
18596 {{-0.023535 , 0.845425 , -0.058137 },{ 0.609704 , -0.673798 , -0.417441}},
18597 {{-0.023063 , 0.850295 , -0.063281 },{ 0.688332 , -0.557249 , -0.464406}},
18598 {{-0.023535 , 0.845425 , -0.058137 },{ 0.688332 , -0.557249 , -0.464406}},
18599 {{-0.025222 , 0.845513 , -0.060743 },{ 0.688332 , -0.557249 , -0.464406}},
18600 {{-0.025614 , 0.850964 , -0.064992 },{ 0.356094 , -0.558422 , -0.749241}},
18601 {{-0.023063 , 0.850295 , -0.063281 },{ 0.356094 , -0.558422 , -0.749241}},
18602 {{-0.025222 , 0.845513 , -0.060743 },{ 0.356094 , -0.558422 , -0.749241}},
18603 {{-0.021861 , 0.843160 , 0.001417 },{ -0.734533 , -0.107890 , 0.669941}},
18604 {{-0.020553 , 0.844544 , 0.003074 },{ -0.734533 , -0.107890 , 0.669941}},
18605 {{-0.021158 , 0.849079 , 0.003141 },{ -0.734533 , -0.107890 , 0.669941}},
18606 {{-0.021158 , 0.849079 , 0.003141 },{ -0.123744 , -0.031162 , 0.991825}},
18607 {{-0.020553 , 0.844544 , 0.003074 },{ -0.123744 , -0.031162 , 0.991825}},
18608 {{-0.020369 , 0.848333 , 0.003216 },{ -0.123744 , -0.031162 , 0.991825}},
18609 {{-0.020553 , 0.844544 , 0.003074 },{ -0.983700 , 0.054196 , -0.171455}},
18610 {{-0.020511 , 0.847214 , 0.003677 },{ -0.983700 , 0.054196 , -0.171455}},
18611 {{-0.020369 , 0.848333 , 0.003216 },{ -0.983700 , 0.054196 , -0.171455}},
18612 {{-0.020553 , 0.844544 , 0.003074 },{ -0.991297 , -0.013969 , 0.130900}},
18613 {{-0.020307 , 0.844835 , 0.004968 },{ -0.991297 , -0.013969 , 0.130900}},
18614 {{-0.020511 , 0.847214 , 0.003677 },{ -0.991297 , -0.013969 , 0.130900}},
18615 {{-0.020553 , 0.844544 , 0.003074 },{ -0.846233 , -0.499074 , 0.186589}},
18616 {{-0.018731 , 0.843177 , 0.007681 },{ -0.846233 , -0.499074 , 0.186589}},
18617 {{-0.020307 , 0.844835 , 0.004968 },{ -0.846233 , -0.499074 , 0.186589}},
18618 {{-0.020553 , 0.844544 , 0.003074 },{ -0.932250 , -0.026430 , 0.360849}},
18619 {{-0.019742 , 0.840732 , 0.004890 },{ -0.932250 , -0.026430 , 0.360849}},
18620 {{-0.018731 , 0.843177 , 0.007681 },{ -0.932250 , -0.026430 , 0.360849}},
18621 {{-0.021844 , 0.837478 , 0.001801 },{ -0.854888 , 0.063425 , 0.514921}},
18622 {{-0.019742 , 0.840732 , 0.004890 },{ -0.854888 , 0.063425 , 0.514921}},
18623 {{-0.020553 , 0.844544 , 0.003074 },{ -0.854888 , 0.063425 , 0.514921}},
18624 {{-0.021861 , 0.843160 , 0.001417 },{ -0.799585 , 0.038112 , 0.599342}},
18625 {{-0.021844 , 0.837478 , 0.001801 },{ -0.799585 , 0.038112 , 0.599342}},
18626 {{-0.020553 , 0.844544 , 0.003074 },{ -0.799585 , 0.038112 , 0.599342}},
18627 {{0.010941 , 0.865606 , 0.017304 },{ 0.361151 , -0.128933 , 0.923551}},
18628 {{0.010945 , 0.863454 , 0.017002 },{ 0.361151 , -0.128933 , 0.923551}},
18629 {{0.015390 , 0.864358 , 0.015390 },{ 0.361151 , -0.128933 , 0.923551}},
18630 {{0.014690 , 0.865920 , 0.015597 },{ 0.409213 , 0.062752 , 0.910278}},
18631 {{0.010941 , 0.865606 , 0.017304 },{ 0.409213 , 0.062752 , 0.910278}},
18632 {{0.015390 , 0.864358 , 0.015390 },{ 0.409213 , 0.062752 , 0.910278}},
18633 {{0.017771 , 0.866233 , 0.013313 },{ 0.578433 , 0.153032 , 0.801247}},
18634 {{0.014690 , 0.865920 , 0.015597 },{ 0.578433 , 0.153032 , 0.801247}},
18635 {{0.015390 , 0.864358 , 0.015390 },{ 0.578433 , 0.153032 , 0.801247}},
18636 {{0.017771 , 0.866233 , 0.013313 },{ 0.446691 , 0.346491 , 0.824870}},
18637 {{0.015390 , 0.864358 , 0.015390 },{ 0.446691 , 0.346491 , 0.824870}},
18638 {{0.018839 , 0.865468 , 0.013056 },{ 0.446691 , 0.346491 , 0.824870}},
18639 {{0.020923 , 0.865889 , 0.012624 },{ -0.142978 , 0.958975 , 0.244794}},
18640 {{0.018839 , 0.865468 , 0.013056 },{ -0.142978 , 0.958975 , 0.244794}},
18641 {{0.015390 , 0.864358 , 0.015390 },{ -0.142978 , 0.958975 , 0.244794}},
18642 {{0.020923 , 0.865889 , 0.012624 },{ 0.444237 , 0.012974 , 0.895815}},
18643 {{0.015390 , 0.864358 , 0.015390 },{ 0.444237 , 0.012974 , 0.895815}},
18644 {{0.016461 , 0.862417 , 0.014887 },{ 0.444237 , 0.012974 , 0.895815}},
18645 {{0.015390 , 0.864358 , 0.015390 },{ 0.292760 , -0.085267 , 0.952377}},
18646 {{0.011104 , 0.860711 , 0.016381 },{ 0.292760 , -0.085267 , 0.952377}},
18647 {{0.016461 , 0.862417 , 0.014887 },{ 0.292760 , -0.085267 , 0.952377}},
18648 {{0.015390 , 0.864358 , 0.015390 },{ 0.368071 , -0.184958 , 0.911216}},
18649 {{0.010945 , 0.863454 , 0.017002 },{ 0.368071 , -0.184958 , 0.911216}},
18650 {{0.011104 , 0.860711 , 0.016381 },{ 0.368071 , -0.184958 , 0.911216}},
18651 {{-0.029479 , 0.848567 , -0.055255 },{ -0.897511 , -0.328295 , -0.294444}},
18652 {{-0.030750 , 0.848890 , -0.051741 },{ -0.897511 , -0.328295 , -0.294444}},
18653 {{-0.030315 , 0.849404 , -0.053640 },{ -0.897511 , -0.328295 , -0.294444}},
18654 {{-0.029479 , 0.848567 , -0.055255 },{ -0.937189 , -0.118482 , -0.328084}},
18655 {{-0.029813 , 0.848282 , -0.054198 },{ -0.937189 , -0.118482 , -0.328084}},
18656 {{-0.030750 , 0.848890 , -0.051741 },{ -0.937189 , -0.118482 , -0.328084}},
18657 {{-0.030315 , 0.849404 , -0.053640 },{ -0.952675 , -0.232688 , -0.195617}},
18658 {{-0.030598 , 0.850160 , -0.053161 },{ -0.952675 , -0.232688 , -0.195617}},
18659 {{-0.030529 , 0.850856 , -0.054325 },{ -0.952675 , -0.232688 , -0.195617}},
18660 {{-0.030315 , 0.849404 , -0.053640 },{ -0.951683 , -0.234045 , -0.198803}},
18661 {{-0.030529 , 0.850856 , -0.054325 },{ -0.951683 , -0.234045 , -0.198803}},
18662 {{-0.030149 , 0.850173 , -0.055340 },{ -0.951683 , -0.234045 , -0.198803}},
18663 {{-0.019801 , 0.849841 , 0.004153 },{ -0.759583 , 0.551427 , -0.344908}},
18664 {{-0.020808 , 0.849252 , 0.005429 },{ -0.759583 , 0.551427 , -0.344908}},
18665 {{-0.019087 , 0.851876 , 0.005834 },{ -0.759583 , 0.551427 , -0.344908}},
18666 {{-0.019087 , 0.851876 , 0.005834 },{ -0.560547 , 0.472608 , -0.680021}},
18667 {{-0.020808 , 0.849252 , 0.005429 },{ -0.560547 , 0.472608 , -0.680021}},
18668 {{-0.019877 , 0.851598 , 0.006292 },{ -0.560547 , 0.472608 , -0.680021}},
18669 {{-0.020808 , 0.849252 , 0.005429 },{ -0.823650 , 0.467301 , -0.321295}},
18670 {{-0.021837 , 0.849019 , 0.007728 },{ -0.823650 , 0.467301 , -0.321295}},
18671 {{-0.020775 , 0.850875 , 0.007705 },{ -0.823650 , 0.467301 , -0.321295}},
18672 {{-0.020808 , 0.849252 , 0.005429 },{ -0.840909 , 0.446308 , -0.306074}},
18673 {{-0.020775 , 0.850875 , 0.007705 },{ -0.840909 , 0.446308 , -0.306074}},
18674 {{-0.019877 , 0.851598 , 0.006292 },{ -0.840909 , 0.446308 , -0.306074}},
18675 {{-0.021582 , 0.846604 , 0.005672 },{ -0.912257 , 0.205394 , -0.354402}},
18676 {{-0.022733 , 0.846337 , 0.008480 },{ -0.912257 , 0.205394 , -0.354402}},
18677 {{-0.021837 , 0.849019 , 0.007728 },{ -0.912257 , 0.205394 , -0.354402}},
18678 {{-0.021582 , 0.846604 , 0.005672 },{ -0.897198 , 0.227512 , -0.378516}},
18679 {{-0.021837 , 0.849019 , 0.007728 },{ -0.897198 , 0.227512 , -0.378516}},
18680 {{-0.020808 , 0.849252 , 0.005429 },{ -0.897198 , 0.227512 , -0.378516}},
18681 {{-0.020511 , 0.847214 , 0.003677 },{ -0.885795 , 0.221491 , -0.407809}},
18682 {{-0.021582 , 0.846604 , 0.005672 },{ -0.885795 , 0.221491 , -0.407809}},
18683 {{-0.020808 , 0.849252 , 0.005429 },{ -0.885795 , 0.221491 , -0.407809}},
18684 {{-0.020511 , 0.847214 , 0.003677 },{ -0.810738 , 0.309188 , -0.497098}},
18685 {{-0.020808 , 0.849252 , 0.005429 },{ -0.810738 , 0.309188 , -0.497098}},
18686 {{-0.019801 , 0.849841 , 0.004153 },{ -0.810738 , 0.309188 , -0.497098}},
18687 {{-0.025614 , 0.850964 , -0.064992 },{ 0.539593 , -0.493123 , -0.682400}},
18688 {{-0.025222 , 0.845513 , -0.060743 },{ 0.539593 , -0.493123 , -0.682400}},
18689 {{-0.027849 , 0.850136 , -0.066161 },{ 0.539593 , -0.493123 , -0.682400}},
18690 {{-0.027849 , 0.850136 , -0.066161 },{ 0.337091 , -0.629209 , -0.700333}},
18691 {{-0.025222 , 0.845513 , -0.060743 },{ 0.337091 , -0.629209 , -0.700333}},
18692 {{-0.027851 , 0.845360 , -0.061871 },{ 0.337091 , -0.629209 , -0.700333}},
18693 {{-0.023535 , 0.845425 , -0.058137 },{ 0.959399 , 0.091428 , 0.266824}},
18694 {{-0.025019 , 0.844094 , -0.052345 },{ 0.959399 , 0.091428 , 0.266824}},
18695 {{-0.024134 , 0.843043 , -0.055167 },{ 0.959399 , 0.091428 , 0.266824}},
18696 {{-0.024134 , 0.843043 , -0.055167 },{ 0.936032 , 0.301687 , 0.181188}},
18697 {{-0.025019 , 0.844094 , -0.052345 },{ 0.936032 , 0.301687 , 0.181188}},
18698 {{-0.024532 , 0.841756 , -0.050968 },{ 0.936032 , 0.301687 , 0.181188}},
18699 {{-0.025019 , 0.844094 , -0.052345 },{ 0.715977 , 0.458963 , 0.526051}},
18700 {{-0.026633 , 0.841579 , -0.047954 },{ 0.715977 , 0.458963 , 0.526051}},
18701 {{-0.024532 , 0.841756 , -0.050968 },{ 0.715977 , 0.458963 , 0.526051}},
18702 {{-0.025019 , 0.844094 , -0.052345 },{ 0.818500 , 0.314326 , 0.480892}},
18703 {{-0.027547 , 0.842501 , -0.047001 },{ 0.818500 , 0.314326 , 0.480892}},
18704 {{-0.026633 , 0.841579 , -0.047954 },{ 0.818500 , 0.314326 , 0.480892}},
18705 {{-0.025019 , 0.844094 , -0.052345 },{ 0.551218 , 0.691502 , 0.466886}},
18706 {{-0.029967 , 0.843603 , -0.045776 },{ 0.551218 , 0.691502 , 0.466886}},
18707 {{-0.027547 , 0.842501 , -0.047001 },{ 0.551218 , 0.691502 , 0.466886}},
18708 {{-0.024860 , 0.845196 , -0.055438 },{ 0.351440 , 0.876047 , 0.330200}},
18709 {{-0.029967 , 0.843603 , -0.045776 },{ 0.351440 , 0.876047 , 0.330200}},
18710 {{-0.025019 , 0.844094 , -0.052345 },{ 0.351440 , 0.876047 , 0.330200}},
18711 {{0.056961 , 0.868572 , -0.009876 },{ -0.705469 , -0.048345 , -0.707090}},
18712 {{0.059595 , 0.867227 , -0.012412 },{ -0.705469 , -0.048345 , -0.707090}},
18713 {{0.049244 , 0.864803 , -0.001919 },{ -0.705469 , -0.048345 , -0.707090}},
18714 {{0.059595 , 0.867227 , -0.012412 },{ 0.719298 , -0.221963 , 0.658288}},
18715 {{0.055858 , 0.868789 , -0.007802 },{ 0.719298 , -0.221963 , 0.658288}},
18716 {{0.049244 , 0.864803 , -0.001919 },{ 0.719298 , -0.221963 , 0.658288}},
18717 {{0.063255 , 0.869509 , -0.017819 },{ 0.791805 , 0.139168 , 0.594707}},
18718 {{0.055858 , 0.868789 , -0.007802 },{ 0.791805 , 0.139168 , 0.594707}},
18719 {{0.059595 , 0.867227 , -0.012412 },{ 0.791805 , 0.139168 , 0.594707}},
18720 {{0.063255 , 0.869509 , -0.017819 },{ 0.835600 , -0.042472 , 0.547693}},
18721 {{0.059595 , 0.867227 , -0.012412 },{ 0.835600 , -0.042472 , 0.547693}},
18722 {{0.062823 , 0.865175 , -0.017496 },{ 0.835600 , -0.042472 , 0.547693}},
18723 {{0.062823 , 0.865175 , -0.017496 },{ -0.809248 , 0.140332 , -0.570460}},
18724 {{0.059595 , 0.867227 , -0.012412 },{ -0.809248 , 0.140332 , -0.570460}},
18725 {{0.062907 , 0.867631 , -0.017011 },{ -0.809248 , 0.140332 , -0.570460}},
18726 {{0.062907 , 0.867631 , -0.017011 },{ -0.734962 , -0.378648 , -0.562545}},
18727 {{0.059595 , 0.867227 , -0.012412 },{ -0.734962 , -0.378648 , -0.562545}},
18728 {{0.056961 , 0.868572 , -0.009876 },{ -0.734962 , -0.378648 , -0.562545}},
18729 {{-0.023063 , 0.850295 , -0.063281 },{ -0.847359 , 0.512494 , 0.139041}},
18730 {{-0.024860 , 0.845196 , -0.055438 },{ -0.847359 , 0.512494 , 0.139041}},
18731 {{-0.025019 , 0.844094 , -0.052345 },{ -0.847359 , 0.512494 , 0.139041}},
18732 {{-0.023063 , 0.850295 , -0.063281 },{ 0.933293 , 0.214090 , 0.288323}},
18733 {{-0.025019 , 0.844094 , -0.052345 },{ 0.933293 , 0.214090 , 0.288323}},
18734 {{-0.023535 , 0.845425 , -0.058137 },{ 0.933293 , 0.214090 , 0.288323}},
18735 {{-0.021143 , 0.857970 , -0.070007 },{ -0.638304 , -0.366021 , -0.677198}},
18736 {{-0.006845 , 0.842749 , -0.075257 },{ -0.638304 , -0.366021 , -0.677198}},
18737 {{-0.018306 , 0.848386 , -0.067501 },{ -0.638304 , -0.366021 , -0.677198}},
18738 {{-0.016798 , 0.859954 , -0.074394 },{ -0.601250 , -0.310898 , -0.736099}},
18739 {{-0.006845 , 0.842749 , -0.075257 },{ -0.601250 , -0.310898 , -0.736099}},
18740 {{-0.021143 , 0.857970 , -0.070007 },{ -0.601250 , -0.310898 , -0.736099}},
18741 {{-0.025709 , 0.870566 , -0.068645 },{ -0.663651 , -0.161595 , -0.730379}},
18742 {{-0.016798 , 0.859954 , -0.074394 },{ -0.663651 , -0.161595 , -0.730379}},
18743 {{-0.021143 , 0.857970 , -0.070007 },{ -0.663651 , -0.161595 , -0.730379}},
18744 {{-0.025709 , 0.870566 , -0.068645 },{ -0.486180 , -0.082167 , -0.869987}},
18745 {{-0.021143 , 0.857970 , -0.070007 },{ -0.486180 , -0.082167 , -0.869987}},
18746 {{-0.025821 , 0.866210 , -0.068171 },{ -0.486180 , -0.082167 , -0.869987}},
18747 {{-0.026505 , 0.868731 , -0.067505 },{ -0.132438 , -0.286604 , 0.948851}},
18748 {{-0.025821 , 0.866210 , -0.068171 },{ -0.132438 , -0.286604 , 0.948851}},
18749 {{-0.021143 , 0.857970 , -0.070007 },{ -0.132438 , -0.286604 , 0.948851}},
18750 {{-0.026505 , 0.868731 , -0.067505 },{ -0.610870 , -0.122520 , -0.782194}},
18751 {{-0.021143 , 0.857970 , -0.070007 },{ -0.610870 , -0.122520 , -0.782194}},
18752 {{-0.024005 , 0.859503 , -0.068012 },{ -0.610870 , -0.122520 , -0.782194}},
18753 {{-0.010373 , 0.862676 , 0.015100 },{ 0.491536 , 0.313394 , 0.812512}},
18754 {{-0.011633 , 0.858531 , 0.017461 },{ 0.491536 , 0.313394 , 0.812512}},
18755 {{-0.008887 , 0.858642 , 0.015757 },{ 0.491536 , 0.313394 , 0.812512}},
18756 {{-0.010373 , 0.862676 , 0.015100 },{ 0.412308 , 0.292406 , 0.862845}},
18757 {{-0.008887 , 0.858642 , 0.015757 },{ 0.412308 , 0.292406 , 0.862845}},
18758 {{-0.008506 , 0.862652 , 0.014216 },{ 0.412308 , 0.292406 , 0.862845}},
18759 {{-0.006351 , 0.862835 , 0.012773 },{ 0.521388 , 0.262483 , 0.811946}},
18760 {{-0.008506 , 0.862652 , 0.014216 },{ 0.521388 , 0.262483 , 0.811946}},
18761 {{-0.008887 , 0.858642 , 0.015757 },{ 0.521388 , 0.262483 , 0.811946}},
18762 {{-0.006351 , 0.862835 , 0.012773 },{ 0.404811 , 0.354891 , 0.842722}},
18763 {{-0.008887 , 0.858642 , 0.015757 },{ 0.404811 , 0.354891 , 0.842722}},
18764 {{-0.006073 , 0.858474 , 0.014476 },{ 0.404811 , 0.354891 , 0.842722}},
18765 {{-0.008887 , 0.858642 , 0.015757 },{ 0.413679 , 0.246504 , 0.876416}},
18766 {{-0.005414 , 0.853834 , 0.015470 },{ 0.413679 , 0.246504 , 0.876416}},
18767 {{-0.006073 , 0.858474 , 0.014476 },{ 0.413679 , 0.246504 , 0.876416}},
18768 {{-0.008887 , 0.858642 , 0.015757 },{ 0.457701 , 0.280251 , 0.843783}},
18769 {{-0.009279 , 0.854793 , 0.017248 },{ 0.457701 , 0.280251 , 0.843783}},
18770 {{-0.005414 , 0.853834 , 0.015470 },{ 0.457701 , 0.280251 , 0.843783}},
18771 {{-0.008887 , 0.858642 , 0.015757 },{ 0.404475 , 0.294247 , 0.865920}},
18772 {{-0.012191 , 0.854776 , 0.018614 },{ 0.404475 , 0.294247 , 0.865920}},
18773 {{-0.009279 , 0.854793 , 0.017248 },{ 0.404475 , 0.294247 , 0.865920}},
18774 {{-0.008887 , 0.858642 , 0.015757 },{ 0.513232 , 0.181315 , 0.838879}},
18775 {{-0.011633 , 0.858531 , 0.017461 },{ 0.513232 , 0.181315 , 0.838879}},
18776 {{-0.012191 , 0.854776 , 0.018614 },{ 0.513232 , 0.181315 , 0.838879}},
18777 {{-0.021143 , 0.857970 , -0.070007 },{ -0.658352 , -0.396182 , -0.640010}},
18778 {{-0.023063 , 0.850295 , -0.063281 },{ -0.658352 , -0.396182 , -0.640010}},
18779 {{-0.024005 , 0.859503 , -0.068012 },{ -0.658352 , -0.396182 , -0.640010}},
18780 {{-0.021143 , 0.857970 , -0.070007 },{ -0.695367 , -0.367348 , -0.617674}},
18781 {{-0.018306 , 0.848386 , -0.067501 },{ -0.695367 , -0.367348 , -0.617674}},
18782 {{-0.023063 , 0.850295 , -0.063281 },{ -0.695367 , -0.367348 , -0.617674}},
18783 {{-0.033640 , 0.864132 , -0.070650 },{ -0.979387 , -0.199712 , -0.030279}},
18784 {{-0.032299 , 0.857301 , -0.068970 },{ -0.979387 , -0.199712 , -0.030279}},
18785 {{-0.033693 , 0.864188 , -0.069305 },{ -0.979387 , -0.199712 , -0.030279}},
18786 {{-0.033693 , 0.864188 , -0.069305 },{ -0.976079 , -0.192670 , 0.100736}},
18787 {{-0.032299 , 0.857301 , -0.068970 },{ -0.976079 , -0.192670 , 0.100736}},
18788 {{-0.032320 , 0.858061 , -0.067720 },{ -0.976079 , -0.192670 , 0.100736}},
18789 {{-0.032299 , 0.857301 , -0.068970 },{ -0.987160 , -0.143313 , 0.070543}},
18790 {{-0.031218 , 0.852417 , -0.063765 },{ -0.987160 , -0.143313 , 0.070543}},
18791 {{-0.032320 , 0.858061 , -0.067720 },{ -0.987160 , -0.143313 , 0.070543}},
18792 {{-0.032299 , 0.857301 , -0.068970 },{ -0.988710 , -0.098392 , 0.113016}},
18793 {{-0.031199 , 0.851043 , -0.064795 },{ -0.988710 , -0.098392 , 0.113016}},
18794 {{-0.031218 , 0.852417 , -0.063765 },{ -0.988710 , -0.098392 , 0.113016}},
18795 {{-0.032299 , 0.857301 , -0.068970 },{ -0.917365 , -0.319571 , -0.237312}},
18796 {{-0.030492 , 0.849837 , -0.065904 },{ -0.917365 , -0.319571 , -0.237312}},
18797 {{-0.031199 , 0.851043 , -0.064795 },{ -0.917365 , -0.319571 , -0.237312}},
18798 {{-0.031427 , 0.856741 , -0.070116 },{ -0.816550 , -0.377192 , -0.437004}},
18799 {{-0.030492 , 0.849837 , -0.065904 },{ -0.816550 , -0.377192 , -0.437004}},
18800 {{-0.032299 , 0.857301 , -0.068970 },{ -0.816550 , -0.377192 , -0.437004}},
18801 {{0.007571 , 0.906172 , 0.011006 },{ 0.187378 , 0.204251 , 0.960818}},
18802 {{0.003483 , 0.898148 , 0.013509 },{ 0.187378 , 0.204251 , 0.960818}},
18803 {{0.026806 , 0.905823 , 0.007329 },{ 0.187378 , 0.204251 , 0.960818}},
18804 {{0.026806 , 0.905823 , 0.007329 },{ 0.059706 , 0.509670 , 0.858296}},
18805 {{0.003483 , 0.898148 , 0.013509 },{ 0.059706 , 0.509670 , 0.858296}},
18806 {{0.016846 , 0.896692 , 0.013444 },{ 0.059706 , 0.509670 , 0.858296}},
18807 {{0.003483 , 0.898148 , 0.013509 },{ 0.054328 , 0.459043 , 0.886752}},
18808 {{0.011560 , 0.887769 , 0.018387 },{ 0.054328 , 0.459043 , 0.886752}},
18809 {{0.016846 , 0.896692 , 0.013444 },{ 0.054328 , 0.459043 , 0.886752}},
18810 {{0.003483 , 0.898148 , 0.013509 },{ -0.187730 , 0.294327 , 0.937085}},
18811 {{-0.000421 , 0.890586 , 0.015102 },{ -0.187730 , 0.294327 , 0.937085}},
18812 {{0.011560 , 0.887769 , 0.018387 },{ -0.187730 , 0.294327 , 0.937085}},
18813 {{0.003483 , 0.898148 , 0.013509 },{ -0.357059 , 0.365430 , 0.859634}},
18814 {{-0.011374 , 0.890545 , 0.010570 },{ -0.357059 , 0.365430 , 0.859634}},
18815 {{-0.000421 , 0.890586 , 0.015102 },{ -0.357059 , 0.365430 , 0.859634}},
18816 {{0.003483 , 0.898148 , 0.013509 },{ -0.242415 , 0.100699 , 0.964933}},
18817 {{-0.010902 , 0.897996 , 0.009911 },{ -0.242415 , 0.100699 , 0.964933}},
18818 {{-0.011374 , 0.890545 , 0.010570 },{ -0.242415 , 0.100699 , 0.964933}},
18819 {{-0.010568 , 0.905668 , 0.009503 },{ -0.242796 , 0.062053 , 0.968091}},
18820 {{-0.010902 , 0.897996 , 0.009911 },{ -0.242796 , 0.062053 , 0.968091}},
18821 {{0.003483 , 0.898148 , 0.013509 },{ -0.242796 , 0.062053 , 0.968091}},
18822 {{0.007571 , 0.906172 , 0.011006 },{ -0.087043 , 0.336799 , 0.937544}},
18823 {{-0.010568 , 0.905668 , 0.009503 },{ -0.087043 , 0.336799 , 0.937544}},
18824 {{0.003483 , 0.898148 , 0.013509 },{ -0.087043 , 0.336799 , 0.937544}},
18825 {{-0.032701 , 0.864346 , -0.071823 },{ -0.825515 , -0.251679 , -0.505156}},
18826 {{-0.031427 , 0.856741 , -0.070116 },{ -0.825515 , -0.251679 , -0.505156}},
18827 {{-0.032299 , 0.857301 , -0.068970 },{ -0.825515 , -0.251679 , -0.505156}},
18828 {{-0.032701 , 0.864346 , -0.071823 },{ -0.718673 , -0.295846 , -0.629273}},
18829 {{-0.032299 , 0.857301 , -0.068970 },{ -0.718673 , -0.295846 , -0.629273}},
18830 {{-0.033640 , 0.864132 , -0.070650 },{ -0.718673 , -0.295846 , -0.629273}},
18831 {{-0.036089 , 0.873270 , -0.056899 },{ -0.809539 , -0.568628 , -0.145978}},
18832 {{-0.034342 , 0.869841 , -0.053230 },{ -0.809539 , -0.568628 , -0.145978}},
18833 {{-0.035273 , 0.871112 , -0.053018 },{ -0.809539 , -0.568628 , -0.145978}},
18834 {{-0.036089 , 0.873270 , -0.056899 },{ -0.943434 , -0.258513 , 0.207611}},
18835 {{-0.035717 , 0.872012 , -0.056775 },{ -0.943434 , -0.258513 , 0.207611}},
18836 {{-0.034342 , 0.869841 , -0.053230 },{ -0.943434 , -0.258513 , 0.207611}},
18837 {{-0.035995 , 0.872162 , -0.061348 },{ -0.959101 , -0.278764 , 0.049164}},
18838 {{-0.035717 , 0.872012 , -0.056775 },{ -0.959101 , -0.278764 , 0.049164}},
18839 {{-0.036089 , 0.873270 , -0.056899 },{ -0.959101 , -0.278764 , 0.049164}},
18840 {{-0.036136 , 0.873297 , -0.062150 },{ -0.993037 , -0.117509 , 0.008285}},
18841 {{-0.035995 , 0.872162 , -0.061348 },{ -0.993037 , -0.117509 , 0.008285}},
18842 {{-0.036089 , 0.873270 , -0.056899 },{ -0.993037 , -0.117509 , 0.008285}},
18843 {{-0.035809 , 0.874568 , -0.063004 },{ -0.966778 , 0.255422 , 0.009963}},
18844 {{-0.036136 , 0.873297 , -0.062150 },{ -0.966778 , 0.255422 , 0.009963}},
18845 {{-0.036089 , 0.873270 , -0.056899 },{ -0.966778 , 0.255422 , 0.009963}},
18846 {{-0.035809 , 0.874568 , -0.063004 },{ -0.987233 , -0.140446 , -0.075138}},
18847 {{-0.036089 , 0.873270 , -0.056899 },{ -0.987233 , -0.140446 , -0.075138}},
18848 {{-0.036246 , 0.874838 , -0.057767 },{ -0.987233 , -0.140446 , -0.075138}},
18849 {{-0.015774 , 0.870679 , 0.000530 },{ -0.719523 , -0.676897 , 0.155235}},
18850 {{-0.014166 , 0.869017 , 0.000736 },{ -0.719523 , -0.676897 , 0.155235}},
18851 {{-0.017091 , 0.872395 , 0.001908 },{ -0.719523 , -0.676897 , 0.155235}},
18852 {{-0.014166 , 0.869017 , 0.000736 },{ -0.681631 , -0.682100 , 0.264800}},
18853 {{-0.015184 , 0.870671 , 0.002376 },{ -0.681631 , -0.682100 , 0.264800}},
18854 {{-0.017091 , 0.872395 , 0.001908 },{ -0.681631 , -0.682100 , 0.264800}},
18855 {{-0.014166 , 0.869017 , 0.000736 },{ -0.841155 , -0.540313 , 0.022784}},
18856 {{-0.013673 , 0.868475 , 0.006084 },{ -0.841155 , -0.540313 , 0.022784}},
18857 {{-0.015184 , 0.870671 , 0.002376 },{ -0.841155 , -0.540313 , 0.022784}},
18858 {{-0.014166 , 0.869017 , 0.000736 },{ -0.992705 , -0.087813 , 0.082612}},
18859 {{-0.013957 , 0.867517 , 0.001653 },{ -0.992705 , -0.087813 , 0.082612}},
18860 {{-0.013673 , 0.868475 , 0.006084 },{ -0.992705 , -0.087813 , 0.082612}},
18861 {{-0.021663 , 0.872928 , 0.000628 },{ 0.203091 , 0.168893 , 0.964484}},
18862 {{-0.017512 , 0.870215 , 0.000229 },{ 0.203091 , 0.168893 , 0.964484}},
18863 {{-0.017664 , 0.870769 , 0.000164 },{ 0.203091 , 0.168893 , 0.964484}},
18864 {{-0.017664 , 0.870769 , 0.000164 },{ 0.452081 , 0.725990 , 0.518229}},
18865 {{-0.021963 , 0.873269 , 0.000412 },{ 0.452081 , 0.725990 , 0.518229}},
18866 {{-0.021663 , 0.872928 , 0.000628 },{ 0.452081 , 0.725990 , 0.518229}},
18867 {{-0.022530 , 0.874042 , 0.000347 },{ 0.178593 , 0.211792 , 0.960858}},
18868 {{-0.021963 , 0.873269 , 0.000412 },{ 0.178593 , 0.211792 , 0.960858}},
18869 {{-0.017664 , 0.870769 , 0.000164 },{ 0.178593 , 0.211792 , 0.960858}},
18870 {{-0.022530 , 0.874042 , 0.000347 },{ -0.079695 , -0.173368 , 0.981627}},
18871 {{-0.017664 , 0.870769 , 0.000164 },{ -0.079695 , -0.173368 , 0.981627}},
18872 {{-0.018162 , 0.871734 , 0.000294 },{ -0.079695 , -0.173368 , 0.981627}},
18873 {{-0.036246 , 0.874838 , -0.057767 },{ -0.994589 , -0.048822 , 0.091703}},
18874 {{-0.036089 , 0.873270 , -0.056899 },{ -0.994589 , -0.048822 , 0.091703}},
18875 {{-0.035732 , 0.873180 , -0.053075 },{ -0.994589 , -0.048822 , 0.091703}},
18876 {{-0.036089 , 0.873270 , -0.056899 },{ -0.973138 , -0.213628 , 0.085819}},
18877 {{-0.035273 , 0.871112 , -0.053018 },{ -0.973138 , -0.213628 , 0.085819}},
18878 {{-0.035732 , 0.873180 , -0.053075 },{ -0.973138 , -0.213628 , 0.085819}},
18879 {{-0.035119 , 0.869221 , -0.066353 },{ -0.982528 , -0.172110 , -0.070833}},
18880 {{-0.035995 , 0.872162 , -0.061348 },{ -0.982528 , -0.172110 , -0.070833}},
18881 {{-0.036136 , 0.873297 , -0.062150 },{ -0.982528 , -0.172110 , -0.070833}},
18882 {{-0.035119 , 0.869221 , -0.066353 },{ -0.983693 , -0.159253 , -0.083584}},
18883 {{-0.036136 , 0.873297 , -0.062150 },{ -0.983693 , -0.159253 , -0.083584}},
18884 {{-0.035120 , 0.869858 , -0.067555 },{ -0.983693 , -0.159253 , -0.083584}},
18885 {{-0.033693 , 0.864188 , -0.069305 },{ -0.971352 , -0.210311 , -0.110654}},
18886 {{-0.035119 , 0.869221 , -0.066353 },{ -0.971352 , -0.210311 , -0.110654}},
18887 {{-0.035120 , 0.869858 , -0.067555 },{ -0.971352 , -0.210311 , -0.110654}},
18888 {{-0.033640 , 0.864132 , -0.070650 },{ -0.971411 , -0.235691 , -0.028468}},
18889 {{-0.033693 , 0.864188 , -0.069305 },{ -0.971411 , -0.235691 , -0.028468}},
18890 {{-0.035120 , 0.869858 , -0.067555 },{ -0.971411 , -0.235691 , -0.028468}},
18891 {{-0.032701 , 0.864346 , -0.071823 },{ -0.785557 , 0.124575 , -0.606120}},
18892 {{-0.033640 , 0.864132 , -0.070650 },{ -0.785557 , 0.124575 , -0.606120}},
18893 {{-0.035120 , 0.869858 , -0.067555 },{ -0.785557 , 0.124575 , -0.606120}},
18894 {{-0.032701 , 0.864346 , -0.071823 },{ -0.834057 , 0.058709 , -0.548545}},
18895 {{-0.035120 , 0.869858 , -0.067555 },{ -0.834057 , 0.058709 , -0.548545}},
18896 {{-0.034394 , 0.870679 , -0.068571 },{ -0.834057 , 0.058709 , -0.548545}},
18897 {{-0.018162 , 0.871734 , 0.000294 },{ 0.092829 , -0.085730 , 0.991984}},
18898 {{-0.017664 , 0.870769 , 0.000164 },{ 0.092829 , -0.085730 , 0.991984}},
18899 {{-0.015947 , 0.870152 , -0.000050 },{ 0.092829 , -0.085730 , 0.991984}},
18900 {{-0.017664 , 0.870769 , 0.000164 },{ 0.039472 , -0.227606 , 0.972953}},
18901 {{-0.014667 , 0.868664 , -0.000450 },{ 0.039472 , -0.227606 , 0.972953}},
18902 {{-0.015947 , 0.870152 , -0.000050 },{ 0.039472 , -0.227606 , 0.972953}},
18903 {{-0.017664 , 0.870769 , 0.000164 },{ 0.096843 , -0.149161 , 0.984059}},
18904 {{-0.014321 , 0.866672 , -0.000786 },{ 0.096843 , -0.149161 , 0.984059}},
18905 {{-0.014667 , 0.868664 , -0.000450 },{ 0.096843 , -0.149161 , 0.984059}},
18906 {{-0.017664 , 0.870769 , 0.000164 },{ 0.526066 , 0.240073 , 0.815855}},
18907 {{-0.017512 , 0.870215 , 0.000229 },{ 0.526066 , 0.240073 , 0.815855}},
18908 {{-0.014321 , 0.866672 , -0.000786 },{ 0.526066 , 0.240073 , 0.815855}},
18909 {{-0.019281 , 0.852482 , 0.008161 },{ -0.341440 , 0.935331 , 0.092601}},
18910 {{-0.019699 , 0.852358 , 0.007872 },{ -0.341440 , 0.935331 , 0.092601}},
18911 {{-0.020278 , 0.851790 , 0.011474 },{ -0.341440 , 0.935331 , 0.092601}},
18912 {{-0.019699 , 0.852358 , 0.007872 },{ -0.661487 , 0.749862 , 0.011910}},
18913 {{-0.020667 , 0.851482 , 0.009263 },{ -0.661487 , 0.749862 , 0.011910}},
18914 {{-0.020278 , 0.851790 , 0.011474 },{ -0.661487 , 0.749862 , 0.011910}},
18915 {{-0.020775 , 0.850875 , 0.007705 },{ -0.787293 , 0.591023 , -0.175671}},
18916 {{-0.020667 , 0.851482 , 0.009263 },{ -0.787293 , 0.591023 , -0.175671}},
18917 {{-0.019699 , 0.852358 , 0.007872 },{ -0.787293 , 0.591023 , -0.175671}},
18918 {{-0.020775 , 0.850875 , 0.007705 },{ -0.783131 , 0.590259 , -0.195703}},
18919 {{-0.019699 , 0.852358 , 0.007872 },{ -0.783131 , 0.590259 , -0.195703}},
18920 {{-0.019877 , 0.851598 , 0.006292 },{ -0.783131 , 0.590259 , -0.195703}},
18921 {{-0.005940 , 0.852316 , 0.015678 },{ 0.613847 , 0.126122 , 0.779285}},
18922 {{-0.004062 , 0.851690 , 0.014300 },{ 0.613847 , 0.126122 , 0.779285}},
18923 {{-0.004455 , 0.852367 , 0.014500 },{ 0.613847 , 0.126122 , 0.779285}},
18924 {{-0.005940 , 0.852316 , 0.015678 },{ 0.590016 , 0.283312 , 0.756052}},
18925 {{-0.004455 , 0.852367 , 0.014500 },{ 0.590016 , 0.283312 , 0.756052}},
18926 {{-0.005949 , 0.852703 , 0.015540 },{ 0.590016 , 0.283312 , 0.756052}},
18927 {{-0.007582 , 0.852821 , 0.017008 },{ 0.653365 , 0.329902 , 0.681380}},
18928 {{-0.008270 , 0.851641 , 0.018239 },{ 0.653365 , 0.329902 , 0.681380}},
18929 {{-0.005940 , 0.852316 , 0.015678 },{ 0.653365 , 0.329902 , 0.681380}},
18930 {{-0.007582 , 0.852821 , 0.017008 },{ 0.654817 , 0.267306 , 0.706939}},
18931 {{-0.005940 , 0.852316 , 0.015678 },{ 0.654817 , 0.267306 , 0.706939}},
18932 {{-0.005949 , 0.852703 , 0.015540 },{ 0.654817 , 0.267306 , 0.706939}},
18933 {{-0.005414 , 0.853834 , 0.015470 },{ 0.636011 , -0.255794 , 0.728052}},
18934 {{-0.007582 , 0.852821 , 0.017008 },{ 0.636011 , -0.255794 , 0.728052}},
18935 {{-0.005949 , 0.852703 , 0.015540 },{ 0.636011 , -0.255794 , 0.728052}},
18936 {{-0.005414 , 0.853834 , 0.015470 },{ 0.529269 , -0.199319 , 0.824710}},
18937 {{-0.005949 , 0.852703 , 0.015540 },{ 0.529269 , -0.199319 , 0.824710}},
18938 {{-0.004455 , 0.852367 , 0.014500 },{ 0.529269 , -0.199319 , 0.824710}},
18939 {{-0.006480 , 0.844717 , 0.014547 },{ -0.990809 , 0.073768 , -0.113384}},
18940 {{-0.006649 , 0.845266 , 0.016381 },{ -0.990809 , 0.073768 , -0.113384}},
18941 {{-0.006423 , 0.846866 , 0.015447 },{ -0.990809 , 0.073768 , -0.113384}},
18942 {{-0.006480 , 0.844717 , 0.014547 },{ -0.988011 , 0.081200 , -0.131306}},
18943 {{-0.006423 , 0.846866 , 0.015447 },{ -0.988011 , 0.081200 , -0.131306}},
18944 {{-0.006237 , 0.846296 , 0.013695 },{ -0.988011 , 0.081200 , -0.131306}},
18945 {{-0.006423 , 0.846866 , 0.015447 },{ -0.628394 , -0.324071 , -0.707176}},
18946 {{-0.006649 , 0.845266 , 0.016381 },{ -0.628394 , -0.324071 , -0.707176}},
18947 {{-0.008263 , 0.846674 , 0.017170 },{ -0.628394 , -0.324071 , -0.707176}},
18948 {{-0.006649 , 0.845266 , 0.016381 },{ -0.655398 , -0.388281 , -0.647836}},
18949 {{-0.008362 , 0.845226 , 0.018138 },{ -0.655398 , -0.388281 , -0.647836}},
18950 {{-0.008263 , 0.846674 , 0.017170 },{ -0.655398 , -0.388281 , -0.647836}},
18951 {{-0.006649 , 0.845266 , 0.016381 },{ -0.409987 , -0.810568 , -0.418198}},
18952 {{-0.008120 , 0.844356 , 0.019587 },{ -0.409987 , -0.810568 , -0.418198}},
18953 {{-0.008362 , 0.845226 , 0.018138 },{ -0.409987 , -0.810568 , -0.418198}},
18954 {{-0.006649 , 0.845266 , 0.016381 },{ -0.645529 , -0.603860 , -0.467596}},
18955 {{-0.006250 , 0.844299 , 0.017079 },{ -0.645529 , -0.603860 , -0.467596}},
18956 {{-0.008120 , 0.844356 , 0.019587 },{ -0.645529 , -0.603860 , -0.467596}},
18957 {{-0.005990 , 0.843018 , 0.014860 },{ -0.940530 , -0.330073 , 0.080348}},
18958 {{-0.006250 , 0.844299 , 0.017079 },{ -0.940530 , -0.330073 , 0.080348}},
18959 {{-0.006649 , 0.845266 , 0.016381 },{ -0.940530 , -0.330073 , 0.080348}},
18960 {{-0.006480 , 0.844717 , 0.014547 },{ -0.960566 , -0.278002 , -0.005293}},
18961 {{-0.005990 , 0.843018 , 0.014860 },{ -0.960566 , -0.278002 , -0.005293}},
18962 {{-0.006649 , 0.845266 , 0.016381 },{ -0.960566 , -0.278002 , -0.005293}},
18963 {{-0.007735 , 0.761367 , -0.041905 },{ -0.900003 , -0.202019 , 0.386241}},
18964 {{-0.003301 , 0.767143 , -0.028552 },{ -0.900003 , -0.202019 , 0.386241}},
18965 {{-0.005994 , 0.776936 , -0.029705 },{ -0.900003 , -0.202019 , 0.386241}},
18966 {{-0.010082 , 0.772622 , -0.043242 },{ -0.931007 , -0.154881 , 0.330510}},
18967 {{-0.007735 , 0.761367 , -0.041905 },{ -0.931007 , -0.154881 , 0.330510}},
18968 {{-0.005994 , 0.776936 , -0.029705 },{ -0.931007 , -0.154881 , 0.330510}},
18969 {{-0.010082 , 0.772622 , -0.043242 },{ -0.936324 , -0.132767 , 0.325069}},
18970 {{-0.005994 , 0.776936 , -0.029705 },{ -0.936324 , -0.132767 , 0.325069}},
18971 {{-0.011335 , 0.782913 , -0.042648 },{ -0.936324 , -0.132767 , 0.325069}},
18972 {{-0.011335 , 0.782913 , -0.042648 },{ -0.935574 , -0.107890 , 0.336247}},
18973 {{-0.005994 , 0.776936 , -0.029705 },{ -0.935574 , -0.107890 , 0.336247}},
18974 {{-0.007008 , 0.785916 , -0.029645 },{ -0.935574 , -0.107890 , 0.336247}},
18975 {{0.003990 , 0.792621 , -0.018828 },{ -0.673394 , -0.080948 , 0.734838}},
18976 {{-0.007008 , 0.785916 , -0.029645 },{ -0.673394 , -0.080948 , 0.734838}},
18977 {{-0.005994 , 0.776936 , -0.029705 },{ -0.673394 , -0.080948 , 0.734838}},
18978 {{-0.005994 , 0.776936 , -0.029705 },{ -0.724036 , -0.017304 , 0.689546}},
18979 {{0.004542 , 0.784866 , -0.018443 },{ -0.724036 , -0.017304 , 0.689546}},
18980 {{0.003990 , 0.792621 , -0.018828 },{ -0.724036 , -0.017304 , 0.689546}},
18981 {{0.004542 , 0.784866 , -0.018443 },{ -0.647914 , -0.187607 , 0.738249}},
18982 {{-0.005994 , 0.776936 , -0.029705 },{ -0.647914 , -0.187607 , 0.738249}},
18983 {{0.007485 , 0.777138 , -0.017824 },{ -0.647914 , -0.187607 , 0.738249}},
18984 {{0.007485 , 0.777138 , -0.017824 },{ -0.657601 , -0.092812 , 0.747627}},
18985 {{-0.005994 , 0.776936 , -0.029705 },{ -0.657601 , -0.092812 , 0.747627}},
18986 {{-0.003301 , 0.767143 , -0.028552 },{ -0.657601 , -0.092812 , 0.747627}},
18987 {{-0.034394 , 0.870679 , -0.068571 },{ -0.873017 , 0.266770 , -0.408259}},
18988 {{-0.035120 , 0.869858 , -0.067555 },{ -0.873017 , 0.266770 , -0.408259}},
18989 {{-0.035809 , 0.874568 , -0.063004 },{ -0.873017 , 0.266770 , -0.408259}},
18990 {{-0.035120 , 0.869858 , -0.067555 },{ -0.967140 , 0.088736 , -0.238256}},
18991 {{-0.036136 , 0.873297 , -0.062150 },{ -0.967140 , 0.088736 , -0.238256}},
18992 {{-0.035809 , 0.874568 , -0.063004 },{ -0.967140 , 0.088736 , -0.238256}},
18993 {{-0.030442 , 0.847035 , -0.060402 },{ -0.992454 , -0.112209 , 0.049430}},
18994 {{-0.030606 , 0.848834 , -0.059611 },{ -0.992454 , -0.112209 , 0.049430}},
18995 {{-0.031218 , 0.852417 , -0.063765 },{ -0.992454 , -0.112209 , 0.049430}},
18996 {{-0.030442 , 0.847035 , -0.060402 },{ -0.991994 , -0.084242 , 0.094081}},
18997 {{-0.031218 , 0.852417 , -0.063765 },{ -0.991994 , -0.084242 , 0.094081}},
18998 {{-0.031199 , 0.851043 , -0.064795 },{ -0.991994 , -0.084242 , 0.094081}},
18999 {{-0.030442 , 0.847035 , -0.060402 },{ -0.996490 , -0.080000 , -0.024659}},
19000 {{-0.030553 , 0.846882 , -0.055420 },{ -0.996490 , -0.080000 , -0.024659}},
19001 {{-0.030606 , 0.848834 , -0.059611 },{ -0.996490 , -0.080000 , -0.024659}},
19002 {{-0.030442 , 0.847035 , -0.060402 },{ -0.983438 , -0.179159 , -0.027414}},
19003 {{-0.030156 , 0.844889 , -0.056637 },{ -0.983438 , -0.179159 , -0.027414}},
19004 {{-0.030553 , 0.846882 , -0.055420 },{ -0.983438 , -0.179159 , -0.027414}},
19005 {{-0.030442 , 0.847035 , -0.060402 },{ -0.880841 , -0.436965 , -0.182154}},
19006 {{-0.028945 , 0.842530 , -0.056834 },{ -0.880841 , -0.436965 , -0.182154}},
19007 {{-0.030156 , 0.844889 , -0.056637 },{ -0.880841 , -0.436965 , -0.182154}},
19008 {{-0.029814 , 0.845608 , -0.061641 },{ -0.931917 , -0.357590 , -0.060504}},
19009 {{-0.028945 , 0.842530 , -0.056834 },{ -0.931917 , -0.357590 , -0.060504}},
19010 {{-0.030442 , 0.847035 , -0.060402 },{ -0.931917 , -0.357590 , -0.060504}},
19011 {{-0.032887 , 0.870555 , -0.060684 },{ -0.824307 , -0.525781 , 0.209934}},
19012 {{-0.032549 , 0.870039 , -0.060649 },{ -0.824307 , -0.525781 , 0.209934}},
19013 {{-0.032326 , 0.870537 , -0.058526 },{ -0.824307 , -0.525781 , 0.209934}},
19014 {{-0.032326 , 0.870537 , -0.058526 },{ -0.634677 , -0.756301 , 0.158726}},
19015 {{-0.032598 , 0.870954 , -0.057627 },{ -0.634677 , -0.756301 , 0.158726}},
19016 {{-0.032887 , 0.870555 , -0.060684 },{ -0.634677 , -0.756301 , 0.158726}},
19017 {{-0.031746 , 0.869883 , -0.057726 },{ -0.778133 , -0.624876 , 0.063554}},
19018 {{-0.031705 , 0.870016 , -0.055916 },{ -0.778133 , -0.624876 , 0.063554}},
19019 {{-0.032598 , 0.870954 , -0.057627 },{ -0.778133 , -0.624876 , 0.063554}},
19020 {{-0.031746 , 0.869883 , -0.057726 },{ -0.779004 , -0.624687 , 0.054019}},
19021 {{-0.032598 , 0.870954 , -0.057627 },{ -0.779004 , -0.624687 , 0.054019}},
19022 {{-0.032326 , 0.870537 , -0.058526 },{ -0.779004 , -0.624687 , 0.054019}},
19023 {{-0.029599 , 0.861634 , -0.054489 },{ -0.699160 , -0.705216 , -0.117672}},
19024 {{-0.031010 , 0.863326 , -0.056246 },{ -0.699160 , -0.705216 , -0.117672}},
19025 {{-0.030777 , 0.863642 , -0.059524 },{ -0.699160 , -0.705216 , -0.117672}},
19026 {{-0.029069 , 0.862313 , -0.057449 },{ -0.365431 , -0.890881 , -0.269798}},
19027 {{-0.029599 , 0.861634 , -0.054489 },{ -0.365431 , -0.890881 , -0.269798}},
19028 {{-0.030777 , 0.863642 , -0.059524 },{ -0.365431 , -0.890881 , -0.269798}},
19029 {{-0.029069 , 0.862313 , -0.057449 },{ -0.663010 , -0.745491 , 0.068270}},
19030 {{-0.030777 , 0.863642 , -0.059524 },{ -0.663010 , -0.745491 , 0.068270}},
19031 {{-0.029072 , 0.862110 , -0.059695 },{ -0.663010 , -0.745491 , 0.068270}},
19032 {{-0.029072 , 0.862110 , -0.059695 },{ -0.655680 , -0.744043 , 0.128390}},
19033 {{-0.030777 , 0.863642 , -0.059524 },{ -0.655680 , -0.744043 , 0.128390}},
19034 {{-0.030307 , 0.862804 , -0.061980 },{ -0.655680 , -0.744043 , 0.128390}},
19035 {{0.031240 , 0.895511 , 0.008923 },{ 0.414577 , 0.230037 , 0.880459}},
19036 {{0.024354 , 0.893082 , 0.012800 },{ 0.414577 , 0.230037 , 0.880459}},
19037 {{0.033515 , 0.883710 , 0.010935 },{ 0.414577 , 0.230037 , 0.880459}},
19038 {{0.024354 , 0.893082 , 0.012800 },{ 0.382033 , 0.193612 , 0.903640}},
19039 {{0.023077 , 0.886804 , 0.014685 },{ 0.382033 , 0.193612 , 0.903640}},
19040 {{0.033515 , 0.883710 , 0.010935 },{ 0.382033 , 0.193612 , 0.903640}},
19041 {{0.024354 , 0.893082 , 0.012800 },{ 0.315131 , 0.213547 , 0.924711}},
19042 {{0.011560 , 0.887769 , 0.018387 },{ 0.315131 , 0.213547 , 0.924711}},
19043 {{0.023077 , 0.886804 , 0.014685 },{ 0.315131 , 0.213547 , 0.924711}},
19044 {{0.016846 , 0.896692 , 0.013444 },{ 0.247272 , 0.353318 , 0.902232}},
19045 {{0.011560 , 0.887769 , 0.018387 },{ 0.247272 , 0.353318 , 0.902232}},
19046 {{0.024354 , 0.893082 , 0.012800 },{ 0.247272 , 0.353318 , 0.902232}},
19047 {{0.026806 , 0.905823 , 0.007329 },{ 0.242733 , 0.342946 , 0.907452}},
19048 {{0.016846 , 0.896692 , 0.013444 },{ 0.242733 , 0.342946 , 0.907452}},
19049 {{0.024354 , 0.893082 , 0.012800 },{ 0.242733 , 0.342946 , 0.907452}},
19050 {{0.026806 , 0.905823 , 0.007329 },{ 0.385241 , 0.300518 , 0.872513}},
19051 {{0.024354 , 0.893082 , 0.012800 },{ 0.385241 , 0.300518 , 0.872513}},
19052 {{0.031240 , 0.895511 , 0.008923 },{ 0.385241 , 0.300518 , 0.872513}},
19053 {{-0.019087 , 0.851876 , 0.005834 },{ -0.479899 , 0.810511 , -0.335811}},
19054 {{-0.019877 , 0.851598 , 0.006292 },{ -0.479899 , 0.810511 , -0.335811}},
19055 {{-0.019699 , 0.852358 , 0.007872 },{ -0.479899 , 0.810511 , -0.335811}},
19056 {{-0.021646 , 0.844524 , 0.011966 },{ -0.246588 , -0.963177 , -0.107161}},
19057 {{-0.022552 , 0.844989 , 0.009871 },{ -0.246588 , -0.963177 , -0.107161}},
19058 {{-0.021292 , 0.844940 , 0.007412 },{ -0.246588 , -0.963177 , -0.107161}},
19059 {{-0.021646 , 0.844524 , 0.011966 },{ -0.310666 , -0.944086 , -0.110398}},
19060 {{-0.021292 , 0.844940 , 0.007412 },{ -0.310666 , -0.944086 , -0.110398}},
19061 {{-0.020470 , 0.844476 , 0.009067 },{ -0.310666 , -0.944086 , -0.110398}},
19062 {{-0.018731 , 0.843177 , 0.007681 },{ -0.570014 , -0.819909 , 0.053230}},
19063 {{-0.020470 , 0.844476 , 0.009067 },{ -0.570014 , -0.819909 , 0.053230}},
19064 {{-0.021292 , 0.844940 , 0.007412 },{ -0.570014 , -0.819909 , 0.053230}},
19065 {{-0.018731 , 0.843177 , 0.007681 },{ -0.544141 , -0.818540 , -0.184130}},
19066 {{-0.021292 , 0.844940 , 0.007412 },{ -0.544141 , -0.818540 , -0.184130}},
19067 {{-0.020307 , 0.844835 , 0.004968 },{ -0.544141 , -0.818540 , -0.184130}},
19068 {{0.049406 , 0.804139 , -0.027828 },{ 0.403388 , 0.653744 , 0.640232}},
19069 {{0.048413 , 0.808911 , -0.032075 },{ 0.403388 , 0.653744 , 0.640232}},
19070 {{0.037889 , 0.796815 , -0.013093 },{ 0.403388 , 0.653744 , 0.640232}},
19071 {{0.048413 , 0.808911 , -0.032075 },{ 0.799952 , 0.194722 , 0.567592}},
19072 {{0.036443 , 0.803799 , -0.013451 },{ 0.799952 , 0.194722 , 0.567592}},
19073 {{0.037889 , 0.796815 , -0.013093 },{ 0.799952 , 0.194722 , 0.567592}},
19074 {{0.048413 , 0.808911 , -0.032075 },{ 0.825314 , 0.095233 , 0.556585}},
19075 {{0.037179 , 0.812435 , -0.016020 },{ 0.825314 , 0.095233 , 0.556585}},
19076 {{0.036443 , 0.803799 , -0.013451 },{ 0.825314 , 0.095233 , 0.556585}},
19077 {{0.047441 , 0.815343 , -0.037146 },{ 0.771105 , 0.461969 , 0.438157}},
19078 {{0.037179 , 0.812435 , -0.016020 },{ 0.771105 , 0.461969 , 0.438157}},
19079 {{0.048413 , 0.808911 , -0.032075 },{ 0.771105 , 0.461969 , 0.438157}},
19080 {{0.047490 , 0.814479 , -0.062382 },{ 0.989129 , 0.147021 , -0.003113}},
19081 {{0.047441 , 0.815343 , -0.037146 },{ 0.989129 , 0.147021 , -0.003113}},
19082 {{0.048413 , 0.808911 , -0.032075 },{ 0.989129 , 0.147021 , -0.003113}},
19083 {{0.027094 , 0.875086 , 0.012116 },{ 0.447053 , -0.156970 , 0.880627}},
19084 {{0.035905 , 0.870317 , 0.006793 },{ 0.447053 , -0.156970 , 0.880627}},
19085 {{0.035604 , 0.874004 , 0.007603 },{ 0.447053 , -0.156970 , 0.880627}},
19086 {{0.027094 , 0.875086 , 0.012116 },{ 0.447248 , -0.155852 , 0.880726}},
19087 {{0.035604 , 0.874004 , 0.007603 },{ 0.447248 , -0.155852 , 0.880726}},
19088 {{0.030111 , 0.878641 , 0.011213 },{ 0.447248 , -0.155852 , 0.880726}},
19089 {{0.047490 , 0.814479 , -0.062382 },{ 0.716399 , 0.689759 , 0.104905}},
19090 {{0.048413 , 0.808911 , -0.032075 },{ 0.716399 , 0.689759 , 0.104905}},
19091 {{0.051446 , 0.809400 , -0.056003 },{ 0.716399 , 0.689759 , 0.104905}},
19092 {{0.054050 , 0.806065 , -0.048376 },{ 0.661696 , 0.743200 , 0.099063}},
19093 {{0.051446 , 0.809400 , -0.056003 },{ 0.661696 , 0.743200 , 0.099063}},
19094 {{0.048413 , 0.808911 , -0.032075 },{ 0.661696 , 0.743200 , 0.099063}},
19095 {{0.054050 , 0.806065 , -0.048376 },{ 0.886975 , 0.396018 , 0.237581}},
19096 {{0.048413 , 0.808911 , -0.032075 },{ 0.886975 , 0.396018 , 0.237581}},
19097 {{0.049406 , 0.804139 , -0.027828 },{ 0.886975 , 0.396018 , 0.237581}},
19098 {{0.041069 , 0.874166 , 0.004512 },{ 0.491840 , -0.108451 , 0.863905}},
19099 {{0.035604 , 0.874004 , 0.007603 },{ 0.491840 , -0.108451 , 0.863905}},
19100 {{0.041724 , 0.863276 , 0.002772 },{ 0.491840 , -0.108451 , 0.863905}},
19101 {{0.035604 , 0.874004 , 0.007603 },{ 0.421069 , -0.161700 , 0.892499}},
19102 {{0.035905 , 0.870317 , 0.006793 },{ 0.421069 , -0.161700 , 0.892499}},
19103 {{0.041724 , 0.863276 , 0.002772 },{ 0.421069 , -0.161700 , 0.892499}},
19104 {{0.033515 , 0.883710 , 0.010935 },{ 0.399599 , -0.219529 , 0.890015}},
19105 {{0.030111 , 0.878641 , 0.011213 },{ 0.399599 , -0.219529 , 0.890015}},
19106 {{0.035604 , 0.874004 , 0.007603 },{ 0.399599 , -0.219529 , 0.890015}},
19107 {{0.033515 , 0.883710 , 0.010935 },{ 0.487771 , -0.187693 , 0.852556}},
19108 {{0.035604 , 0.874004 , 0.007603 },{ 0.487771 , -0.187693 , 0.852556}},
19109 {{0.041069 , 0.874166 , 0.004512 },{ 0.487771 , -0.187693 , 0.852556}},
19110 {{-0.030492 , 0.849837 , -0.065904 },{ -0.945452 , -0.293681 , -0.140971}},
19111 {{-0.029814 , 0.845608 , -0.061641 },{ -0.945452 , -0.293681 , -0.140971}},
19112 {{-0.030442 , 0.847035 , -0.060402 },{ -0.945452 , -0.293681 , -0.140971}},
19113 {{-0.030492 , 0.849837 , -0.065904 },{ -0.911788 , -0.369231 , -0.179753}},
19114 {{-0.030442 , 0.847035 , -0.060402 },{ -0.911788 , -0.369231 , -0.179753}},
19115 {{-0.031199 , 0.851043 , -0.064795 },{ -0.911788 , -0.369231 , -0.179753}},
19116 {{-0.030507 , 0.842147 , -0.051767 },{ -0.955419 , -0.261476 , -0.137134}},
19117 {{-0.030988 , 0.842863 , -0.049781 },{ -0.955419 , -0.261476 , -0.137134}},
19118 {{-0.031116 , 0.844366 , -0.051755 },{ -0.955419 , -0.261476 , -0.137134}},
19119 {{-0.030507 , 0.842147 , -0.051767 },{ -0.949516 , -0.259645 , -0.176077}},
19120 {{-0.031116 , 0.844366 , -0.051755 },{ -0.949516 , -0.259645 , -0.176077}},
19121 {{-0.030427 , 0.843048 , -0.053527 },{ -0.949516 , -0.259645 , -0.176077}},
19122 {{-0.030507 , 0.842147 , -0.051767 },{ -0.817171 , -0.576311 , 0.009850}},
19123 {{-0.030016 , 0.841509 , -0.048362 },{ -0.817171 , -0.576311 , 0.009850}},
19124 {{-0.030988 , 0.842863 , -0.049781 },{ -0.817171 , -0.576311 , 0.009850}},
19125 {{-0.029231 , 0.841314 , -0.051738 },{ -0.543718 , -0.835620 , -0.078170}},
19126 {{-0.030016 , 0.841509 , -0.048362 },{ -0.543718 , -0.835620 , -0.078170}},
19127 {{-0.030507 , 0.842147 , -0.051767 },{ -0.543718 , -0.835620 , -0.078170}},
19128 {{-0.030307 , 0.862804 , -0.061980 },{ -0.456559 , -0.865087 , 0.207795}},
19129 {{-0.030777 , 0.863642 , -0.059524 },{ -0.456559 , -0.865087 , 0.207795}},
19130 {{-0.031677 , 0.862977 , -0.064270 },{ -0.456559 , -0.865087 , 0.207795}},
19131 {{-0.031677 , 0.862977 , -0.064270 },{ -0.756706 , -0.612230 , 0.229283}},
19132 {{-0.030777 , 0.863642 , -0.059524 },{ -0.756706 , -0.612230 , 0.229283}},
19133 {{-0.032171 , 0.864486 , -0.061871 },{ -0.756706 , -0.612230 , 0.229283}},
19134 {{-0.030777 , 0.863642 , -0.059524 },{ -0.519244 , -0.854626 , 0.001074}},
19135 {{-0.032206 , 0.864512 , -0.058066 },{ -0.519244 , -0.854626 , 0.001074}},
19136 {{-0.032171 , 0.864486 , -0.061871 },{ -0.519244 , -0.854626 , 0.001074}},
19137 {{-0.030777 , 0.863642 , -0.059524 },{ -0.602039 , -0.789564 , -0.118899}},
19138 {{-0.031010 , 0.863326 , -0.056246 },{ -0.602039 , -0.789564 , -0.118899}},
19139 {{-0.032206 , 0.864512 , -0.058066 },{ -0.602039 , -0.789564 , -0.118899}},
19140 {{-0.029599 , 0.861634 , -0.054489 },{ -0.572149 , -0.638417 , -0.514848}},
19141 {{-0.030229 , 0.860997 , -0.052999 },{ -0.572149 , -0.638417 , -0.514848}},
19142 {{-0.031049 , 0.862777 , -0.054295 },{ -0.572149 , -0.638417 , -0.514848}},
19143 {{-0.029599 , 0.861634 , -0.054489 },{ -0.621674 , -0.750663 , -0.223666}},
19144 {{-0.031049 , 0.862777 , -0.054295 },{ -0.621674 , -0.750663 , -0.223666}},
19145 {{-0.031010 , 0.863326 , -0.056246 },{ -0.621674 , -0.750663 , -0.223666}},
19146 {{-0.020511 , 0.847214 , 0.003677 },{ -0.897734 , -0.267095 , -0.350334}},
19147 {{-0.020307 , 0.844835 , 0.004968 },{ -0.897734 , -0.267095 , -0.350334}},
19148 {{-0.021292 , 0.844940 , 0.007412 },{ -0.897734 , -0.267095 , -0.350334}},
19149 {{-0.020511 , 0.847214 , 0.003677 },{ -0.585007 , -0.632630 , -0.507490}},
19150 {{-0.021292 , 0.844940 , 0.007412 },{ -0.585007 , -0.632630 , -0.507490}},
19151 {{-0.021582 , 0.846604 , 0.005672 },{ -0.585007 , -0.632630 , -0.507490}},
19152 {{-0.021292 , 0.844940 , 0.007412 },{ -0.773465 , -0.502508 , -0.386313}},
19153 {{-0.022552 , 0.844989 , 0.009871 },{ -0.773465 , -0.502508 , -0.386313}},
19154 {{-0.022733 , 0.846337 , 0.008480 },{ -0.773465 , -0.502508 , -0.386313}},
19155 {{-0.021292 , 0.844940 , 0.007412 },{ -0.773252 , -0.517677 , -0.366185}},
19156 {{-0.022733 , 0.846337 , 0.008480 },{ -0.773252 , -0.517677 , -0.366185}},
19157 {{-0.021582 , 0.846604 , 0.005672 },{ -0.773252 , -0.517677 , -0.366185}},
19158 {{-0.029737 , 0.873069 , -0.005662 },{ -0.723728 , 0.451831 , 0.521599}},
19159 {{-0.026234 , 0.873910 , -0.001530 },{ -0.723728 , 0.451831 , 0.521599}},
19160 {{-0.026366 , 0.874098 , -0.001876 },{ -0.723728 , 0.451831 , 0.521599}},
19161 {{-0.029737 , 0.873069 , -0.005662 },{ -0.731915 , 0.418077 , 0.538063}},
19162 {{-0.026366 , 0.874098 , -0.001876 },{ -0.731915 , 0.418077 , 0.538063}},
19163 {{-0.029789 , 0.873422 , -0.006007 },{ -0.731915 , 0.418077 , 0.538063}},
19164 {{-0.030142 , 0.874214 , -0.006422 },{ -0.769323 , -0.008165 , 0.638807}},
19165 {{-0.029789 , 0.873422 , -0.006007 },{ -0.769323 , -0.008165 , 0.638807}},
19166 {{-0.026366 , 0.874098 , -0.001876 },{ -0.769323 , -0.008165 , 0.638807}},
19167 {{-0.030142 , 0.874214 , -0.006422 },{ -0.748355 , -0.247795 , 0.615274}},
19168 {{-0.026366 , 0.874098 , -0.001876 },{ -0.748355 , -0.247795 , 0.615274}},
19169 {{-0.026791 , 0.874721 , -0.002142 },{ -0.748355 , -0.247795 , 0.615274}},
19170 {{-0.031459 , 0.863181 , -0.054915 },{ -0.463924 , -0.850125 , -0.249125}},
19171 {{-0.032206 , 0.864512 , -0.058066 },{ -0.463924 , -0.850125 , -0.249125}},
19172 {{-0.031010 , 0.863326 , -0.056246 },{ -0.463924 , -0.850125 , -0.249125}},
19173 {{-0.031459 , 0.863181 , -0.054915 },{ -0.462458 , -0.851039 , -0.248730}},
19174 {{-0.031010 , 0.863326 , -0.056246 },{ -0.462458 , -0.851039 , -0.248730}},
19175 {{-0.031049 , 0.862777 , -0.054295 },{ -0.462458 , -0.851039 , -0.248730}},
19176 {{-0.031049 , 0.862777 , -0.054295 },{ -0.819578 , -0.532162 , -0.212358}},
19177 {{-0.030229 , 0.860997 , -0.052999 },{ -0.819578 , -0.532162 , -0.212358}},
19178 {{-0.031167 , 0.862017 , -0.051935 },{ -0.819578 , -0.532162 , -0.212358}},
19179 {{-0.029560 , 0.859886 , -0.061465 },{ -0.821194 , 0.206448 , 0.531997}},
19180 {{-0.030196 , 0.854050 , -0.060182 },{ -0.821194 , 0.206448 , 0.531997}},
19181 {{-0.028976 , 0.856496 , -0.059248 },{ -0.821194 , 0.206448 , 0.531997}},
19182 {{-0.030769 , 0.859024 , -0.063331 },{ -0.861825 , 0.196699 , 0.467513}},
19183 {{-0.030196 , 0.854050 , -0.060182 },{ -0.861825 , 0.196699 , 0.467513}},
19184 {{-0.029560 , 0.859886 , -0.061465 },{ -0.861825 , 0.196699 , 0.467513}},
19185 {{-0.028945 , 0.842530 , -0.056834 },{ -0.529039 , -0.818245 , -0.224929}},
19186 {{-0.029231 , 0.841314 , -0.051738 },{ -0.529039 , -0.818245 , -0.224929}},
19187 {{-0.030507 , 0.842147 , -0.051767 },{ -0.529039 , -0.818245 , -0.224929}},
19188 {{-0.028945 , 0.842530 , -0.056834 },{ -0.819796 , -0.493774 , -0.290037}},
19189 {{-0.030507 , 0.842147 , -0.051767 },{ -0.819796 , -0.493774 , -0.290037}},
19190 {{-0.030427 , 0.843048 , -0.053527 },{ -0.819796 , -0.493774 , -0.290037}},
19191 {{-0.031129 , 0.864967 , -0.072220 },{ -0.156078 , -0.220441 , -0.962832}},
19192 {{-0.030003 , 0.856963 , -0.070570 },{ -0.156078 , -0.220441 , -0.962832}},
19193 {{-0.032701 , 0.864346 , -0.071823 },{ -0.156078 , -0.220441 , -0.962832}},
19194 {{-0.032701 , 0.864346 , -0.071823 },{ -0.257967 , -0.252538 , -0.932565}},
19195 {{-0.030003 , 0.856963 , -0.070570 },{ -0.257967 , -0.252538 , -0.932565}},
19196 {{-0.031427 , 0.856741 , -0.070116 },{ -0.257967 , -0.252538 , -0.932565}},
19197 {{-0.030003 , 0.856963 , -0.070570 },{ -0.181517 , -0.529956 , -0.828371}},
19198 {{-0.030492 , 0.849837 , -0.065904 },{ -0.181517 , -0.529956 , -0.828371}},
19199 {{-0.031427 , 0.856741 , -0.070116 },{ -0.181517 , -0.529956 , -0.828371}},
19200 {{-0.030003 , 0.856963 , -0.070570 },{ -0.531959 , -0.438013 , -0.724683}},
19201 {{-0.029431 , 0.849834 , -0.066681 },{ -0.531959 , -0.438013 , -0.724683}},
19202 {{-0.030492 , 0.849837 , -0.065904 },{ -0.531959 , -0.438013 , -0.724683}},
19203 {{-0.031677 , 0.862977 , -0.064270 },{ -0.825817 , -0.056402 , 0.561111}},
19204 {{-0.030769 , 0.859024 , -0.063331 },{ -0.825817 , -0.056402 , 0.561111}},
19205 {{-0.029560 , 0.859886 , -0.061465 },{ -0.825817 , -0.056402 , 0.561111}},
19206 {{-0.031677 , 0.862977 , -0.064270 },{ -0.855138 , -0.130360 , 0.501743}},
19207 {{-0.029560 , 0.859886 , -0.061465 },{ -0.855138 , -0.130360 , 0.501743}},
19208 {{-0.030307 , 0.862804 , -0.061980 },{ -0.855138 , -0.130360 , 0.501743}},
19209 {{-0.030307 , 0.862804 , -0.061980 },{ -0.888106 , -0.150715 , 0.434227}},
19210 {{-0.029560 , 0.859886 , -0.061465 },{ -0.888106 , -0.150715 , 0.434227}},
19211 {{-0.029072 , 0.862110 , -0.059695 },{ -0.888106 , -0.150715 , 0.434227}},
19212 {{-0.029560 , 0.859886 , -0.061465 },{ -0.772967 , -0.282508 , 0.568077}},
19213 {{-0.028131 , 0.860400 , -0.059265 },{ -0.772967 , -0.282508 , 0.568077}},
19214 {{-0.029072 , 0.862110 , -0.059695 },{ -0.772967 , -0.282508 , 0.568077}},
19215 {{-0.028976 , 0.856496 , -0.059248 },{ -0.853352 , 0.186824 , 0.486710}},
19216 {{-0.028176 , 0.857756 , -0.058329 },{ -0.853352 , 0.186824 , 0.486710}},
19217 {{-0.028131 , 0.860400 , -0.059265 },{ -0.853352 , 0.186824 , 0.486710}},
19218 {{-0.028976 , 0.856496 , -0.059248 },{ -0.843340 , 0.184735 , 0.504629}},
19219 {{-0.028131 , 0.860400 , -0.059265 },{ -0.843340 , 0.184735 , 0.504629}},
19220 {{-0.029560 , 0.859886 , -0.061465 },{ -0.843340 , 0.184735 , 0.504629}},
19221 {{-0.031489 , 0.863512 , -0.066175 },{ -0.936685 , -0.302002 , -0.177246}},
19222 {{-0.030192 , 0.858836 , -0.065062 },{ -0.936685 , -0.302002 , -0.177246}},
19223 {{-0.031677 , 0.862977 , -0.064270 },{ -0.936685 , -0.302002 , -0.177246}},
19224 {{-0.030192 , 0.858836 , -0.065062 },{ -0.920167 , -0.277070 , -0.276632}},
19225 {{-0.030769 , 0.859024 , -0.063331 },{ -0.920167 , -0.277070 , -0.276632}},
19226 {{-0.031677 , 0.862977 , -0.064270 },{ -0.920167 , -0.277070 , -0.276632}},
19227 {{-0.014863 , 0.841895 , 0.018576 },{ 0.116450 , -0.978714 , 0.168995}},
19228 {{-0.016127 , 0.841632 , 0.017924 },{ 0.116450 , -0.978714 , 0.168995}},
19229 {{-0.014864 , 0.841394 , 0.015675 },{ 0.116450 , -0.978714 , 0.168995}},
19230 {{-0.014863 , 0.841895 , 0.018576 },{ 0.113264 , -0.979076 , 0.169059}},
19231 {{-0.014864 , 0.841394 , 0.015675 },{ 0.113264 , -0.979076 , 0.169059}},
19232 {{-0.013711 , 0.841636 , 0.016304 },{ 0.113264 , -0.979076 , 0.169059}},
19233 {{-0.013432 , 0.842530 , 0.018989 },{ 0.325005 , -0.906888 , 0.268190}},
19234 {{-0.014863 , 0.841895 , 0.018576 },{ 0.325005 , -0.906888 , 0.268190}},
19235 {{-0.013711 , 0.841636 , 0.016304 },{ 0.325005 , -0.906888 , 0.268190}},
19236 {{-0.012908 , 0.842202 , 0.016554 },{ 0.514535 , -0.828157 , 0.222282}},
19237 {{-0.013432 , 0.842530 , 0.018989 },{ 0.514535 , -0.828157 , 0.222282}},
19238 {{-0.013711 , 0.841636 , 0.016304 },{ 0.514535 , -0.828157 , 0.222282}},
19239 {{-0.011371 , 0.842354 , 0.014889 },{ 0.463028 , -0.812920 , 0.353223}},
19240 {{-0.012908 , 0.842202 , 0.016554 },{ 0.463028 , -0.812920 , 0.353223}},
19241 {{-0.013711 , 0.841636 , 0.016304 },{ 0.463028 , -0.812920 , 0.353223}},
19242 {{-0.011371 , 0.842354 , 0.014889 },{ 0.413168 , -0.879243 , 0.237115}},
19243 {{-0.013711 , 0.841636 , 0.016304 },{ 0.413168 , -0.879243 , 0.237115}},
19244 {{-0.012419 , 0.841787 , 0.014613 },{ 0.413168 , -0.879243 , 0.237115}},
19245 {{-0.013711 , 0.841636 , 0.016304 },{ 0.194741 , -0.980644 , 0.020310}},
19246 {{-0.014864 , 0.841394 , 0.015675 },{ 0.194741 , -0.980644 , 0.020310}},
19247 {{-0.013851 , 0.841558 , 0.013882 },{ 0.194741 , -0.980644 , 0.020310}},
19248 {{-0.013711 , 0.841636 , 0.016304 },{ 0.146259 , -0.988970 , 0.023380}},
19249 {{-0.013851 , 0.841558 , 0.013882 },{ 0.146259 , -0.988970 , 0.023380}},
19250 {{-0.012419 , 0.841787 , 0.014613 },{ 0.146259 , -0.988970 , 0.023380}},
19251 {{-0.030192 , 0.858836 , -0.065062 },{ -0.919296 , -0.280612 , -0.275957}},
19252 {{-0.030196 , 0.854050 , -0.060182 },{ -0.919296 , -0.280612 , -0.275957}},
19253 {{-0.030769 , 0.859024 , -0.063331 },{ -0.919296 , -0.280612 , -0.275957}},
19254 {{-0.030192 , 0.858836 , -0.065062 },{ -0.803748 , -0.424451 , -0.416930}},
19255 {{-0.029082 , 0.853908 , -0.062185 },{ -0.803748 , -0.424451 , -0.416930}},
19256 {{-0.030196 , 0.854050 , -0.060182 },{ -0.803748 , -0.424451 , -0.416930}},
19257 {{-0.027917 , 0.853606 , -0.063279 },{ -0.662597 , -0.483295 , -0.572182}},
19258 {{-0.029082 , 0.853908 , -0.062185 },{ -0.662597 , -0.483295 , -0.572182}},
19259 {{-0.030192 , 0.858836 , -0.065062 },{ -0.662597 , -0.483295 , -0.572182}},
19260 {{-0.027917 , 0.853606 , -0.063279 },{ -0.660003 , -0.483210 , -0.575243}},
19261 {{-0.030192 , 0.858836 , -0.065062 },{ -0.660003 , -0.483210 , -0.575243}},
19262 {{-0.029185 , 0.858901 , -0.066272 },{ -0.660003 , -0.483210 , -0.575243}},
19263 {{-0.029185 , 0.858901 , -0.066272 },{ -0.712774 , -0.343292 , -0.611641}},
19264 {{-0.030192 , 0.858836 , -0.065062 },{ -0.712774 , -0.343292 , -0.611641}},
19265 {{-0.031489 , 0.863512 , -0.066175 },{ -0.712774 , -0.343292 , -0.611641}},
19266 {{-0.029185 , 0.858901 , -0.066272 },{ -0.732634 , -0.353851 , -0.581409}},
19267 {{-0.031489 , 0.863512 , -0.066175 },{ -0.732634 , -0.353851 , -0.581409}},
19268 {{-0.030978 , 0.864935 , -0.067685 },{ -0.732634 , -0.353851 , -0.581409}},
19269 {{-0.030841 , 0.868883 , -0.057185 },{ -0.959553 , -0.270612 , 0.077636}},
19270 {{-0.030115 , 0.866566 , -0.056288 },{ -0.959553 , -0.270612 , 0.077636}},
19271 {{-0.030545 , 0.868299 , -0.055562 },{ -0.959553 , -0.270612 , 0.077636}},
19272 {{-0.030871 , 0.867896 , -0.057999 },{ -0.944120 , -0.192157 , 0.267793}},
19273 {{-0.030115 , 0.866566 , -0.056288 },{ -0.944120 , -0.192157 , 0.267793}},
19274 {{-0.030841 , 0.868883 , -0.057185 },{ -0.944120 , -0.192157 , 0.267793}},
19275 {{-0.021283 , 0.845222 , 0.019053 },{ -0.766767 , -0.090735 , 0.635481}},
19276 {{-0.019914 , 0.844684 , 0.020628 },{ -0.766767 , -0.090735 , 0.635481}},
19277 {{-0.020043 , 0.847455 , 0.020868 },{ -0.766767 , -0.090735 , 0.635481}},
19278 {{-0.021283 , 0.845222 , 0.019053 },{ -0.815079 , -0.018053 , 0.579068}},
19279 {{-0.020043 , 0.847455 , 0.020868 },{ -0.815079 , -0.018053 , 0.579068}},
19280 {{-0.021274 , 0.847895 , 0.019149 },{ -0.815079 , -0.018053 , 0.579068}},
19281 {{-0.020578 , 0.850642 , 0.018343 },{ -0.713540 , 0.357567 , 0.602500}},
19282 {{-0.021274 , 0.847895 , 0.019149 },{ -0.713540 , 0.357567 , 0.602500}},
19283 {{-0.020043 , 0.847455 , 0.020868 },{ -0.713540 , 0.357567 , 0.602500}},
19284 {{-0.020578 , 0.850642 , 0.018343 },{ -0.815617 , 0.268954 , 0.512281}},
19285 {{-0.020043 , 0.847455 , 0.020868 },{ -0.815617 , 0.268954 , 0.512281}},
19286 {{-0.019523 , 0.850310 , 0.020197 },{ -0.815617 , 0.268954 , 0.512281}},
19287 {{-0.020043 , 0.847455 , 0.020868 },{ -0.511947 , 0.269277 , 0.815721}},
19288 {{-0.018355 , 0.847232 , 0.022001 },{ -0.511947 , 0.269277 , 0.815721}},
19289 {{-0.017925 , 0.850167 , 0.021302 },{ -0.511947 , 0.269277 , 0.815721}},
19290 {{-0.020043 , 0.847455 , 0.020868 },{ -0.527956 , 0.284249 , 0.800290}},
19291 {{-0.017925 , 0.850167 , 0.021302 },{ -0.527956 , 0.284249 , 0.800290}},
19292 {{-0.019523 , 0.850310 , 0.020197 },{ -0.527956 , 0.284249 , 0.800290}},
19293 {{-0.019914 , 0.844684 , 0.020628 },{ -0.569406 , -0.091803 , 0.816914}},
19294 {{-0.018251 , 0.844389 , 0.021754 },{ -0.569406 , -0.091803 , 0.816914}},
19295 {{-0.018355 , 0.847232 , 0.022001 },{ -0.569406 , -0.091803 , 0.816914}},
19296 {{-0.019914 , 0.844684 , 0.020628 },{ -0.563492 , -0.097286 , 0.820373}},
19297 {{-0.018355 , 0.847232 , 0.022001 },{ -0.563492 , -0.097286 , 0.820373}},
19298 {{-0.020043 , 0.847455 , 0.020868 },{ -0.563492 , -0.097286 , 0.820373}},
19299 {{-0.007505 , 0.818412 , 0.014966 },{ -0.311788 , -0.800278 , 0.512195}},
19300 {{-0.012486 , 0.821255 , 0.016376 },{ -0.311788 , -0.800278 , 0.512195}},
19301 {{-0.011120 , 0.819142 , 0.013906 },{ -0.311788 , -0.800278 , 0.512195}},
19302 {{-0.007505 , 0.818412 , 0.014966 },{ -0.275702 , -0.769040 , 0.576686}},
19303 {{-0.008349 , 0.820728 , 0.017651 },{ -0.275702 , -0.769040 , 0.576686}},
19304 {{-0.012486 , 0.821255 , 0.016376 },{ -0.275702 , -0.769040 , 0.576686}},
19305 {{-0.002920 , 0.820511 , 0.017746 },{ -0.041788 , -0.763020 , 0.645022}},
19306 {{-0.008349 , 0.820728 , 0.017651 },{ -0.041788 , -0.763020 , 0.645022}},
19307 {{-0.007505 , 0.818412 , 0.014966 },{ -0.041788 , -0.763020 , 0.645022}},
19308 {{-0.002920 , 0.820511 , 0.017746 },{ -0.187757 , -0.609745 , 0.770038}},
19309 {{-0.007505 , 0.818412 , 0.014966 },{ -0.187757 , -0.609745 , 0.770038}},
19310 {{-0.003362 , 0.817327 , 0.015117 },{ -0.187757 , -0.609745 , 0.770038}},
19311 {{-0.003108 , 0.814172 , 0.012031 },{ -0.206582 , -0.692613 , 0.691094}},
19312 {{-0.003362 , 0.817327 , 0.015117 },{ -0.206582 , -0.692613 , 0.691094}},
19313 {{-0.007505 , 0.818412 , 0.014966 },{ -0.206582 , -0.692613 , 0.691094}},
19314 {{-0.003108 , 0.814172 , 0.012031 },{ -0.485591 , -0.778643 , 0.397387}},
19315 {{-0.007505 , 0.818412 , 0.014966 },{ -0.485591 , -0.778643 , 0.397387}},
19316 {{-0.006263 , 0.815964 , 0.011687 },{ -0.485591 , -0.778643 , 0.397387}},
19317 {{-0.006263 , 0.815964 , 0.011687 },{ -0.361912 , -0.807507 , 0.465782}},
19318 {{-0.007505 , 0.818412 , 0.014966 },{ -0.361912 , -0.807507 , 0.465782}},
19319 {{-0.009412 , 0.816877 , 0.010823 },{ -0.361912 , -0.807507 , 0.465782}},
19320 {{-0.007505 , 0.818412 , 0.014966 },{ -0.301723 , -0.840376 , 0.450256}},
19321 {{-0.011120 , 0.819142 , 0.013906 },{ -0.301723 , -0.840376 , 0.450256}},
19322 {{-0.009412 , 0.816877 , 0.010823 },{ -0.301723 , -0.840376 , 0.450256}},
19323 {{-0.007124 , 0.876780 , 0.013848 },{ -0.306002 , -0.396083 , 0.865725}},
19324 {{-0.011793 , 0.874042 , 0.010945 },{ -0.306002 , -0.396083 , 0.865725}},
19325 {{-0.006990 , 0.874517 , 0.012860 },{ -0.306002 , -0.396083 , 0.865725}},
19326 {{-0.007124 , 0.876780 , 0.013848 },{ -0.410181 , -0.234881 , 0.881239}},
19327 {{-0.012043 , 0.876332 , 0.011439 },{ -0.410181 , -0.234881 , 0.881239}},
19328 {{-0.011793 , 0.874042 , 0.010945 },{ -0.410181 , -0.234881 , 0.881239}},
19329 {{-0.012209 , 0.879553 , 0.011805 },{ -0.427324 , -0.123788 , 0.895584}},
19330 {{-0.012043 , 0.876332 , 0.011439 },{ -0.427324 , -0.123788 , 0.895584}},
19331 {{-0.007124 , 0.876780 , 0.013848 },{ -0.427324 , -0.123788 , 0.895584}},
19332 {{-0.006672 , 0.879804 , 0.014694 },{ -0.448853 , -0.177904 , 0.875718}},
19333 {{-0.012209 , 0.879553 , 0.011805 },{ -0.448853 , -0.177904 , 0.875718}},
19334 {{-0.007124 , 0.876780 , 0.013848 },{ -0.448853 , -0.177904 , 0.875718}},
19335 {{-0.006672 , 0.879804 , 0.014694 },{ -0.379350 , -0.196260 , 0.904199}},
19336 {{-0.007124 , 0.876780 , 0.013848 },{ -0.379350 , -0.196260 , 0.904199}},
19337 {{-0.001927 , 0.879796 , 0.016683 },{ -0.379350 , -0.196260 , 0.904199}},
19338 {{-0.001927 , 0.879796 , 0.016683 },{ -0.314238 , -0.303928 , 0.899379}},
19339 {{-0.007124 , 0.876780 , 0.013848 },{ -0.314238 , -0.303928 , 0.899379}},
19340 {{-0.002997 , 0.877446 , 0.015515 },{ -0.314238 , -0.303928 , 0.899379}},
19341 {{-0.002997 , 0.877446 , 0.015515 },{ -0.203838 , -0.624358 , 0.754073}},
19342 {{-0.007124 , 0.876780 , 0.013848 },{ -0.203838 , -0.624358 , 0.754073}},
19343 {{-0.002205 , 0.875354 , 0.013997 },{ -0.203838 , -0.624358 , 0.754073}},
19344 {{-0.007124 , 0.876780 , 0.013848 },{ -0.144228 , -0.403093 , 0.903722}},
19345 {{-0.006990 , 0.874517 , 0.012860 },{ -0.144228 , -0.403093 , 0.903722}},
19346 {{-0.002205 , 0.875354 , 0.013997 },{ -0.144228 , -0.403093 , 0.903722}},
19347 {{-0.006559 , 0.848716 , 0.019209 },{ 0.378748 , 0.386162 , 0.841088}},
19348 {{-0.009432 , 0.845897 , 0.021797 },{ 0.378748 , 0.386162 , 0.841088}},
19349 {{-0.006827 , 0.846045 , 0.020556 },{ 0.378748 , 0.386162 , 0.841088}},
19350 {{-0.006559 , 0.848716 , 0.019209 },{ 0.428018 , 0.334553 , 0.839568}},
19351 {{-0.009220 , 0.848592 , 0.020615 },{ 0.428018 , 0.334553 , 0.839568}},
19352 {{-0.009432 , 0.845897 , 0.021797 },{ 0.428018 , 0.334553 , 0.839568}},
19353 {{-0.008270 , 0.851641 , 0.018239 },{ 0.390101 , 0.487274 , 0.781272}},
19354 {{-0.009220 , 0.848592 , 0.020615 },{ 0.390101 , 0.487274 , 0.781272}},
19355 {{-0.006559 , 0.848716 , 0.019209 },{ 0.390101 , 0.487274 , 0.781272}},
19356 {{-0.008270 , 0.851641 , 0.018239 },{ 0.385579 , 0.485697 , 0.784491}},
19357 {{-0.006559 , 0.848716 , 0.019209 },{ 0.385579 , 0.485697 , 0.784491}},
19358 {{-0.006184 , 0.851303 , 0.017423 },{ 0.385579 , 0.485697 , 0.784491}},
19359 {{-0.006184 , 0.851303 , 0.017423 },{ 0.562684 , 0.412871 , 0.716188}},
19360 {{-0.006559 , 0.848716 , 0.019209 },{ 0.562684 , 0.412871 , 0.716188}},
19361 {{-0.004807 , 0.850677 , 0.016702 },{ 0.562684 , 0.412871 , 0.716188}},
19362 {{-0.004807 , 0.850677 , 0.016702 },{ 0.498585 , 0.478553 , 0.722772}},
19363 {{-0.006559 , 0.848716 , 0.019209 },{ 0.498585 , 0.478553 , 0.722772}},
19364 {{-0.004311 , 0.848801 , 0.017602 },{ 0.498585 , 0.478553 , 0.722772}},
19365 {{-0.004311 , 0.848801 , 0.017602 },{ 0.550848 , 0.282081 , 0.785491}},
19366 {{-0.006559 , 0.848716 , 0.019209 },{ 0.550848 , 0.282081 , 0.785491}},
19367 {{-0.004542 , 0.846111 , 0.018730 },{ 0.550848 , 0.282081 , 0.785491}},
19368 {{-0.006559 , 0.848716 , 0.019209 },{ 0.586464 , 0.317039 , 0.745350}},
19369 {{-0.006827 , 0.846045 , 0.020556 },{ 0.586464 , 0.317039 , 0.745350}},
19370 {{-0.004542 , 0.846111 , 0.018730 },{ 0.586464 , 0.317039 , 0.745350}},
19371 {{-0.011793 , 0.874042 , 0.010945 },{ -0.198482 , 0.036353 , 0.979430}},
19372 {{-0.011853 , 0.872044 , 0.011007 },{ -0.198482 , 0.036353 , 0.979430}},
19373 {{-0.007785 , 0.872162 , 0.011827 },{ -0.198482 , 0.036353 , 0.979430}},
19374 {{-0.006990 , 0.874517 , 0.012860 },{ -0.330908 , -0.283151 , 0.900181}},
19375 {{-0.011793 , 0.874042 , 0.010945 },{ -0.330908 , -0.283151 , 0.900181}},
19376 {{-0.007785 , 0.872162 , 0.011827 },{ -0.330908 , -0.283151 , 0.900181}},
19377 {{-0.002205 , 0.875354 , 0.013997 },{ -0.157782 , -0.351513 , 0.922791}},
19378 {{-0.006990 , 0.874517 , 0.012860 },{ -0.157782 , -0.351513 , 0.922791}},
19379 {{-0.007785 , 0.872162 , 0.011827 },{ -0.157782 , -0.351513 , 0.922791}},
19380 {{-0.002205 , 0.875354 , 0.013997 },{ 0.097380 , -0.670336 , 0.735640}},
19381 {{-0.007785 , 0.872162 , 0.011827 },{ 0.097380 , -0.670336 , 0.735640}},
19382 {{-0.004131 , 0.872334 , 0.011500 },{ 0.097380 , -0.670336 , 0.735640}},
19383 {{-0.004131 , 0.872334 , 0.011500 },{ 0.100418 , -0.515168 , 0.851186}},
19384 {{-0.007785 , 0.872162 , 0.011827 },{ 0.100418 , -0.515168 , 0.851186}},
19385 {{-0.005263 , 0.868784 , 0.009485 },{ 0.100418 , -0.515168 , 0.851186}},
19386 {{-0.007785 , 0.872162 , 0.011827 },{ 0.172616 , -0.470926 , 0.865120}},
19387 {{-0.009043 , 0.869761 , 0.010771 },{ 0.172616 , -0.470926 , 0.865120}},
19388 {{-0.005263 , 0.868784 , 0.009485 },{ 0.172616 , -0.470926 , 0.865120}},
19389 {{-0.007785 , 0.872162 , 0.011827 },{ 0.105776 , -0.446248 , 0.888636}},
19390 {{-0.012068 , 0.870191 , 0.011347 },{ 0.105776 , -0.446248 , 0.888636}},
19391 {{-0.009043 , 0.869761 , 0.010771 },{ 0.105776 , -0.446248 , 0.888636}},
19392 {{-0.007785 , 0.872162 , 0.011827 },{ -0.199189 , 0.199163 , 0.959509}},
19393 {{-0.011853 , 0.872044 , 0.011007 },{ -0.199189 , 0.199163 , 0.959509}},
19394 {{-0.012068 , 0.870191 , 0.011347 },{ -0.199189 , 0.199163 , 0.959509}},
19395 {{-0.020278 , 0.851790 , 0.011474 },{ -0.852687 , 0.513017 , 0.098687}},
19396 {{-0.021875 , 0.848749 , 0.013484 },{ -0.852687 , 0.513017 , 0.098687}},
19397 {{-0.021751 , 0.848369 , 0.016531 },{ -0.852687 , 0.513017 , 0.098687}},
19398 {{-0.020278 , 0.851790 , 0.011474 },{ -0.942571 , 0.330046 , -0.051275}},
19399 {{-0.021751 , 0.848369 , 0.016531 },{ -0.942571 , 0.330046 , -0.051275}},
19400 {{-0.020726 , 0.851105 , 0.015300 },{ -0.942571 , 0.330046 , -0.051275}},
19401 {{-0.020726 , 0.851105 , 0.015300 },{ -0.915147 , 0.389534 , 0.103778}},
19402 {{-0.021751 , 0.848369 , 0.016531 },{ -0.915147 , 0.389534 , 0.103778}},
19403 {{-0.020578 , 0.850642 , 0.018343 },{ -0.915147 , 0.389534 , 0.103778}},
19404 {{-0.021751 , 0.848369 , 0.016531 },{ -0.927271 , 0.300472 , 0.223348}},
19405 {{-0.021274 , 0.847895 , 0.019149 },{ -0.927271 , 0.300472 , 0.223348}},
19406 {{-0.020578 , 0.850642 , 0.018343 },{ -0.927271 , 0.300472 , 0.223348}},
19407 {{-0.021751 , 0.848369 , 0.016531 },{ -0.983898 , -0.003105 , 0.178705}},
19408 {{-0.021283 , 0.845222 , 0.019053 },{ -0.983898 , -0.003105 , 0.178705}},
19409 {{-0.021274 , 0.847895 , 0.019149 },{ -0.983898 , -0.003105 , 0.178705}},
19410 {{-0.021751 , 0.848369 , 0.016531 },{ -0.877454 , 0.213669 , 0.429442}},
19411 {{-0.022236 , 0.845702 , 0.016867 },{ -0.877454 , 0.213669 , 0.429442}},
19412 {{-0.021283 , 0.845222 , 0.019053 },{ -0.877454 , 0.213669 , 0.429442}},
19413 {{-0.022827 , 0.846063 , 0.014250 },{ -0.948725 , 0.203048 , 0.242263}},
19414 {{-0.022236 , 0.845702 , 0.016867 },{ -0.948725 , 0.203048 , 0.242263}},
19415 {{-0.021751 , 0.848369 , 0.016531 },{ -0.948725 , 0.203048 , 0.242263}},
19416 {{-0.021875 , 0.848749 , 0.013484 },{ -0.931778 , 0.353640 , 0.082027}},
19417 {{-0.022827 , 0.846063 , 0.014250 },{ -0.931778 , 0.353640 , 0.082027}},
19418 {{-0.021751 , 0.848369 , 0.016531 },{ -0.931778 , 0.353640 , 0.082027}},
19419 {{0.056968 , 0.849803 , -0.011093 },{ 0.732867 , -0.351371 , 0.582618}},
19420 {{0.054088 , 0.849127 , -0.007878 },{ 0.732867 , -0.351371 , 0.582618}},
19421 {{0.055048 , 0.848201 , -0.009644 },{ 0.732867 , -0.351371 , 0.582618}},
19422 {{0.056968 , 0.849803 , -0.011093 },{ 0.650972 , -0.607296 , 0.455442}},
19423 {{0.056135 , 0.850377 , -0.009137 },{ 0.650972 , -0.607296 , 0.455442}},
19424 {{0.054088 , 0.849127 , -0.007878 },{ 0.650972 , -0.607296 , 0.455442}},
19425 {{0.058327 , 0.852951 , -0.010305 },{ 0.768504 , -0.446493 , 0.458307}},
19426 {{0.056135 , 0.850377 , -0.009137 },{ 0.768504 , -0.446493 , 0.458307}},
19427 {{0.056968 , 0.849803 , -0.011093 },{ 0.768504 , -0.446493 , 0.458307}},
19428 {{0.058327 , 0.852951 , -0.010305 },{ 0.763771 , -0.446428 , 0.466214}},
19429 {{0.056968 , 0.849803 , -0.011093 },{ 0.763771 , -0.446428 , 0.466214}},
19430 {{0.059460 , 0.852808 , -0.012298 },{ 0.763771 , -0.446428 , 0.466214}},
19431 {{0.059787 , 0.852517 , -0.013864 },{ 0.791686 , -0.549307 , 0.267386}},
19432 {{0.059460 , 0.852808 , -0.012298 },{ 0.791686 , -0.549307 , 0.267386}},
19433 {{0.056968 , 0.849803 , -0.011093 },{ 0.791686 , -0.549307 , 0.267386}},
19434 {{0.059787 , 0.852517 , -0.013864 },{ 0.808596 , -0.431505 , 0.399969}},
19435 {{0.056968 , 0.849803 , -0.011093 },{ 0.808596 , -0.431505 , 0.399969}},
19436 {{0.057384 , 0.849194 , -0.012591 },{ 0.808596 , -0.431505 , 0.399969}},
19437 {{0.057384 , 0.849194 , -0.012591 },{ 0.769117 , -0.488452 , 0.412156}},
19438 {{0.056968 , 0.849803 , -0.011093 },{ 0.769117 , -0.488452 , 0.412156}},
19439 {{0.055843 , 0.848121 , -0.010987 },{ 0.769117 , -0.488452 , 0.412156}},
19440 {{0.056968 , 0.849803 , -0.011093 },{ 0.747005 , -0.470005 , 0.470191}},
19441 {{0.055048 , 0.848201 , -0.009644 },{ 0.747005 , -0.470005 , 0.470191}},
19442 {{0.055843 , 0.848121 , -0.010987 },{ 0.747005 , -0.470005 , 0.470191}},
19443 {{-0.008277 , 0.848123 , 0.016665 },{ 0.269293 , -0.788465 , -0.552996}},
19444 {{-0.011058 , 0.846826 , 0.017160 },{ 0.269293 , -0.788465 , -0.552996}},
19445 {{-0.008678 , 0.848477 , 0.015965 },{ 0.269293 , -0.788465 , -0.552996}},
19446 {{-0.008678 , 0.848477 , 0.015965 },{ 0.113285 , -0.684537 , -0.720122}},
19447 {{-0.011058 , 0.846826 , 0.017160 },{ 0.113285 , -0.684537 , -0.720122}},
19448 {{-0.010775 , 0.847787 , 0.016291 },{ 0.113285 , -0.684537 , -0.720122}},
19449 {{-0.012330 , 0.846525 , 0.015864 },{ 0.629500 , -0.614901 , -0.475001}},
19450 {{-0.010775 , 0.847787 , 0.016291 },{ 0.629500 , -0.614901 , -0.475001}},
19451 {{-0.011058 , 0.846826 , 0.017160 },{ 0.629500 , -0.614901 , -0.475001}},
19452 {{-0.011058 , 0.846826 , 0.017160 },{ 0.582419 , -0.702876 , -0.408355}},
19453 {{-0.013184 , 0.845449 , 0.016498 },{ 0.582419 , -0.702876 , -0.408355}},
19454 {{-0.012330 , 0.846525 , 0.015864 },{ 0.582419 , -0.702876 , -0.408355}},
19455 {{-0.010998 , 0.845539 , 0.017708 },{ 0.460078 , -0.378831 , -0.803004}},
19456 {{-0.013098 , 0.844305 , 0.017087 },{ 0.460078 , -0.378831 , -0.803004}},
19457 {{-0.013184 , 0.845449 , 0.016498 },{ 0.460078 , -0.378831 , -0.803004}},
19458 {{-0.010998 , 0.845539 , 0.017708 },{ 0.467836 , -0.327683 , -0.820824}},
19459 {{-0.013184 , 0.845449 , 0.016498 },{ 0.467836 , -0.327683 , -0.820824}},
19460 {{-0.011058 , 0.846826 , 0.017160 },{ 0.467836 , -0.327683 , -0.820824}},
19461 {{-0.011058 , 0.846826 , 0.017160 },{ -0.018057 , -0.392400 , -0.919618}},
19462 {{-0.008263 , 0.846674 , 0.017170 },{ -0.018057 , -0.392400 , -0.919618}},
19463 {{-0.010998 , 0.845539 , 0.017708 },{ -0.018057 , -0.392400 , -0.919618}},
19464 {{-0.008277 , 0.848123 , 0.016665 },{ -0.014530 , -0.329183 , -0.944154}},
19465 {{-0.008263 , 0.846674 , 0.017170 },{ -0.014530 , -0.329183 , -0.944154}},
19466 {{-0.011058 , 0.846826 , 0.017160 },{ -0.014530 , -0.329183 , -0.944154}},
19467 {{0.059594 , 0.867663 , -0.008455 },{ 0.499997 , -0.180359 , 0.847038}},
19468 {{0.063003 , 0.866124 , -0.010795 },{ 0.499997 , -0.180359 , 0.847038}},
19469 {{0.062458 , 0.867553 , -0.010169 },{ 0.499997 , -0.180359 , 0.847038}},
19470 {{0.060246 , 0.868887 , -0.008365 },{ 0.478428 , -0.315105 , 0.819643}},
19471 {{0.059594 , 0.867663 , -0.008455 },{ 0.478428 , -0.315105 , 0.819643}},
19472 {{0.062458 , 0.867553 , -0.010169 },{ 0.478428 , -0.315105 , 0.819643}},
19473 {{0.062458 , 0.867553 , -0.010169 },{ 0.388672 , -0.471947 , 0.791328}},
19474 {{0.063457 , 0.867363 , -0.010773 },{ 0.388672 , -0.471947 , 0.791328}},
19475 {{0.060461 , 0.869396 , -0.008089 },{ 0.388672 , -0.471947 , 0.791328}},
19476 {{0.062458 , 0.867553 , -0.010169 },{ 0.302995 , -0.550021 , 0.778248}},
19477 {{0.060461 , 0.869396 , -0.008089 },{ 0.302995 , -0.550021 , 0.778248}},
19478 {{0.060246 , 0.868887 , -0.008365 },{ 0.302995 , -0.550021 , 0.778248}},
19479 {{0.062458 , 0.867553 , -0.010169 },{ 0.426158 , -0.375563 , 0.823008}},
19480 {{0.065354 , 0.863739 , -0.013409 },{ 0.426158 , -0.375563 , 0.823008}},
19481 {{0.063457 , 0.867363 , -0.010773 },{ 0.426158 , -0.375563 , 0.823008}},
19482 {{0.065354 , 0.863739 , -0.013409 },{ 0.736375 , -0.015465 , 0.676397}},
19483 {{0.062458 , 0.867553 , -0.010169 },{ 0.736375 , -0.015465 , 0.676397}},
19484 {{0.063003 , 0.866124 , -0.010795 },{ 0.736375 , -0.015465 , 0.676397}},
19485 {{-0.013101 , 0.844995 , 0.014809 },{ 0.820009 , -0.541349 , 0.185813}},
19486 {{-0.012330 , 0.846525 , 0.015864 },{ 0.820009 , -0.541349 , 0.185813}},
19487 {{-0.013184 , 0.845449 , 0.016498 },{ 0.820009 , -0.541349 , 0.185813}},
19488 {{-0.012271 , 0.846407 , 0.014511 },{ 0.866632 , -0.492375 , 0.080718}},
19489 {{-0.012330 , 0.846525 , 0.015864 },{ 0.866632 , -0.492375 , 0.080718}},
19490 {{-0.013101 , 0.844995 , 0.014809 },{ 0.866632 , -0.492375 , 0.080718}},
19491 {{-0.010916 , 0.846436 , 0.013338 },{ 0.640930 , -0.221645 , 0.734903}},
19492 {{-0.012271 , 0.846407 , 0.014511 },{ 0.640930 , -0.221645 , 0.734903}},
19493 {{-0.013101 , 0.844995 , 0.014809 },{ 0.640930 , -0.221645 , 0.734903}},
19494 {{-0.011342 , 0.845377 , 0.013138 },{ 0.677265 , -0.390237 , 0.623720}},
19495 {{-0.010916 , 0.846436 , 0.013338 },{ 0.677265 , -0.390237 , 0.623720}},
19496 {{-0.013101 , 0.844995 , 0.014809 },{ 0.677265 , -0.390237 , 0.623720}},
19497 {{-0.011342 , 0.845377 , 0.013138 },{ 0.628901 , 0.278836 , 0.725765}},
19498 {{-0.013101 , 0.844995 , 0.014809 },{ 0.628901 , 0.278836 , 0.725765}},
19499 {{-0.011316 , 0.844095 , 0.013608 },{ 0.628901 , 0.278836 , 0.725765}},
19500 {{-0.013101 , 0.844995 , 0.014809 },{ 0.637372 , 0.344069 , 0.689473}},
19501 {{-0.013033 , 0.843819 , 0.015333 },{ 0.637372 , 0.344069 , 0.689473}},
19502 {{-0.011316 , 0.844095 , 0.013608 },{ 0.637372 , 0.344069 , 0.689473}},
19503 {{-0.013184 , 0.845449 , 0.016498 },{ 0.996516 , 0.082197 , 0.014156}},
19504 {{-0.013098 , 0.844305 , 0.017087 },{ 0.996516 , 0.082197 , 0.014156}},
19505 {{-0.013033 , 0.843819 , 0.015333 },{ 0.996516 , 0.082197 , 0.014156}},
19506 {{-0.013184 , 0.845449 , 0.016498 },{ 0.997029 , 0.070981 , 0.029916}},
19507 {{-0.013033 , 0.843819 , 0.015333 },{ 0.997029 , 0.070981 , 0.029916}},
19508 {{-0.013101 , 0.844995 , 0.014809 },{ 0.997029 , 0.070981 , 0.029916}},
19509 {{-0.001081 , 0.844302 , 0.014045 },{ 0.173862 , -0.040163 , 0.983951}},
19510 {{-0.005990 , 0.843018 , 0.014860 },{ 0.173862 , -0.040163 , 0.983951}},
19511 {{-0.003125 , 0.840525 , 0.014252 },{ 0.173862 , -0.040163 , 0.983951}},
19512 {{-0.002822 , 0.844618 , 0.014819 },{ 0.269415 , -0.512560 , 0.815290}},
19513 {{-0.005990 , 0.843018 , 0.014860 },{ 0.269415 , -0.512560 , 0.815290}},
19514 {{-0.001081 , 0.844302 , 0.014045 },{ 0.269415 , -0.512560 , 0.815290}},
19515 {{-0.001568 , 0.846979 , 0.014350 },{ 0.401288 , -0.031294 , 0.915417}},
19516 {{-0.002822 , 0.844618 , 0.014819 },{ 0.401288 , -0.031294 , 0.915417}},
19517 {{-0.001081 , 0.844302 , 0.014045 },{ 0.401288 , -0.031294 , 0.915417}},
19518 {{-0.001225 , 0.848095 , 0.014002 },{ 0.656082 , 0.033455 , 0.753947}},
19519 {{-0.001568 , 0.846979 , 0.014350 },{ 0.656082 , 0.033455 , 0.753947}},
19520 {{-0.001081 , 0.844302 , 0.014045 },{ 0.656082 , 0.033455 , 0.753947}},
19521 {{-0.001225 , 0.848095 , 0.014002 },{ -0.761635 , -0.021573 , 0.647646}},
19522 {{-0.001081 , 0.844302 , 0.014045 },{ -0.761635 , -0.021573 , 0.647646}},
19523 {{-0.000666 , 0.848864 , 0.014685 },{ -0.761635 , -0.021573 , 0.647646}},
19524 {{-0.000666 , 0.848864 , 0.014685 },{ -0.225832 , -0.115163 , 0.967335}},
19525 {{-0.001081 , 0.844302 , 0.014045 },{ -0.225832 , -0.115163 , 0.967335}},
19526 {{0.001281 , 0.843030 , 0.014445 },{ -0.225832 , -0.115163 , 0.967335}},
19527 {{-0.001568 , 0.846979 , 0.014350 },{ 0.725031 , -0.649021 , 0.230437}},
19528 {{-0.002731 , 0.846370 , 0.016294 },{ 0.725031 , -0.649021 , 0.230437}},
19529 {{-0.004400 , 0.844731 , 0.016929 },{ 0.725031 , -0.649021 , 0.230437}},
19530 {{-0.001568 , 0.846979 , 0.014350 },{ 0.759554 , -0.287524 , 0.583445}},
19531 {{-0.004400 , 0.844731 , 0.016929 },{ 0.759554 , -0.287524 , 0.583445}},
19532 {{-0.002822 , 0.844618 , 0.014819 },{ 0.759554 , -0.287524 , 0.583445}},
19533 {{-0.002822 , 0.844618 , 0.014819 },{ 0.424031 , -0.830331 , 0.361591}},
19534 {{-0.004400 , 0.844731 , 0.016929 },{ 0.424031 , -0.830331 , 0.361591}},
19535 {{-0.005990 , 0.843018 , 0.014860 },{ 0.424031 , -0.830331 , 0.361591}},
19536 {{-0.004400 , 0.844731 , 0.016929 },{ 0.234785 , -0.829672 , 0.506478}},
19537 {{-0.006250 , 0.844299 , 0.017079 },{ 0.234785 , -0.829672 , 0.506478}},
19538 {{-0.005990 , 0.843018 , 0.014860 },{ 0.234785 , -0.829672 , 0.506478}},
19539 {{-0.001081 , 0.844302 , 0.014045 },{ -0.141396 , 0.048373 , 0.988770}},
19540 {{0.001057 , 0.837490 , 0.014684 },{ -0.141396 , 0.048373 , 0.988770}},
19541 {{0.001281 , 0.843030 , 0.014445 },{ -0.141396 , 0.048373 , 0.988770}},
19542 {{-0.001081 , 0.844302 , 0.014045 },{ -0.045421 , 0.079158 , 0.995827}},
19543 {{-0.003125 , 0.840525 , 0.014252 },{ -0.045421 , 0.079158 , 0.995827}},
19544 {{0.001057 , 0.837490 , 0.014684 },{ -0.045421 , 0.079158 , 0.995827}},
19545 {{-0.027849 , 0.850136 , -0.066161 },{ 0.354881 , -0.425623 , -0.832409}},
19546 {{-0.029431 , 0.849834 , -0.066681 },{ 0.354881 , -0.425623 , -0.832409}},
19547 {{-0.030003 , 0.856963 , -0.070570 },{ 0.354881 , -0.425623 , -0.832409}},
19548 {{-0.027849 , 0.850136 , -0.066161 },{ 0.386130 , -0.411386 , -0.825630}},
19549 {{-0.030003 , 0.856963 , -0.070570 },{ 0.386130 , -0.411386 , -0.825630}},
19550 {{-0.028227 , 0.857789 , -0.070151 },{ 0.386130 , -0.411386 , -0.825630}},
19551 {{-0.028227 , 0.857789 , -0.070151 },{ 0.293834 , -0.153164 , -0.943505}},
19552 {{-0.030003 , 0.856963 , -0.070570 },{ 0.293834 , -0.153164 , -0.943505}},
19553 {{-0.031129 , 0.864967 , -0.072220 },{ 0.293834 , -0.153164 , -0.943505}},
19554 {{-0.028227 , 0.857789 , -0.070151 },{ 0.333438 , -0.134175 , -0.933175}},
19555 {{-0.031129 , 0.864967 , -0.072220 },{ 0.333438 , -0.134175 , -0.933175}},
19556 {{-0.029280 , 0.865994 , -0.071707 },{ 0.333438 , -0.134175 , -0.933175}},
19557 {{-0.032320 , 0.858061 , -0.067720 },{ -0.580249 , 0.388358 , 0.715883}},
19558 {{-0.031218 , 0.852417 , -0.063765 },{ -0.580249 , 0.388358 , 0.715883}},
19559 {{-0.030213 , 0.852925 , -0.063226 },{ -0.580249 , 0.388358 , 0.715883}},
19560 {{-0.032320 , 0.858061 , -0.067720 },{ -0.603462 , 0.370340 , 0.706174}},
19561 {{-0.030213 , 0.852925 , -0.063226 },{ -0.603462 , 0.370340 , 0.706174}},
19562 {{-0.031190 , 0.858436 , -0.066951 },{ -0.603462 , 0.370340 , 0.706174}},
19563 {{-0.004311 , 0.848801 , 0.017602 },{ 0.779306 , 0.184238 , 0.598948}},
19564 {{-0.004542 , 0.846111 , 0.018730 },{ 0.779306 , 0.184238 , 0.598948}},
19565 {{-0.002731 , 0.846370 , 0.016294 },{ 0.779306 , 0.184238 , 0.598948}},
19566 {{-0.004311 , 0.848801 , 0.017602 },{ 0.792767 , 0.206737 , 0.573394}},
19567 {{-0.002731 , 0.846370 , 0.016294 },{ 0.792767 , 0.206737 , 0.573394}},
19568 {{-0.002874 , 0.849029 , 0.015533 },{ 0.792767 , 0.206737 , 0.573394}},
19569 {{-0.004807 , 0.850677 , 0.016702 },{ 0.710328 , 0.448172 , 0.542748}},
19570 {{-0.004311 , 0.848801 , 0.017602 },{ 0.710328 , 0.448172 , 0.542748}},
19571 {{-0.002874 , 0.849029 , 0.015533 },{ 0.710328 , 0.448172 , 0.542748}},
19572 {{-0.004807 , 0.850677 , 0.016702 },{ 0.705886 , 0.427154 , 0.565035}},
19573 {{-0.002874 , 0.849029 , 0.015533 },{ 0.705886 , 0.427154 , 0.565035}},
19574 {{-0.004050 , 0.851401 , 0.015209 },{ 0.705886 , 0.427154 , 0.565035}},
19575 {{-0.004062 , 0.851690 , 0.014300 },{ 0.880626 , 0.454770 , 0.132972}},
19576 {{-0.004050 , 0.851401 , 0.015209 },{ 0.880626 , 0.454770 , 0.132972}},
19577 {{-0.002874 , 0.849029 , 0.015533 },{ 0.880626 , 0.454770 , 0.132972}},
19578 {{-0.002293 , 0.849623 , 0.014017 },{ 0.699030 , 0.532986 , 0.476742}},
19579 {{-0.004062 , 0.851690 , 0.014300 },{ 0.699030 , 0.532986 , 0.476742}},
19580 {{-0.002874 , 0.849029 , 0.015533 },{ 0.699030 , 0.532986 , 0.476742}},
19581 {{-0.002293 , 0.849623 , 0.014017 },{ 0.850801 , 0.288596 , 0.439147}},
19582 {{-0.002874 , 0.849029 , 0.015533 },{ 0.850801 , 0.288596 , 0.439147}},
19583 {{-0.001568 , 0.846979 , 0.014350 },{ 0.850801 , 0.288596 , 0.439147}},
19584 {{-0.001568 , 0.846979 , 0.014350 },{ 0.811743 , 0.200626 , 0.548474}},
19585 {{-0.002874 , 0.849029 , 0.015533 },{ 0.811743 , 0.200626 , 0.548474}},
19586 {{-0.002731 , 0.846370 , 0.016294 },{ 0.811743 , 0.200626 , 0.548474}},
19587 {{-0.006184 , 0.851303 , 0.017423 },{ 0.568472 , 0.589360 , 0.574015}},
19588 {{-0.004807 , 0.850677 , 0.016702 },{ 0.568472 , 0.589360 , 0.574015}},
19589 {{-0.004050 , 0.851401 , 0.015209 },{ 0.568472 , 0.589360 , 0.574015}},
19590 {{-0.006184 , 0.851303 , 0.017423 },{ 0.583559 , 0.560842 , 0.587295}},
19591 {{-0.004050 , 0.851401 , 0.015209 },{ 0.583559 , 0.560842 , 0.587295}},
19592 {{-0.005479 , 0.852181 , 0.015884 },{ 0.583559 , 0.560842 , 0.587295}},
19593 {{-0.005479 , 0.852181 , 0.015884 },{ 0.346240 , 0.737754 , 0.579515}},
19594 {{-0.008270 , 0.851641 , 0.018239 },{ 0.346240 , 0.737754 , 0.579515}},
19595 {{-0.006184 , 0.851303 , 0.017423 },{ 0.346240 , 0.737754 , 0.579515}},
19596 {{-0.005479 , 0.852181 , 0.015884 },{ 0.115618 , 0.929523 , 0.350169}},
19597 {{-0.005940 , 0.852316 , 0.015678 },{ 0.115618 , 0.929523 , 0.350169}},
19598 {{-0.008270 , 0.851641 , 0.018239 },{ 0.115618 , 0.929523 , 0.350169}},
19599 {{-0.004050 , 0.851401 , 0.015209 },{ 0.551391 , 0.797102 , 0.246165}},
19600 {{-0.004062 , 0.851690 , 0.014300 },{ 0.551391 , 0.797102 , 0.246165}},
19601 {{-0.005479 , 0.852181 , 0.015884 },{ 0.551391 , 0.797102 , 0.246165}},
19602 {{-0.005850 , 0.844781 , 0.019282 },{ 0.203756 , -0.963469 , 0.173814}},
19603 {{-0.008120 , 0.844356 , 0.019587 },{ 0.203756 , -0.963469 , 0.173814}},
19604 {{-0.006250 , 0.844299 , 0.017079 },{ 0.203756 , -0.963469 , 0.173814}},
19605 {{-0.005850 , 0.844781 , 0.019282 },{ 0.236978 , -0.957158 , 0.166401}},
19606 {{-0.006250 , 0.844299 , 0.017079 },{ 0.236978 , -0.957158 , 0.166401}},
19607 {{-0.004400 , 0.844731 , 0.016929 },{ 0.236978 , -0.957158 , 0.166401}},
19608 {{-0.004542 , 0.846111 , 0.018730 },{ 0.721830 , -0.520692 , 0.455896}},
19609 {{-0.005850 , 0.844781 , 0.019282 },{ 0.721830 , -0.520692 , 0.455896}},
19610 {{-0.004400 , 0.844731 , 0.016929 },{ 0.721830 , -0.520692 , 0.455896}},
19611 {{-0.004542 , 0.846111 , 0.018730 },{ 0.703780 , -0.536030 , 0.466225}},
19612 {{-0.004400 , 0.844731 , 0.016929 },{ 0.703780 , -0.536030 , 0.466225}},
19613 {{-0.002731 , 0.846370 , 0.016294 },{ 0.703780 , -0.536030 , 0.466225}},
19614 {{-0.017925 , 0.850167 , 0.021302 },{ -0.427493 , 0.268237 , 0.863307}},
19615 {{-0.018355 , 0.847232 , 0.022001 },{ -0.427493 , 0.268237 , 0.863307}},
19616 {{-0.016508 , 0.847411 , 0.022860 },{ -0.427493 , 0.268237 , 0.863307}},
19617 {{-0.017925 , 0.850167 , 0.021302 },{ -0.405852 , 0.282656 , 0.869132}},
19618 {{-0.016508 , 0.847411 , 0.022860 },{ -0.405852 , 0.282656 , 0.869132}},
19619 {{-0.016150 , 0.850268 , 0.022098 },{ -0.405852 , 0.282656 , 0.869132}},
19620 {{-0.014011 , 0.850560 , 0.022043 },{ -0.010503 , 0.258912 , 0.965844}},
19621 {{-0.016150 , 0.850268 , 0.022098 },{ -0.010503 , 0.258912 , 0.965844}},
19622 {{-0.016508 , 0.847411 , 0.022860 },{ -0.010503 , 0.258912 , 0.965844}},
19623 {{-0.014011 , 0.850560 , 0.022043 },{ -0.139035 , 0.350537 , 0.926171}},
19624 {{-0.016508 , 0.847411 , 0.022860 },{ -0.139035 , 0.350537 , 0.926171}},
19625 {{-0.014392 , 0.847809 , 0.023027 },{ -0.139035 , 0.350537 , 0.926171}},
19626 {{-0.014392 , 0.847809 , 0.023027 },{ -0.073506 , -0.027498 , 0.996916}},
19627 {{-0.016508 , 0.847411 , 0.022860 },{ -0.073506 , -0.027498 , 0.996916}},
19628 {{-0.014355 , 0.845136 , 0.022956 },{ -0.073506 , -0.027498 , 0.996916}},
19629 {{-0.016508 , 0.847411 , 0.022860 },{ -0.148212 , -0.098744 , 0.984014}},
19630 {{-0.016422 , 0.844641 , 0.022595 },{ -0.148212 , -0.098744 , 0.984014}},
19631 {{-0.014355 , 0.845136 , 0.022956 },{ -0.148212 , -0.098744 , 0.984014}},
19632 {{-0.018355 , 0.847232 , 0.022001 },{ -0.405222 , -0.093832 , 0.909391}},
19633 {{-0.018251 , 0.844389 , 0.021754 },{ -0.405222 , -0.093832 , 0.909391}},
19634 {{-0.016422 , 0.844641 , 0.022595 },{ -0.405222 , -0.093832 , 0.909391}},
19635 {{-0.018355 , 0.847232 , 0.022001 },{ -0.411676 , -0.099450 , 0.905888}},
19636 {{-0.016422 , 0.844641 , 0.022595 },{ -0.411676 , -0.099450 , 0.905888}},
19637 {{-0.016508 , 0.847411 , 0.022860 },{ -0.411676 , -0.099450 , 0.905888}},
19638 {{-0.011897 , 0.848246 , 0.022083 },{ 0.091046 , 0.201784 , 0.975189}},
19639 {{-0.014355 , 0.845136 , 0.022956 },{ 0.091046 , 0.201784 , 0.975189}},
19640 {{-0.011984 , 0.845574 , 0.022644 },{ 0.091046 , 0.201784 , 0.975189}},
19641 {{-0.011897 , 0.848246 , 0.022083 },{ 0.356846 , -0.019868 , 0.933952}},
19642 {{-0.014392 , 0.847809 , 0.023027 },{ 0.356846 , -0.019868 , 0.933952}},
19643 {{-0.014355 , 0.845136 , 0.022956 },{ 0.356846 , -0.019868 , 0.933952}},
19644 {{-0.014011 , 0.850560 , 0.022043 },{ 0.295045 , 0.285311 , 0.911892}},
19645 {{-0.014392 , 0.847809 , 0.023027 },{ 0.295045 , 0.285311 , 0.911892}},
19646 {{-0.011897 , 0.848246 , 0.022083 },{ 0.295045 , 0.285311 , 0.911892}},
19647 {{-0.011324 , 0.850988 , 0.020598 },{ 0.392598 , 0.373202 , 0.840587}},
19648 {{-0.014011 , 0.850560 , 0.022043 },{ 0.392598 , 0.373202 , 0.840587}},
19649 {{-0.011897 , 0.848246 , 0.022083 },{ 0.392598 , 0.373202 , 0.840587}},
19650 {{-0.008270 , 0.851641 , 0.018239 },{ 0.538234 , 0.311618 , 0.783070}},
19651 {{-0.011324 , 0.850988 , 0.020598 },{ 0.538234 , 0.311618 , 0.783070}},
19652 {{-0.011897 , 0.848246 , 0.022083 },{ 0.538234 , 0.311618 , 0.783070}},
19653 {{-0.008270 , 0.851641 , 0.018239 },{ 0.366532 , 0.498154 , 0.785810}},
19654 {{-0.011897 , 0.848246 , 0.022083 },{ 0.366532 , 0.498154 , 0.785810}},
19655 {{-0.009220 , 0.848592 , 0.020615 },{ 0.366532 , 0.498154 , 0.785810}},
19656 {{-0.009220 , 0.848592 , 0.020615 },{ 0.418871 , 0.336883 , 0.843242}},
19657 {{-0.011897 , 0.848246 , 0.022083 },{ 0.418871 , 0.336883 , 0.843242}},
19658 {{-0.009432 , 0.845897 , 0.021797 },{ 0.418871 , 0.336883 , 0.843242}},
19659 {{-0.011897 , 0.848246 , 0.022083 },{ 0.287910 , 0.187790 , 0.939065}},
19660 {{-0.011984 , 0.845574 , 0.022644 },{ 0.287910 , 0.187790 , 0.939065}},
19661 {{-0.009432 , 0.845897 , 0.021797 },{ 0.287910 , 0.187790 , 0.939065}},
19662 {{-0.006196 , 0.847712 , 0.013087 },{ -0.410199 , -0.875099 , 0.256786}},
19663 {{-0.006399 , 0.848335 , 0.014886 },{ -0.410199 , -0.875099 , 0.256786}},
19664 {{-0.007157 , 0.848237 , 0.013341 },{ -0.410199 , -0.875099 , 0.256786}},
19665 {{-0.006399 , 0.848335 , 0.014886 },{ -0.614663 , -0.708594 , 0.346532}},
19666 {{-0.007284 , 0.848958 , 0.014590 },{ -0.614663 , -0.708594 , 0.346532}},
19667 {{-0.007157 , 0.848237 , 0.013341 },{ -0.614663 , -0.708594 , 0.346532}},
19668 {{-0.006399 , 0.848335 , 0.014886 },{ -0.324629 , -0.740701 , -0.588199}},
19669 {{-0.008678 , 0.848477 , 0.015965 },{ -0.324629 , -0.740701 , -0.588199}},
19670 {{-0.007284 , 0.848958 , 0.014590 },{ -0.324629 , -0.740701 , -0.588199}},
19671 {{-0.006399 , 0.848335 , 0.014886 },{ -0.217302 , -0.915530 , -0.338504}},
19672 {{-0.008277 , 0.848123 , 0.016665 },{ -0.217302 , -0.915530 , -0.338504}},
19673 {{-0.008678 , 0.848477 , 0.015965 },{ -0.217302 , -0.915530 , -0.338504}},
19674 {{-0.006423 , 0.846866 , 0.015447 },{ -0.646206 , -0.256711 , -0.718691}},
19675 {{-0.008263 , 0.846674 , 0.017170 },{ -0.646206 , -0.256711 , -0.718691}},
19676 {{-0.008277 , 0.848123 , 0.016665 },{ -0.646206 , -0.256711 , -0.718691}},
19677 {{-0.006423 , 0.846866 , 0.015447 },{ -0.647809 , -0.262511 , -0.715144}},
19678 {{-0.008277 , 0.848123 , 0.016665 },{ -0.647809 , -0.262511 , -0.715144}},
19679 {{-0.006399 , 0.848335 , 0.014886 },{ -0.647809 , -0.262511 , -0.715144}},
19680 {{-0.006237 , 0.846296 , 0.013695 },{ -0.994891 , -0.021420 , -0.098654}},
19681 {{-0.006423 , 0.846866 , 0.015447 },{ -0.994891 , -0.021420 , -0.098654}},
19682 {{-0.006399 , 0.848335 , 0.014886 },{ -0.994891 , -0.021420 , -0.098654}},
19683 {{-0.006237 , 0.846296 , 0.013695 },{ -0.994187 , -0.016874 , -0.106341}},
19684 {{-0.006399 , 0.848335 , 0.014886 },{ -0.994187 , -0.016874 , -0.106341}},
19685 {{-0.006196 , 0.847712 , 0.013087 },{ -0.994187 , -0.016874 , -0.106341}},
19686 {{-0.011038 , 0.842067 , 0.014011 },{ 0.183176 , -0.965878 , -0.183099}},
19687 {{-0.013851 , 0.841558 , 0.013882 },{ 0.183176 , -0.965878 , -0.183099}},
19688 {{-0.013351 , 0.841820 , 0.013000 },{ 0.183176 , -0.965878 , -0.183099}},
19689 {{-0.011038 , 0.842067 , 0.014011 },{ 0.179858 , -0.982690 , -0.044407}},
19690 {{-0.012419 , 0.841787 , 0.014613 },{ 0.179858 , -0.982690 , -0.044407}},
19691 {{-0.013851 , 0.841558 , 0.013882 },{ 0.179858 , -0.982690 , -0.044407}},
19692 {{-0.009188 , 0.842774 , 0.014371 },{ 0.262107 , -0.883536 , 0.388156}},
19693 {{-0.011371 , 0.842354 , 0.014889 },{ 0.262107 , -0.883536 , 0.388156}},
19694 {{-0.011038 , 0.842067 , 0.014011 },{ 0.262107 , -0.883536 , 0.388156}},
19695 {{-0.011038 , 0.842067 , 0.014011 },{ -0.149806 , -0.084275 , 0.985117}},
19696 {{-0.009642 , 0.841187 , 0.014148 },{ -0.149806 , -0.084275 , 0.985117}},
19697 {{-0.005990 , 0.843018 , 0.014860 },{ -0.149806 , -0.084275 , 0.985117}},
19698 {{-0.011038 , 0.842067 , 0.014011 },{ -0.139815 , -0.133726 , 0.981106}},
19699 {{-0.005990 , 0.843018 , 0.014860 },{ -0.139815 , -0.133726 , 0.981106}},
19700 {{-0.009188 , 0.842774 , 0.014371 },{ -0.139815 , -0.133726 , 0.981106}},
19701 {{-0.013351 , 0.841820 , 0.013000 },{ -0.331199 , -0.355359 , 0.874087}},
19702 {{-0.013171 , 0.840811 , 0.012658 },{ -0.331199 , -0.355359 , 0.874087}},
19703 {{-0.009642 , 0.841187 , 0.014148 },{ -0.331199 , -0.355359 , 0.874087}},
19704 {{-0.013351 , 0.841820 , 0.013000 },{ -0.332466 , -0.393982 , 0.856881}},
19705 {{-0.009642 , 0.841187 , 0.014148 },{ -0.332466 , -0.393982 , 0.856881}},
19706 {{-0.011038 , 0.842067 , 0.014011 },{ -0.332466 , -0.393982 , 0.856881}},
19707 {{-0.000666 , 0.848864 , 0.014685 },{ -0.520424 , -0.207756 , 0.828249}},
19708 {{0.001281 , 0.843030 , 0.014445 },{ -0.520424 , -0.207756 , 0.828249}},
19709 {{0.004719 , 0.840047 , 0.015857 },{ -0.520424 , -0.207756 , 0.828249}},
19710 {{-0.000666 , 0.848864 , 0.014685 },{ -0.559438 , -0.236064 , 0.794546}},
19711 {{0.004719 , 0.840047 , 0.015857 },{ -0.559438 , -0.236064 , 0.794546}},
19712 {{0.001149 , 0.848430 , 0.015834 },{ -0.559438 , -0.236064 , 0.794546}},
19713 {{0.002294 , 0.849264 , 0.016173 },{ -0.220903 , -0.091410 , 0.971003}},
19714 {{0.001149 , 0.848430 , 0.015834 },{ -0.220903 , -0.091410 , 0.971003}},
19715 {{0.004719 , 0.840047 , 0.015857 },{ -0.220903 , -0.091410 , 0.971003}},
19716 {{0.002294 , 0.849264 , 0.016173 },{ -0.308052 , -0.113434 , 0.944583}},
19717 {{0.004719 , 0.840047 , 0.015857 },{ -0.308052 , -0.113434 , 0.944583}},
19718 {{0.008233 , 0.838673 , 0.016838 },{ -0.308052 , -0.113434 , 0.944583}},
19719 {{0.004719 , 0.840047 , 0.015857 },{ -0.301361 , -0.093208 , 0.948943}},
19720 {{0.012464 , 0.824525 , 0.016792 },{ -0.301361 , -0.093208 , 0.948943}},
19721 {{0.008233 , 0.838673 , 0.016838 },{ -0.301361 , -0.093208 , 0.948943}},
19722 {{0.004719 , 0.840047 , 0.015857 },{ -0.179628 , -0.030400 , 0.983265}},
19723 {{0.006468 , 0.832203 , 0.015934 },{ -0.179628 , -0.030400 , 0.983265}},
19724 {{0.012464 , 0.824525 , 0.016792 },{ -0.179628 , -0.030400 , 0.983265}},
19725 {{0.004719 , 0.840047 , 0.015857 },{ -0.272033 , -0.051223 , 0.960924}},
19726 {{0.001057 , 0.837490 , 0.014684 },{ -0.272033 , -0.051223 , 0.960924}},
19727 {{0.006468 , 0.832203 , 0.015934 },{ -0.272033 , -0.051223 , 0.960924}},
19728 {{0.001281 , 0.843030 , 0.014445 },{ -0.338738 , 0.054219 , 0.939317}},
19729 {{0.001057 , 0.837490 , 0.014684 },{ -0.338738 , 0.054219 , 0.939317}},
19730 {{0.004719 , 0.840047 , 0.015857 },{ -0.338738 , 0.054219 , 0.939317}},
19731 {{-0.018994 , 0.848256 , 0.010627 },{ 0.944295 , -0.276873 , 0.177897}},
19732 {{-0.019461 , 0.846813 , 0.010860 },{ 0.944295 , -0.276873 , 0.177897}},
19733 {{-0.018936 , 0.847021 , 0.008397 },{ 0.944295 , -0.276873 , 0.177897}},
19734 {{-0.018994 , 0.848256 , 0.010627 },{ 0.942163 , -0.282209 , 0.180797}},
19735 {{-0.018936 , 0.847021 , 0.008397 },{ 0.942163 , -0.282209 , 0.180797}},
19736 {{-0.018441 , 0.848484 , 0.008101 },{ 0.942163 , -0.282209 , 0.180797}},
19737 {{-0.018182 , 0.848595 , 0.010610 },{ 0.385252 , -0.922811 , 0.001073}},
19738 {{-0.018994 , 0.848256 , 0.010627 },{ 0.385252 , -0.922811 , 0.001073}},
19739 {{-0.018441 , 0.848484 , 0.008101 },{ 0.385252 , -0.922811 , 0.001073}},
19740 {{-0.017718 , 0.849088 , 0.008711 },{ 0.657794 , -0.752403 , -0.034603}},
19741 {{-0.018182 , 0.848595 , 0.010610 },{ 0.657794 , -0.752403 , -0.034603}},
19742 {{-0.018441 , 0.848484 , 0.008101 },{ 0.657794 , -0.752403 , -0.034603}},
19743 {{-0.016730 , 0.848356 , 0.007948 },{ 0.008924 , -0.715813 , 0.698235}},
19744 {{-0.017718 , 0.849088 , 0.008711 },{ 0.008924 , -0.715813 , 0.698235}},
19745 {{-0.018441 , 0.848484 , 0.008101 },{ 0.008924 , -0.715813 , 0.698235}},
19746 {{-0.016730 , 0.848356 , 0.007948 },{ -0.023347 , -0.879922 , 0.474545}},
19747 {{-0.018441 , 0.848484 , 0.008101 },{ -0.023347 , -0.879922 , 0.474545}},
19748 {{-0.017020 , 0.847846 , 0.006988 },{ -0.023347 , -0.879922 , 0.474545}},
19749 {{0.052915 , 0.855014 , -0.008857 },{ 0.594940 , 0.314644 , 0.739625}},
19750 {{0.052822 , 0.853126 , -0.007979 },{ 0.594940 , 0.314644 , 0.739625}},
19751 {{0.054640 , 0.853198 , -0.009472 },{ 0.594940 , 0.314644 , 0.739625}},
19752 {{0.053948 , 0.855455 , -0.010238 },{ 0.660071 , 0.414914 , 0.626221}},
19753 {{0.052915 , 0.855014 , -0.008857 },{ 0.660071 , 0.414914 , 0.626221}},
19754 {{0.054640 , 0.853198 , -0.009472 },{ 0.660071 , 0.414914 , 0.626221}},
19755 {{0.055766 , 0.856714 , -0.011034 },{ 0.153957 , 0.359557 , 0.920335}},
19756 {{0.053948 , 0.855455 , -0.010238 },{ 0.153957 , 0.359557 , 0.920335}},
19757 {{0.054640 , 0.853198 , -0.009472 },{ 0.153957 , 0.359557 , 0.920335}},
19758 {{0.055766 , 0.856714 , -0.011034 },{ 0.216880 , 0.337483 , 0.916007}},
19759 {{0.054640 , 0.853198 , -0.009472 },{ 0.216880 , 0.337483 , 0.916007}},
19760 {{0.056942 , 0.855429 , -0.010839 },{ 0.216880 , 0.337483 , 0.916007}},
19761 {{0.056942 , 0.855429 , -0.010839 },{ 0.229071 , 0.325699 , 0.917304}},
19762 {{0.054640 , 0.853198 , -0.009472 },{ 0.229071 , 0.325699 , 0.917304}},
19763 {{0.058327 , 0.852951 , -0.010305 },{ 0.229071 , 0.325699 , 0.917304}},
19764 {{0.054640 , 0.853198 , -0.009472 },{ 0.216921 , 0.573348 , 0.790074}},
19765 {{0.055324 , 0.851615 , -0.008511 },{ 0.216921 , 0.573348 , 0.790074}},
19766 {{0.058327 , 0.852951 , -0.010305 },{ 0.216921 , 0.573348 , 0.790074}},
19767 {{0.054640 , 0.853198 , -0.009472 },{ 0.434283 , 0.597080 , 0.674458}},
19768 {{0.052773 , 0.851340 , -0.006625 },{ 0.434283 , 0.597080 , 0.674458}},
19769 {{0.055324 , 0.851615 , -0.008511 },{ 0.434283 , 0.597080 , 0.674458}},
19770 {{0.054640 , 0.853198 , -0.009472 },{ 0.537733 , 0.499936 , 0.678901}},
19771 {{0.052822 , 0.853126 , -0.007979 },{ 0.537733 , 0.499936 , 0.678901}},
19772 {{0.052773 , 0.851340 , -0.006625 },{ 0.537733 , 0.499936 , 0.678901}},
19773 {{-0.009176 , 0.844606 , 0.021344 },{ 0.232234 , -0.930442 , 0.283451}},
19774 {{-0.011578 , 0.844068 , 0.021546 },{ 0.232234 , -0.930442 , 0.283451}},
19775 {{-0.011097 , 0.843669 , 0.019842 },{ 0.232234 , -0.930442 , 0.283451}},
19776 {{-0.009176 , 0.844606 , 0.021344 },{ 0.238525 , -0.931138 , 0.275840}},
19777 {{-0.011097 , 0.843669 , 0.019842 },{ 0.238525 , -0.931138 , 0.275840}},
19778 {{-0.008120 , 0.844356 , 0.019587 },{ 0.238525 , -0.931138 , 0.275840}},
19779 {{-0.011097 , 0.843669 , 0.019842 },{ 0.326585 , -0.895644 , 0.301935}},
19780 {{-0.011578 , 0.844068 , 0.021546 },{ 0.326585 , -0.895644 , 0.301935}},
19781 {{-0.013432 , 0.842530 , 0.018989 },{ 0.326585 , -0.895644 , 0.301935}},
19782 {{-0.011578 , 0.844068 , 0.021546 },{ 0.216004 , -0.897930 , 0.383489}},
19783 {{-0.013948 , 0.843436 , 0.021401 },{ 0.216004 , -0.897930 , 0.383489}},
19784 {{-0.013432 , 0.842530 , 0.018989 },{ 0.216004 , -0.897930 , 0.383489}},
19785 {{-0.014355 , 0.845136 , 0.022956 },{ 0.128304 , -0.652451 , 0.746891}},
19786 {{-0.013948 , 0.843436 , 0.021401 },{ 0.128304 , -0.652451 , 0.746891}},
19787 {{-0.011578 , 0.844068 , 0.021546 },{ 0.128304 , -0.652451 , 0.746891}},
19788 {{-0.011984 , 0.845574 , 0.022644 },{ 0.207046 , -0.539298 , 0.816265}},
19789 {{-0.014355 , 0.845136 , 0.022956 },{ 0.207046 , -0.539298 , 0.816265}},
19790 {{-0.011578 , 0.844068 , 0.021546 },{ 0.207046 , -0.539298 , 0.816265}},
19791 {{-0.009432 , 0.845897 , 0.021797 },{ 0.329370 , -0.496664 , 0.803019}},
19792 {{-0.011984 , 0.845574 , 0.022644 },{ 0.329370 , -0.496664 , 0.803019}},
19793 {{-0.011578 , 0.844068 , 0.021546 },{ 0.329370 , -0.496664 , 0.803019}},
19794 {{-0.009432 , 0.845897 , 0.021797 },{ 0.146753 , -0.301482 , 0.942110}},
19795 {{-0.011578 , 0.844068 , 0.021546 },{ 0.146753 , -0.301482 , 0.942110}},
19796 {{-0.009176 , 0.844606 , 0.021344 },{ 0.146753 , -0.301482 , 0.942110}},
19797 {{-0.016422 , 0.844641 , 0.022595 },{ -0.217146 , -0.698736 , 0.681627}},
19798 {{-0.018251 , 0.844389 , 0.021754 },{ -0.217146 , -0.698736 , 0.681627}},
19799 {{-0.017383 , 0.842577 , 0.020173 },{ -0.217146 , -0.698736 , 0.681627}},
19800 {{-0.016422 , 0.844641 , 0.022595 },{ -0.202706 , -0.704145 , 0.680507}},
19801 {{-0.017383 , 0.842577 , 0.020173 },{ -0.202706 , -0.704145 , 0.680507}},
19802 {{-0.015820 , 0.842849 , 0.020920 },{ -0.202706 , -0.704145 , 0.680507}},
19803 {{-0.016422 , 0.844641 , 0.022595 },{ 0.024006 , -0.678328 , 0.734367}},
19804 {{-0.015820 , 0.842849 , 0.020920 },{ 0.024006 , -0.678328 , 0.734367}},
19805 {{-0.013948 , 0.843436 , 0.021401 },{ 0.024006 , -0.678328 , 0.734367}},
19806 {{-0.016422 , 0.844641 , 0.022595 },{ 0.031110 , -0.670536 , 0.741224}},
19807 {{-0.013948 , 0.843436 , 0.021401 },{ 0.031110 , -0.670536 , 0.741224}},
19808 {{-0.014355 , 0.845136 , 0.022956 },{ 0.031110 , -0.670536 , 0.741224}},
19809 {{-0.013432 , 0.842530 , 0.018989 },{ 0.186388 , -0.905944 , 0.380163}},
19810 {{-0.013948 , 0.843436 , 0.021401 },{ 0.186388 , -0.905944 , 0.380163}},
19811 {{-0.015820 , 0.842849 , 0.020920 },{ 0.186388 , -0.905944 , 0.380163}},
19812 {{-0.013432 , 0.842530 , 0.018989 },{ 0.250092 , -0.856856 , 0.450834}},
19813 {{-0.015820 , 0.842849 , 0.020920 },{ 0.250092 , -0.856856 , 0.450834}},
19814 {{-0.014863 , 0.841895 , 0.018576 },{ 0.250092 , -0.856856 , 0.450834}},
19815 {{-0.015820 , 0.842849 , 0.020920 },{ -0.019583 , -0.925607 , 0.377980}},
19816 {{-0.017383 , 0.842577 , 0.020173 },{ -0.019583 , -0.925607 , 0.377980}},
19817 {{-0.016127 , 0.841632 , 0.017924 },{ -0.019583 , -0.925607 , 0.377980}},
19818 {{-0.015820 , 0.842849 , 0.020920 },{ -0.001440 , -0.926433 , 0.376456}},
19819 {{-0.016127 , 0.841632 , 0.017924 },{ -0.001440 , -0.926433 , 0.376456}},
19820 {{-0.014863 , 0.841895 , 0.018576 },{ -0.001440 , -0.926433 , 0.376456}},
19821 {{-0.009432 , 0.845897 , 0.021797 },{ 0.302128 , -0.261731 , 0.916633}},
19822 {{-0.009176 , 0.844606 , 0.021344 },{ 0.302128 , -0.261731 , 0.916633}},
19823 {{-0.007208 , 0.844913 , 0.020783 },{ 0.302128 , -0.261731 , 0.916633}},
19824 {{-0.006827 , 0.846045 , 0.020556 },{ 0.428072 , 0.037001 , 0.902987}},
19825 {{-0.009432 , 0.845897 , 0.021797 },{ 0.428072 , 0.037001 , 0.902987}},
19826 {{-0.007208 , 0.844913 , 0.020783 },{ 0.428072 , 0.037001 , 0.902987}},
19827 {{-0.004542 , 0.846111 , 0.018730 },{ 0.624321 , -0.053856 , 0.779309}},
19828 {{-0.006827 , 0.846045 , 0.020556 },{ 0.624321 , -0.053856 , 0.779309}},
19829 {{-0.007208 , 0.844913 , 0.020783 },{ 0.624321 , -0.053856 , 0.779309}},
19830 {{-0.004542 , 0.846111 , 0.018730 },{ 0.665399 , -0.390307 , 0.636321}},
19831 {{-0.007208 , 0.844913 , 0.020783 },{ 0.665399 , -0.390307 , 0.636321}},
19832 {{-0.005850 , 0.844781 , 0.019282 },{ 0.665399 , -0.390307 , 0.636321}},
19833 {{-0.007208 , 0.844913 , 0.020783 },{ 0.222417 , -0.937655 , 0.267085}},
19834 {{-0.009176 , 0.844606 , 0.021344 },{ 0.222417 , -0.937655 , 0.267085}},
19835 {{-0.008120 , 0.844356 , 0.019587 },{ 0.222417 , -0.937655 , 0.267085}},
19836 {{-0.007208 , 0.844913 , 0.020783 },{ 0.212496 , -0.937756 , 0.274698}},
19837 {{-0.008120 , 0.844356 , 0.019587 },{ 0.212496 , -0.937756 , 0.274698}},
19838 {{-0.005850 , 0.844781 , 0.019282 },{ 0.212496 , -0.937756 , 0.274698}},
19839 {{-0.007157 , 0.848237 , 0.013341 },{ 0.278819 , -0.819173 , 0.501213}},
19840 {{-0.007284 , 0.848958 , 0.014590 },{ 0.278819 , -0.819173 , 0.501213}},
19841 {{-0.009787 , 0.848021 , 0.014451 },{ 0.278819 , -0.819173 , 0.501213}},
19842 {{-0.007157 , 0.848237 , 0.013341 },{ 0.236020 , -0.891949 , 0.385645}},
19843 {{-0.009787 , 0.848021 , 0.014451 },{ 0.236020 , -0.891949 , 0.385645}},
19844 {{-0.008780 , 0.847578 , 0.012810 },{ 0.236020 , -0.891949 , 0.385645}},
19845 {{-0.009787 , 0.848021 , 0.014451 },{ 0.471782 , -0.706489 , 0.527536}},
19846 {{-0.012271 , 0.846407 , 0.014511 },{ 0.471782 , -0.706489 , 0.527536}},
19847 {{-0.010916 , 0.846436 , 0.013338 },{ 0.471782 , -0.706489 , 0.527536}},
19848 {{-0.009787 , 0.848021 , 0.014451 },{ 0.501321 , -0.707185 , 0.498564}},
19849 {{-0.010916 , 0.846436 , 0.013338 },{ 0.501321 , -0.707185 , 0.498564}},
19850 {{-0.008780 , 0.847578 , 0.012810 },{ 0.501321 , -0.707185 , 0.498564}},
19851 {{-0.009787 , 0.848021 , 0.014451 },{ 0.543939 , -0.833570 , 0.096392}},
19852 {{-0.012330 , 0.846525 , 0.015864 },{ 0.543939 , -0.833570 , 0.096392}},
19853 {{-0.012271 , 0.846407 , 0.014511 },{ 0.543939 , -0.833570 , 0.096392}},
19854 {{-0.009787 , 0.848021 , 0.014451 },{ 0.580236 , -0.786490 , 0.211563}},
19855 {{-0.010775 , 0.847787 , 0.016291 },{ 0.580236 , -0.786490 , 0.211563}},
19856 {{-0.012330 , 0.846525 , 0.015864 },{ 0.580236 , -0.786490 , 0.211563}},
19857 {{-0.008678 , 0.848477 , 0.015965 },{ 0.319305 , -0.946271 , 0.051138}},
19858 {{-0.010775 , 0.847787 , 0.016291 },{ 0.319305 , -0.946271 , 0.051138}},
19859 {{-0.009787 , 0.848021 , 0.014451 },{ 0.319305 , -0.946271 , 0.051138}},
19860 {{-0.008678 , 0.848477 , 0.015965 },{ 0.349179 , -0.936685 , 0.026368}},
19861 {{-0.009787 , 0.848021 , 0.014451 },{ 0.349179 , -0.936685 , 0.026368}},
19862 {{-0.007284 , 0.848958 , 0.014590 },{ 0.349179 , -0.936685 , 0.026368}},
19863 {{-0.002616 , 0.850807 , 0.014070 },{ 0.374446 , 0.169196 , 0.911681}},
19864 {{-0.001568 , 0.846979 , 0.014350 },{ 0.374446 , 0.169196 , 0.911681}},
19865 {{-0.001225 , 0.848095 , 0.014002 },{ 0.374446 , 0.169196 , 0.911681}},
19866 {{-0.004062 , 0.851690 , 0.014300 },{ 0.156116 , -0.001625 , 0.987737}},
19867 {{-0.002293 , 0.849623 , 0.014017 },{ 0.156116 , -0.001625 , 0.987737}},
19868 {{-0.002616 , 0.850807 , 0.014070 },{ 0.156116 , -0.001625 , 0.987737}},
19869 {{-0.002616 , 0.850807 , 0.014070 },{ -0.435571 , -0.677006 , 0.593246}},
19870 {{-0.005414 , 0.853834 , 0.015470 },{ -0.435571 , -0.677006 , 0.593246}},
19871 {{-0.004455 , 0.852367 , 0.014500 },{ -0.435571 , -0.677006 , 0.593246}},
19872 {{-0.005414 , 0.853834 , 0.015470 },{ -0.312188 , -0.621070 , 0.718895}},
19873 {{-0.002616 , 0.850807 , 0.014070 },{ -0.312188 , -0.621070 , 0.718895}},
19874 {{-0.002701 , 0.851807 , 0.014897 },{ -0.312188 , -0.621070 , 0.718895}},
19875 {{-0.002616 , 0.850807 , 0.014070 },{ -0.673167 , -0.504422 , 0.540745}},
19876 {{-0.000666 , 0.848864 , 0.014685 },{ -0.673167 , -0.504422 , 0.540745}},
19877 {{-0.002701 , 0.851807 , 0.014897 },{ -0.673167 , -0.504422 , 0.540745}},
19878 {{-0.002616 , 0.850807 , 0.014070 },{ -0.545163 , -0.299251 , 0.783100}},
19879 {{-0.001225 , 0.848095 , 0.014002 },{ -0.545163 , -0.299251 , 0.783100}},
19880 {{-0.000666 , 0.848864 , 0.014685 },{ -0.545163 , -0.299251 , 0.783100}},
19881 {{-0.008362 , 0.845226 , 0.018138 },{ 0.063372 , -0.581036 , -0.811407}},
19882 {{-0.010957 , 0.844323 , 0.018582 },{ 0.063372 , -0.581036 , -0.811407}},
19883 {{-0.010998 , 0.845539 , 0.017708 },{ 0.063372 , -0.581036 , -0.811407}},
19884 {{-0.008362 , 0.845226 , 0.018138 },{ 0.068719 , -0.557695 , -0.827196}},
19885 {{-0.010998 , 0.845539 , 0.017708 },{ 0.068719 , -0.557695 , -0.827196}},
19886 {{-0.008263 , 0.846674 , 0.017170 },{ 0.068719 , -0.557695 , -0.827196}},
19887 {{-0.010957 , 0.844323 , 0.018582 },{ 0.508122 , -0.469555 , -0.722032}},
19888 {{-0.012942 , 0.843302 , 0.017849 },{ 0.508122 , -0.469555 , -0.722032}},
19889 {{-0.013098 , 0.844305 , 0.017087 },{ 0.508122 , -0.469555 , -0.722032}},
19890 {{-0.010957 , 0.844323 , 0.018582 },{ 0.500548 , -0.494053 , -0.710889}},
19891 {{-0.013098 , 0.844305 , 0.017087 },{ 0.500548 , -0.494053 , -0.710889}},
19892 {{-0.010998 , 0.845539 , 0.017708 },{ 0.500548 , -0.494053 , -0.710889}},
19893 {{-0.011097 , 0.843669 , 0.019842 },{ 0.507593 , -0.798832 , -0.322828}},
19894 {{-0.013432 , 0.842530 , 0.018989 },{ 0.507593 , -0.798832 , -0.322828}},
19895 {{-0.012942 , 0.843302 , 0.017849 },{ 0.507593 , -0.798832 , -0.322828}},
19896 {{-0.011097 , 0.843669 , 0.019842 },{ 0.526864 , -0.776913 , -0.344704}},
19897 {{-0.012942 , 0.843302 , 0.017849 },{ 0.526864 , -0.776913 , -0.344704}},
19898 {{-0.010957 , 0.844323 , 0.018582 },{ 0.526864 , -0.776913 , -0.344704}},
19899 {{-0.008120 , 0.844356 , 0.019587 },{ 0.166050 , -0.882669 , -0.439685}},
19900 {{-0.011097 , 0.843669 , 0.019842 },{ 0.166050 , -0.882669 , -0.439685}},
19901 {{-0.010957 , 0.844323 , 0.018582 },{ 0.166050 , -0.882669 , -0.439685}},
19902 {{-0.008120 , 0.844356 , 0.019587 },{ 0.196896 , -0.825696 , -0.528638}},
19903 {{-0.010957 , 0.844323 , 0.018582 },{ 0.196896 , -0.825696 , -0.528638}},
19904 {{-0.008362 , 0.845226 , 0.018138 },{ 0.196896 , -0.825696 , -0.528638}},
19905 {{-0.013098 , 0.844305 , 0.017087 },{ 0.984517 , 0.173272 , 0.026498}},
19906 {{-0.012942 , 0.843302 , 0.017849 },{ 0.984517 , 0.173272 , 0.026498}},
19907 {{-0.012825 , 0.842909 , 0.016072 },{ 0.984517 , 0.173272 , 0.026498}},
19908 {{-0.013098 , 0.844305 , 0.017087 },{ 0.978209 , 0.206558 , -0.020978}},
19909 {{-0.012825 , 0.842909 , 0.016072 },{ 0.978209 , 0.206558 , -0.020978}},
19910 {{-0.013033 , 0.843819 , 0.015333 },{ 0.978209 , 0.206558 , -0.020978}},
19911 {{-0.013033 , 0.843819 , 0.015333 },{ 0.534509 , 0.603052 , 0.592138}},
19912 {{-0.012825 , 0.842909 , 0.016072 },{ 0.534509 , 0.603052 , 0.592138}},
19913 {{-0.011164 , 0.843105 , 0.014373 },{ 0.534509 , 0.603052 , 0.592138}},
19914 {{-0.013033 , 0.843819 , 0.015333 },{ 0.537361 , 0.565786 , 0.625404}},
19915 {{-0.011164 , 0.843105 , 0.014373 },{ 0.537361 , 0.565786 , 0.625404}},
19916 {{-0.011316 , 0.844095 , 0.013608 },{ 0.537361 , 0.565786 , 0.625404}},
19917 {{-0.012825 , 0.842909 , 0.016072 },{ 0.667461 , 0.364365 , 0.649410}},
19918 {{-0.012908 , 0.842202 , 0.016554 },{ 0.667461 , 0.364365 , 0.649410}},
19919 {{-0.011371 , 0.842354 , 0.014889 },{ 0.667461 , 0.364365 , 0.649410}},
19920 {{-0.012825 , 0.842909 , 0.016072 },{ 0.668109 , 0.287380 , 0.686326}},
19921 {{-0.011371 , 0.842354 , 0.014889 },{ 0.668109 , 0.287380 , 0.686326}},
19922 {{-0.011164 , 0.843105 , 0.014373 },{ 0.668109 , 0.287380 , 0.686326}},
19923 {{-0.012825 , 0.842909 , 0.016072 },{ 0.978004 , 0.026256 , 0.206925}},
19924 {{-0.013432 , 0.842530 , 0.018989 },{ 0.978004 , 0.026256 , 0.206925}},
19925 {{-0.012908 , 0.842202 , 0.016554 },{ 0.978004 , 0.026256 , 0.206925}},
19926 {{-0.012825 , 0.842909 , 0.016072 },{ 0.917354 , -0.371654 , 0.142601}},
19927 {{-0.012942 , 0.843302 , 0.017849 },{ 0.917354 , -0.371654 , 0.142601}},
19928 {{-0.013432 , 0.842530 , 0.018989 },{ 0.917354 , -0.371654 , 0.142601}},
19929 {{-0.011316 , 0.844095 , 0.013608 },{ -0.021597 , 0.609237 , 0.792694}},
19930 {{-0.011164 , 0.843105 , 0.014373 },{ -0.021597 , 0.609237 , 0.792694}},
19931 {{-0.008518 , 0.843852 , 0.013871 },{ -0.021597 , 0.609237 , 0.792694}},
19932 {{-0.008459 , 0.845147 , 0.013072 },{ -0.034208 , 0.525899 , 0.849859}},
19933 {{-0.011316 , 0.844095 , 0.013608 },{ -0.034208 , 0.525899 , 0.849859}},
19934 {{-0.008518 , 0.843852 , 0.013871 },{ -0.034208 , 0.525899 , 0.849859}},
19935 {{-0.008459 , 0.845147 , 0.013072 },{ -0.453447 , 0.482865 , 0.749151}},
19936 {{-0.008518 , 0.843852 , 0.013871 },{ -0.453447 , 0.482865 , 0.749151}},
19937 {{-0.006480 , 0.844717 , 0.014547 },{ -0.453447 , 0.482865 , 0.749151}},
19938 {{-0.008459 , 0.845147 , 0.013072 },{ -0.456796 , 0.475852 , 0.751600}},
19939 {{-0.006480 , 0.844717 , 0.014547 },{ -0.456796 , 0.475852 , 0.751600}},
19940 {{-0.006237 , 0.846296 , 0.013695 },{ -0.456796 , 0.475852 , 0.751600}},
19941 {{-0.006480 , 0.844717 , 0.014547 },{ -0.342092 , 0.073912 , 0.936755}},
19942 {{-0.008518 , 0.843852 , 0.013871 },{ -0.342092 , 0.073912 , 0.936755}},
19943 {{-0.005990 , 0.843018 , 0.014860 },{ -0.342092 , 0.073912 , 0.936755}},
19944 {{-0.008518 , 0.843852 , 0.013871 },{ -0.168072 , 0.498822 , 0.850252}},
19945 {{-0.009188 , 0.842774 , 0.014371 },{ -0.168072 , 0.498822 , 0.850252}},
19946 {{-0.005990 , 0.843018 , 0.014860 },{ -0.168072 , 0.498822 , 0.850252}},
19947 {{-0.008518 , 0.843852 , 0.013871 },{ 0.156302 , 0.333988 , 0.929528}},
19948 {{-0.011371 , 0.842354 , 0.014889 },{ 0.156302 , 0.333988 , 0.929528}},
19949 {{-0.009188 , 0.842774 , 0.014371 },{ 0.156302 , 0.333988 , 0.929528}},
19950 {{-0.008518 , 0.843852 , 0.013871 },{ -0.003772 , 0.566957 , 0.823739}},
19951 {{-0.011164 , 0.843105 , 0.014373 },{ -0.003772 , 0.566957 , 0.823739}},
19952 {{-0.011371 , 0.842354 , 0.014889 },{ -0.003772 , 0.566957 , 0.823739}},
19953 {{0.002201 , 0.872742 , 0.014511 },{ -0.403416 , -0.667451 , 0.625911}},
19954 {{0.000473 , 0.869815 , 0.010276 },{ -0.403416 , -0.667451 , 0.625911}},
19955 {{0.000926 , 0.869785 , 0.010536 },{ -0.403416 , -0.667451 , 0.625911}},
19956 {{0.000473 , 0.869815 , 0.010276 },{ -0.385514 , -0.665469 , 0.639163}},
19957 {{0.000453 , 0.866900 , 0.007229 },{ -0.385514 , -0.665469 , 0.639163}},
19958 {{0.001102 , 0.866817 , 0.007534 },{ -0.385514 , -0.665469 , 0.639163}},
19959 {{0.000473 , 0.869815 , 0.010276 },{ -0.405664 , -0.661760 , 0.630485}},
19960 {{0.001102 , 0.866817 , 0.007534 },{ -0.405664 , -0.661760 , 0.630485}},
19961 {{0.000926 , 0.869785 , 0.010536 },{ -0.405664 , -0.661760 , 0.630485}},
19962 {{0.000473 , 0.869815 , 0.010276 },{ 0.090669 , -0.719910 , 0.688119}},
19963 {{-0.000590 , 0.866502 , 0.006950 },{ 0.090669 , -0.719910 , 0.688119}},
19964 {{0.000453 , 0.866900 , 0.007229 },{ 0.090669 , -0.719910 , 0.688119}},
19965 {{0.000261 , 0.869997 , 0.010243 },{ -0.538412 , -0.504712 , 0.674818}},
19966 {{-0.000590 , 0.866502 , 0.006950 },{ -0.538412 , -0.504712 , 0.674818}},
19967 {{0.000473 , 0.869815 , 0.010276 },{ -0.538412 , -0.504712 , 0.674818}},
19968 {{0.002121 , 0.872638 , 0.014028 },{ -0.554563 , -0.529478 , 0.641960}},
19969 {{0.000261 , 0.869997 , 0.010243 },{ -0.554563 , -0.529478 , 0.641960}},
19970 {{0.000473 , 0.869815 , 0.010276 },{ -0.554563 , -0.529478 , 0.641960}},
19971 {{0.001030 , 0.865893 , 0.006868 },{ -0.486136 , -0.485736 , 0.726452}},
19972 {{0.001710 , 0.865881 , 0.007315 },{ -0.486136 , -0.485736 , 0.726452}},
19973 {{0.001102 , 0.866817 , 0.007534 },{ -0.486136 , -0.485736 , 0.726452}},
19974 {{0.001030 , 0.865893 , 0.006868 },{ -0.418533 , -0.509360 , 0.751919}},
19975 {{0.001102 , 0.866817 , 0.007534 },{ -0.418533 , -0.509360 , 0.751919}},
19976 {{0.000453 , 0.866900 , 0.007229 },{ -0.418533 , -0.509360 , 0.751919}},
19977 {{0.001139 , 0.865855 , 0.008019 },{ 0.351767 , 0.936085 , -0.002385}},
19978 {{0.001030 , 0.865893 , 0.006868 },{ 0.351767 , 0.936085 , -0.002385}},
19979 {{-0.000590 , 0.866502 , 0.006950 },{ 0.351767 , 0.936085 , -0.002385}},
19980 {{0.000453 , 0.866900 , 0.007229 },{ -0.098396 , -0.385298 , 0.917531}},
19981 {{-0.000590 , 0.866502 , 0.006950 },{ -0.098396 , -0.385298 , 0.917531}},
19982 {{0.001030 , 0.865893 , 0.006868 },{ -0.098396 , -0.385298 , 0.917531}},
19983 {{0.002534 , 0.869667 , 0.011172 },{ 0.471656 , -0.677735 , 0.564107}},
19984 {{0.002085 , 0.869625 , 0.011497 },{ 0.471656 , -0.677735 , 0.564107}},
19985 {{0.002020 , 0.867876 , 0.009450 },{ 0.471656 , -0.677735 , 0.564107}},
19986 {{0.003264 , 0.871787 , 0.014472 },{ 0.390595 , -0.811376 , 0.434862}},
19987 {{0.002085 , 0.869625 , 0.011497 },{ 0.390595 , -0.811376 , 0.434862}},
19988 {{0.002534 , 0.869667 , 0.011172 },{ 0.390595 , -0.811376 , 0.434862}},
19989 {{0.003264 , 0.871787 , 0.014472 },{ 0.383045 , -0.813381 , 0.437821}},
19990 {{0.002534 , 0.869667 , 0.011172 },{ 0.383045 , -0.813381 , 0.437821}},
19991 {{0.003824 , 0.871674 , 0.013772 },{ 0.383045 , -0.813381 , 0.437821}},
19992 {{0.004318 , 0.871534 , 0.012980 },{ 0.428136 , -0.805629 , 0.409465}},
19993 {{0.003824 , 0.871674 , 0.013772 },{ 0.428136 , -0.805629 , 0.409465}},
19994 {{0.002534 , 0.869667 , 0.011172 },{ 0.428136 , -0.805629 , 0.409465}},
19995 {{0.004318 , 0.871534 , 0.012980 },{ 0.518610 , -0.796525 , 0.310791}},
19996 {{0.002534 , 0.869667 , 0.011172 },{ 0.518610 , -0.796525 , 0.310791}},
19997 {{0.002874 , 0.869614 , 0.010469 },{ 0.518610 , -0.796525 , 0.310791}},
19998 {{0.002680 , 0.867344 , 0.008834 },{ 0.822303 , -0.377172 , 0.426097}},
19999 {{0.002874 , 0.869614 , 0.010469 },{ 0.822303 , -0.377172 , 0.426097}},
20000 {{0.002534 , 0.869667 , 0.011172 },{ 0.822303 , -0.377172 , 0.426097}},
20001 {{0.006046 , 0.873657 , 0.017271 },{ 0.196839 , 0.976629 , 0.086319}},
20002 {{0.005949 , 0.873643 , 0.017650 },{ 0.196839 , 0.976629 , 0.086319}},
20003 {{0.010984 , 0.872543 , 0.018614 },{ 0.196839 , 0.976629 , 0.086319}},
20004 {{0.006046 , 0.873657 , 0.017271 },{ 0.149969 , 0.958258 , 0.243414}},
20005 {{0.010984 , 0.872543 , 0.018614 },{ 0.149969 , 0.958258 , 0.243414}},
20006 {{0.011302 , 0.872601 , 0.018190 },{ 0.149969 , 0.958258 , 0.243414}},
20007 {{0.006046 , 0.873657 , 0.017271 },{ -0.273918 , 0.959657 , 0.063456}},
20008 {{0.002025 , 0.872711 , 0.014220 },{ -0.273918 , 0.959657 , 0.063456}},
20009 {{0.002201 , 0.872742 , 0.014511 },{ -0.273918 , 0.959657 , 0.063456}},
20010 {{0.006046 , 0.873657 , 0.017271 },{ -0.217938 , 0.975760 , -0.019870}},
20011 {{0.002201 , 0.872742 , 0.014511 },{ -0.217938 , 0.975760 , -0.019870}},
20012 {{0.005949 , 0.873643 , 0.017650 },{ -0.217938 , 0.975760 , -0.019870}},
20013 {{0.002121 , 0.872638 , 0.014028 },{ 0.036314 , 0.939975 , -0.339305}},
20014 {{0.002025 , 0.872711 , 0.014220 },{ 0.036314 , 0.939975 , -0.339305}},
20015 {{0.006046 , 0.873657 , 0.017271 },{ 0.036314 , 0.939975 , -0.339305}},
20016 {{0.002121 , 0.872638 , 0.014028 },{ 0.008441 , 0.951012 , -0.309039}},
20017 {{0.006046 , 0.873657 , 0.017271 },{ 0.008441 , 0.951012 , -0.309039}},
20018 {{0.006353 , 0.873511 , 0.016830 },{ 0.008441 , 0.951012 , -0.309039}},
20019 {{0.011685 , 0.872561 , 0.017676 },{ 0.200096 , 0.963166 , -0.179645}},
20020 {{0.006353 , 0.873511 , 0.016830 },{ 0.200096 , 0.963166 , -0.179645}},
20021 {{0.006046 , 0.873657 , 0.017271 },{ 0.200096 , 0.963166 , -0.179645}},
20022 {{0.011685 , 0.872561 , 0.017676 },{ 0.186084 , 0.980546 , 0.062474}},
20023 {{0.006046 , 0.873657 , 0.017271 },{ 0.186084 , 0.980546 , 0.062474}},
20024 {{0.011302 , 0.872601 , 0.018190 },{ 0.186084 , 0.980546 , 0.062474}},
20025 {{0.006704 , 0.872292 , 0.016957 },{ 0.018786 , -0.984555 , 0.174063}},
20026 {{0.003264 , 0.871787 , 0.014472 },{ 0.018786 , -0.984555 , 0.174063}},
20027 {{0.003824 , 0.871674 , 0.013772 },{ 0.018786 , -0.984555 , 0.174063}},
20028 {{0.006704 , 0.872292 , 0.016957 },{ 0.038217 , -0.986868 , 0.156942}},
20029 {{0.003824 , 0.871674 , 0.013772 },{ 0.038217 , -0.986868 , 0.156942}},
20030 {{0.007310 , 0.872161 , 0.015986 },{ 0.038217 , -0.986868 , 0.156942}},
20031 {{0.010990 , 0.871289 , 0.017848 },{ -0.225954 , -0.974090 , -0.009650}},
20032 {{0.006704 , 0.872292 , 0.016957 },{ -0.225954 , -0.974090 , -0.009650}},
20033 {{0.007310 , 0.872161 , 0.015986 },{ -0.225954 , -0.974090 , -0.009650}},
20034 {{0.011506 , 0.871292 , 0.016812 },{ -0.184022 , -0.978366 , -0.094527}},
20035 {{0.010990 , 0.871289 , 0.017848 },{ -0.184022 , -0.978366 , -0.094527}},
20036 {{0.007310 , 0.872161 , 0.015986 },{ -0.184022 , -0.978366 , -0.094527}},
20037 {{0.011997 , 0.871362 , 0.015862 },{ -0.170007 , -0.972450 , -0.159496}},
20038 {{0.011506 , 0.871292 , 0.016812 },{ -0.170007 , -0.972450 , -0.159496}},
20039 {{0.007310 , 0.872161 , 0.015986 },{ -0.170007 , -0.972450 , -0.159496}},
20040 {{0.011997 , 0.871362 , 0.015862 },{ -0.167594 , -0.985707 , 0.017141}},
20041 {{0.007310 , 0.872161 , 0.015986 },{ -0.167594 , -0.985707 , 0.017141}},
20042 {{0.007836 , 0.872056 , 0.015086 },{ -0.167594 , -0.985707 , 0.017141}},
20043 {{0.007310 , 0.872161 , 0.015986 },{ 0.019316 , -0.982413 , 0.185721}},
20044 {{0.003824 , 0.871674 , 0.013772 },{ 0.019316 , -0.982413 , 0.185721}},
20045 {{0.004318 , 0.871534 , 0.012980 },{ 0.019316 , -0.982413 , 0.185721}},
20046 {{0.007310 , 0.872161 , 0.015986 },{ 0.057401 , -0.987198 , 0.148812}},
20047 {{0.004318 , 0.871534 , 0.012980 },{ 0.057401 , -0.987198 , 0.148812}},
20048 {{0.007836 , 0.872056 , 0.015086 },{ 0.057401 , -0.987198 , 0.148812}},
20049 {{0.016560 , 0.869490 , 0.015739 },{ 0.130040 , -0.615831 , 0.777072}},
20050 {{0.019618 , 0.866619 , 0.012952 },{ 0.130040 , -0.615831 , 0.777072}},
20051 {{0.020164 , 0.866487 , 0.012756 },{ 0.130040 , -0.615831 , 0.777072}},
20052 {{0.016120 , 0.869497 , 0.016060 },{ 0.580378 , -0.157429 , 0.798985}},
20053 {{0.019618 , 0.866619 , 0.012952 },{ 0.580378 , -0.157429 , 0.798985}},
20054 {{0.016560 , 0.869490 , 0.015739 },{ 0.580378 , -0.157429 , 0.798985}},
20055 {{0.010984 , 0.872543 , 0.018614 },{ 0.563863 , 0.308359 , 0.766142}},
20056 {{0.016120 , 0.869497 , 0.016060 },{ 0.563863 , 0.308359 , 0.766142}},
20057 {{0.016560 , 0.869490 , 0.015739 },{ 0.563863 , 0.308359 , 0.766142}},
20058 {{0.016560 , 0.869490 , 0.015739 },{ 0.600932 , 0.596369 , 0.532188}},
20059 {{0.011302 , 0.872601 , 0.018190 },{ 0.600932 , 0.596369 , 0.532188}},
20060 {{0.010984 , 0.872543 , 0.018614 },{ 0.600932 , 0.596369 , 0.532188}},
20061 {{0.016560 , 0.869490 , 0.015739 },{ 0.596748 , 0.701179 , 0.390179}},
20062 {{0.011685 , 0.872561 , 0.017676 },{ 0.596748 , 0.701179 , 0.390179}},
20063 {{0.011302 , 0.872601 , 0.018190 },{ 0.596748 , 0.701179 , 0.390179}},
20064 {{0.011685 , 0.872561 , 0.017676 },{ 0.405609 , 0.068995 , 0.911439}},
20065 {{0.016560 , 0.869490 , 0.015739 },{ 0.405609 , 0.068995 , 0.911439}},
20066 {{0.016845 , 0.869730 , 0.015594 },{ 0.405609 , 0.068995 , 0.911439}},
20067 {{0.016845 , 0.869730 , 0.015594 },{ 0.519400 , -0.104358 , 0.848135}},
20068 {{0.016560 , 0.869490 , 0.015739 },{ 0.519400 , -0.104358 , 0.848135}},
20069 {{0.020923 , 0.865889 , 0.012624 },{ 0.519400 , -0.104358 , 0.848135}},
20070 {{0.020923 , 0.865889 , 0.012624 },{ -0.612065 , -0.788912 , 0.054717}},
20071 {{0.016560 , 0.869490 , 0.015739 },{ -0.612065 , -0.788912 , 0.054717}},
20072 {{0.020164 , 0.866487 , 0.012756 },{ -0.612065 , -0.788912 , 0.054717}},
20073 {{0.014925 , 0.869233 , 0.015251 },{ -0.588193 , -0.752930 , -0.295170}},
20074 {{0.010990 , 0.871289 , 0.017848 },{ -0.588193 , -0.752930 , -0.295170}},
20075 {{0.011506 , 0.871292 , 0.016812 },{ -0.588193 , -0.752930 , -0.295170}},
20076 {{0.014925 , 0.869233 , 0.015251 },{ -0.623361 , -0.656462 , -0.424828}},
20077 {{0.014711 , 0.868925 , 0.016041 },{ -0.623361 , -0.656462 , -0.424828}},
20078 {{0.010990 , 0.871289 , 0.017848 },{ -0.623361 , -0.656462 , -0.424828}},
20079 {{0.016999 , 0.867370 , 0.014039 },{ -0.730331 , -0.545857 , -0.410677}},
20080 {{0.014711 , 0.868925 , 0.016041 },{ -0.730331 , -0.545857 , -0.410677}},
20081 {{0.014925 , 0.869233 , 0.015251 },{ -0.730331 , -0.545857 , -0.410677}},
20082 {{0.017430 , 0.867172 , 0.013156 },{ -0.716895 , -0.667815 , -0.200214}},
20083 {{0.016999 , 0.867370 , 0.014039 },{ -0.716895 , -0.667815 , -0.200214}},
20084 {{0.014925 , 0.869233 , 0.015251 },{ -0.716895 , -0.667815 , -0.200214}},
20085 {{0.017355 , 0.867646 , 0.012683 },{ -0.757990 , -0.516922 , -0.397798}},
20086 {{0.017430 , 0.867172 , 0.013156 },{ -0.757990 , -0.516922 , -0.397798}},
20087 {{0.014925 , 0.869233 , 0.015251 },{ -0.757990 , -0.516922 , -0.397798}},
20088 {{0.017355 , 0.867646 , 0.012683 },{ -0.778822 , -0.312179 , -0.544042}},
20089 {{0.014925 , 0.869233 , 0.015251 },{ -0.778822 , -0.312179 , -0.544042}},
20090 {{0.015371 , 0.869633 , 0.014383 },{ -0.778822 , -0.312179 , -0.544042}},
20091 {{0.015371 , 0.869633 , 0.014383 },{ -0.558728 , -0.605901 , -0.566310}},
20092 {{0.014925 , 0.869233 , 0.015251 },{ -0.558728 , -0.605901 , -0.566310}},
20093 {{0.011997 , 0.871362 , 0.015862 },{ -0.558728 , -0.605901 , -0.566310}},
20094 {{0.014925 , 0.869233 , 0.015251 },{ -0.596522 , -0.716774 , -0.361104}},
20095 {{0.011506 , 0.871292 , 0.016812 },{ -0.596522 , -0.716774 , -0.361104}},
20096 {{0.011997 , 0.871362 , 0.015862 },{ -0.596522 , -0.716774 , -0.361104}},
20097 {{0.017355 , 0.867646 , 0.012683 },{ 0.501125 , 0.394346 , 0.770302}},
20098 {{0.017445 , 0.866762 , 0.013077 },{ 0.501125 , 0.394346 , 0.770302}},
20099 {{0.018880 , 0.866298 , 0.012381 },{ 0.501125 , 0.394346 , 0.770302}},
20100 {{-0.018936 , 0.847021 , 0.008397 },{ 0.601803 , -0.034960 , 0.797879}},
20101 {{-0.017546 , 0.846437 , 0.007323 },{ 0.601803 , -0.034960 , 0.797879}},
20102 {{-0.017020 , 0.847846 , 0.006988 },{ 0.601803 , -0.034960 , 0.797879}},
20103 {{-0.018936 , 0.847021 , 0.008397 },{ 0.603920 , -0.043313 , 0.795867}},
20104 {{-0.017020 , 0.847846 , 0.006988 },{ 0.603920 , -0.043313 , 0.795867}},
20105 {{-0.018441 , 0.848484 , 0.008101 },{ 0.603920 , -0.043313 , 0.795867}},
20106 {{-0.016266 , 0.841270 , 0.010416 },{ -0.761819 , -0.085983 , 0.642058}},
20107 {{-0.015408 , 0.842121 , 0.011548 },{ -0.761819 , -0.085983 , 0.642058}},
20108 {{-0.016662 , 0.842867 , 0.010160 },{ -0.761819 , -0.085983 , 0.642058}},
20109 {{-0.016266 , 0.841270 , 0.010416 },{ -0.770134 , -0.089731 , 0.631539}},
20110 {{-0.016662 , 0.842867 , 0.010160 },{ -0.770134 , -0.089731 , 0.631539}},
20111 {{-0.018731 , 0.843177 , 0.007681 },{ -0.770134 , -0.089731 , 0.631539}},
20112 {{-0.015408 , 0.842121 , 0.011548 },{ -0.484630 , -0.874135 , -0.031980}},
20113 {{-0.015982 , 0.842412 , 0.012291 },{ -0.484630 , -0.874135 , -0.031980}},
20114 {{-0.016662 , 0.842867 , 0.010160 },{ -0.484630 , -0.874135 , -0.031980}},
20115 {{-0.013851 , 0.841558 , 0.013882 },{ -0.073979 , -0.979584 , -0.186927}},
20116 {{-0.015214 , 0.841822 , 0.013038 },{ -0.073979 , -0.979584 , -0.186927}},
20117 {{-0.015408 , 0.842121 , 0.011548 },{ -0.073979 , -0.979584 , -0.186927}},
20118 {{-0.013351 , 0.841820 , 0.013000 },{ 0.043657 , -0.964166 , -0.261683}},
20119 {{-0.013851 , 0.841558 , 0.013882 },{ 0.043657 , -0.964166 , -0.261683}},
20120 {{-0.015408 , 0.842121 , 0.011548 },{ 0.043657 , -0.964166 , -0.261683}},
20121 {{-0.016266 , 0.841270 , 0.010416 },{ -0.582749 , -0.352198 , 0.732366}},
20122 {{-0.013171 , 0.840811 , 0.012658 },{ -0.582749 , -0.352198 , 0.732366}},
20123 {{-0.013351 , 0.841820 , 0.013000 },{ -0.582749 , -0.352198 , 0.732366}},
20124 {{-0.016266 , 0.841270 , 0.010416 },{ -0.568361 , -0.390393 , 0.724265}},
20125 {{-0.013351 , 0.841820 , 0.013000 },{ -0.568361 , -0.390393 , 0.724265}},
20126 {{-0.015408 , 0.842121 , 0.011548 },{ -0.568361 , -0.390393 , 0.724265}},
20127 {{-0.026737 , 0.823149 , -0.005168 },{ -0.798248 , -0.046833 , 0.600506}},
20128 {{-0.024345 , 0.831398 , -0.001345 },{ -0.798248 , -0.046833 , 0.600506}},
20129 {{-0.024064 , 0.839777 , -0.000318 },{ -0.798248 , -0.046833 , 0.600506}},
20130 {{-0.024064 , 0.839777 , -0.000318 },{ -0.667878 , -0.107449 , 0.736474}},
20131 {{-0.026237 , 0.838191 , -0.002520 },{ -0.667878 , -0.107449 , 0.736474}},
20132 {{-0.026737 , 0.823149 , -0.005168 },{ -0.667878 , -0.107449 , 0.736474}},
20133 {{-0.023619 , 0.849358 , 0.001589 },{ -0.663832 , -0.116218 , 0.738797}},
20134 {{-0.026237 , 0.838191 , -0.002520 },{ -0.663832 , -0.116218 , 0.738797}},
20135 {{-0.024064 , 0.839777 , -0.000318 },{ -0.663832 , -0.116218 , 0.738797}},
20136 {{-0.024064 , 0.839777 , -0.000318 },{ -0.744269 , -0.096958 , 0.660804}},
20137 {{-0.022879 , 0.848571 , 0.002307 },{ -0.744269 , -0.096958 , 0.660804}},
20138 {{-0.023619 , 0.849358 , 0.001589 },{ -0.744269 , -0.096958 , 0.660804}},
20139 {{-0.022879 , 0.848571 , 0.002307 },{ -0.374085 , -0.218616 , 0.901259}},
20140 {{-0.024064 , 0.839777 , -0.000318 },{ -0.374085 , -0.218616 , 0.901259}},
20141 {{-0.021861 , 0.843160 , 0.001417 },{ -0.374085 , -0.218616 , 0.901259}},
20142 {{-0.022879 , 0.848571 , 0.002307 },{ -0.372597 , -0.218444 , 0.901917}},
20143 {{-0.021861 , 0.843160 , 0.001417 },{ -0.372597 , -0.218444 , 0.901917}},
20144 {{-0.021158 , 0.849079 , 0.003141 },{ -0.372597 , -0.218444 , 0.901917}},
20145 {{-0.021861 , 0.843160 , 0.001417 },{ -0.662904 , 0.048509 , 0.747131}},
20146 {{-0.024064 , 0.839777 , -0.000318 },{ -0.662904 , 0.048509 , 0.747131}},
20147 {{-0.021844 , 0.837478 , 0.001801 },{ -0.662904 , 0.048509 , 0.747131}},
20148 {{-0.024345 , 0.831398 , -0.001345 },{ -0.721218 , -0.060394 , 0.690070}},
20149 {{-0.021844 , 0.837478 , 0.001801 },{ -0.721218 , -0.060394 , 0.690070}},
20150 {{-0.024064 , 0.839777 , -0.000318 },{ -0.721218 , -0.060394 , 0.690070}},
20151 {{-0.030196 , 0.854050 , -0.060182 },{ -0.777515 , 0.585394 , 0.229749}},
20152 {{-0.030201 , 0.852676 , -0.056698 },{ -0.777515 , 0.585394 , 0.229749}},
20153 {{-0.028995 , 0.854237 , -0.056594 },{ -0.777515 , 0.585394 , 0.229749}},
20154 {{-0.030196 , 0.854050 , -0.060182 },{ -0.897129 , 0.339555 , 0.282598}},
20155 {{-0.028995 , 0.854237 , -0.056594 },{ -0.897129 , 0.339555 , 0.282598}},
20156 {{-0.028976 , 0.856496 , -0.059248 },{ -0.897129 , 0.339555 , 0.282598}},
20157 {{-0.028976 , 0.856496 , -0.059248 },{ -0.889376 , 0.351262 , 0.292618}},
20158 {{-0.028995 , 0.854237 , -0.056594 },{ -0.889376 , 0.351262 , 0.292618}},
20159 {{-0.028176 , 0.857756 , -0.058329 },{ -0.889376 , 0.351262 , 0.292618}},
20160 {{-0.028176 , 0.857756 , -0.058329 },{ -0.859797 , 0.372376 , 0.349407}},
20161 {{-0.028995 , 0.854237 , -0.056594 },{ -0.859797 , 0.372376 , 0.349407}},
20162 {{-0.027938 , 0.856472 , -0.056375 },{ -0.859797 , 0.372376 , 0.349407}},
20163 {{-0.028995 , 0.854237 , -0.056594 },{ -0.869398 , 0.434252 , -0.235739}},
20164 {{-0.028593 , 0.856026 , -0.054781 },{ -0.869398 , 0.434252 , -0.235739}},
20165 {{-0.027938 , 0.856472 , -0.056375 },{ -0.869398 , 0.434252 , -0.235739}},
20166 {{-0.028995 , 0.854237 , -0.056594 },{ -0.934792 , 0.333612 , -0.121928}},
20167 {{-0.029331 , 0.854146 , -0.054267 },{ -0.934792 , 0.333612 , -0.121928}},
20168 {{-0.028593 , 0.856026 , -0.054781 },{ -0.934792 , 0.333612 , -0.121928}},
20169 {{0.002243 , 0.866015 , 0.008916 },{ -0.765099 , 0.593519 , 0.249719}},
20170 {{0.002639 , 0.866451 , 0.009093 },{ -0.765099 , 0.593519 , 0.249719}},
20171 {{0.002098 , 0.866285 , 0.007830 },{ -0.765099 , 0.593519 , 0.249719}},
20172 {{0.002243 , 0.866015 , 0.008916 },{ -0.833375 , 0.499989 , 0.235581}},
20173 {{0.002098 , 0.866285 , 0.007830 },{ -0.833375 , 0.499989 , 0.235581}},
20174 {{0.001710 , 0.865881 , 0.007315 },{ -0.833375 , 0.499989 , 0.235581}},
20175 {{0.020923 , 0.865889 , 0.012624 },{ -0.210927 , 0.975189 , -0.067199}},
20176 {{0.020458 , 0.865751 , 0.012082 },{ -0.210927 , 0.975189 , -0.067199}},
20177 {{0.018839 , 0.865468 , 0.013056 },{ -0.210927 , 0.975189 , -0.067199}},
20178 {{0.017771 , 0.866233 , 0.013313 },{ 0.441433 , 0.336870 , 0.831658}},
20179 {{0.018839 , 0.865468 , 0.013056 },{ 0.441433 , 0.336870 , 0.831658}},
20180 {{0.020458 , 0.865751 , 0.012082 },{ 0.441433 , 0.336870 , 0.831658}},
20181 {{-0.033693 , 0.864188 , -0.069305 },{ -0.578850 , 0.080208 , 0.811480}},
20182 {{-0.032320 , 0.858061 , -0.067720 },{ -0.578850 , 0.080208 , 0.811480}},
20183 {{-0.031190 , 0.858436 , -0.066951 },{ -0.578850 , 0.080208 , 0.811480}},
20184 {{-0.032607 , 0.864375 , -0.068394 },{ -0.645530 , 0.031389 , 0.763089}},
20185 {{-0.033693 , 0.864188 , -0.069305 },{ -0.645530 , 0.031389 , 0.763089}},
20186 {{-0.031190 , 0.858436 , -0.066951 },{ -0.645530 , 0.031389 , 0.763089}},
20187 {{-0.031322 , 0.864546 , -0.067900 },{ -0.371125 , 0.134683 , 0.918764}},
20188 {{-0.032607 , 0.864375 , -0.068394 },{ -0.371125 , 0.134683 , 0.918764}},
20189 {{-0.031190 , 0.858436 , -0.066951 },{ -0.371125 , 0.134683 , 0.918764}},
20190 {{-0.031322 , 0.864546 , -0.067900 },{ -0.267003 , 0.142271 , 0.953136}},
20191 {{-0.031190 , 0.858436 , -0.066951 },{ -0.267003 , 0.142271 , 0.953136}},
20192 {{-0.029815 , 0.858618 , -0.066593 },{ -0.267003 , 0.142271 , 0.953136}},
20193 {{-0.029815 , 0.858618 , -0.066593 },{ -0.280092 , 0.475817 , 0.833754}},
20194 {{-0.031190 , 0.858436 , -0.066951 },{ -0.280092 , 0.475817 , 0.833754}},
20195 {{-0.028900 , 0.853057 , -0.063112 },{ -0.280092 , 0.475817 , 0.833754}},
20196 {{-0.031190 , 0.858436 , -0.066951 },{ -0.126545 , 0.540004 , 0.832095}},
20197 {{-0.030213 , 0.852925 , -0.063226 },{ -0.126545 , 0.540004 , 0.832095}},
20198 {{-0.028900 , 0.853057 , -0.063112 },{ -0.126545 , 0.540004 , 0.832095}},
20199 {{-0.028995 , 0.854237 , -0.056594 },{ -0.849496 , 0.517559 , -0.102417}},
20200 {{-0.030498 , 0.852374 , -0.053542 },{ -0.849496 , 0.517559 , -0.102417}},
20201 {{-0.029331 , 0.854146 , -0.054267 },{ -0.849496 , 0.517559 , -0.102417}},
20202 {{-0.030201 , 0.852676 , -0.056698 },{ -0.790727 , 0.611964 , -0.015849}},
20203 {{-0.030498 , 0.852374 , -0.053542 },{ -0.790727 , 0.611964 , -0.015849}},
20204 {{-0.028995 , 0.854237 , -0.056594 },{ -0.790727 , 0.611964 , -0.015849}},
20205 {{-0.021536 , 0.844191 , 0.015936 },{ -0.815873 , -0.525978 , 0.240206}},
20206 {{-0.021283 , 0.845222 , 0.019053 },{ -0.815873 , -0.525978 , 0.240206}},
20207 {{-0.022236 , 0.845702 , 0.016867 },{ -0.815873 , -0.525978 , 0.240206}},
20208 {{-0.021536 , 0.844191 , 0.015936 },{ -0.717213 , -0.642157 , 0.270628}},
20209 {{-0.020196 , 0.843514 , 0.017881 },{ -0.717213 , -0.642157 , 0.270628}},
20210 {{-0.021283 , 0.845222 , 0.019053 },{ -0.717213 , -0.642157 , 0.270628}},
20211 {{-0.018417 , 0.842591 , 0.016180 },{ -0.456732 , -0.889590 , 0.005055}},
20212 {{-0.020196 , 0.843514 , 0.017881 },{ -0.456732 , -0.889590 , 0.005055}},
20213 {{-0.021536 , 0.844191 , 0.015936 },{ -0.456732 , -0.889590 , 0.005055}},
20214 {{-0.018417 , 0.842591 , 0.016180 },{ -0.444108 , -0.886040 , -0.133045}},
20215 {{-0.021536 , 0.844191 , 0.015936 },{ -0.444108 , -0.886040 , -0.133045}},
20216 {{-0.020335 , 0.843784 , 0.014637 },{ -0.444108 , -0.886040 , -0.133045}},
20217 {{-0.032158 , 0.868802 , -0.060151 },{ -0.869204 , -0.298606 , 0.394104}},
20218 {{-0.030871 , 0.867896 , -0.057999 },{ -0.869204 , -0.298606 , 0.394104}},
20219 {{-0.030841 , 0.868883 , -0.057185 },{ -0.869204 , -0.298606 , 0.394104}},
20220 {{-0.032158 , 0.868802 , -0.060151 },{ -0.780266 , -0.511163 , 0.360413}},
20221 {{-0.030841 , 0.868883 , -0.057185 },{ -0.780266 , -0.511163 , 0.360413}},
20222 {{-0.031746 , 0.869883 , -0.057726 },{ -0.780266 , -0.511163 , 0.360413}},
20223 {{-0.031746 , 0.869883 , -0.057726 },{ -0.757104 , -0.650060 , 0.064929}},
20224 {{-0.030841 , 0.868883 , -0.057185 },{ -0.757104 , -0.650060 , 0.064929}},
20225 {{-0.031705 , 0.870016 , -0.055916 },{ -0.757104 , -0.650060 , 0.064929}},
20226 {{-0.030841 , 0.868883 , -0.057185 },{ -0.822219 , -0.566612 , -0.053910}},
20227 {{-0.030545 , 0.868299 , -0.055562 },{ -0.822219 , -0.566612 , -0.053910}},
20228 {{-0.031705 , 0.870016 , -0.055916 },{ -0.822219 , -0.566612 , -0.053910}},
20229 {{-0.030992 , 0.865451 , -0.057066 },{ -0.800015 , 0.248058 , 0.546299}},
20230 {{-0.030115 , 0.866566 , -0.056288 },{ -0.800015 , 0.248058 , 0.546299}},
20231 {{-0.030871 , 0.867896 , -0.057999 },{ -0.800015 , 0.248058 , 0.546299}},
20232 {{-0.030992 , 0.865451 , -0.057066 },{ -0.793396 , 0.250896 , 0.554594}},
20233 {{-0.030871 , 0.867896 , -0.057999 },{ -0.793396 , 0.250896 , 0.554594}},
20234 {{-0.031406 , 0.866770 , -0.058255 },{ -0.793396 , 0.250896 , 0.554594}},
20235 {{0.002060 , 0.877067 , 0.016235 },{ -0.048341 , -0.728889 , 0.682923}},
20236 {{-0.000107 , 0.876404 , 0.015374 },{ -0.048341 , -0.728889 , 0.682923}},
20237 {{-0.000300 , 0.875018 , 0.013881 },{ -0.048341 , -0.728889 , 0.682923}},
20238 {{0.002060 , 0.877067 , 0.016235 },{ -0.131100 , -0.678929 , 0.722405}},
20239 {{-0.000300 , 0.875018 , 0.013881 },{ -0.131100 , -0.678929 , 0.722405}},
20240 {{0.000087 , 0.874257 , 0.013236 },{ -0.131100 , -0.678929 , 0.722405}},
20241 {{-0.000300 , 0.875018 , 0.013881 },{ -0.094881 , -0.720848 , 0.686568}},
20242 {{-0.001384 , 0.873813 , 0.012466 },{ -0.094881 , -0.720848 , 0.686568}},
20243 {{-0.001351 , 0.872199 , 0.010776 },{ -0.094881 , -0.720848 , 0.686568}},
20244 {{-0.000300 , 0.875018 , 0.013881 },{ -0.200193 , -0.690719 , 0.694860}},
20245 {{-0.001351 , 0.872199 , 0.010776 },{ -0.200193 , -0.690719 , 0.694860}},
20246 {{0.000087 , 0.874257 , 0.013236 },{ -0.200193 , -0.690719 , 0.694860}},
20247 {{-0.000107 , 0.876404 , 0.015374 },{ -0.085853 , -0.724841 , 0.683546}},
20248 {{-0.002205 , 0.875354 , 0.013997 },{ -0.085853 , -0.724841 , 0.683546}},
20249 {{-0.001384 , 0.873813 , 0.012466 },{ -0.085853 , -0.724841 , 0.683546}},
20250 {{-0.000107 , 0.876404 , 0.015374 },{ -0.087313 , -0.724418 , 0.683810}},
20251 {{-0.001384 , 0.873813 , 0.012466 },{ -0.087313 , -0.724418 , 0.683810}},
20252 {{-0.000300 , 0.875018 , 0.013881 },{ -0.087313 , -0.724418 , 0.683810}},
20253 {{-0.001351 , 0.872199 , 0.010776 },{ 0.113970 , -0.692078 , 0.712769}},
20254 {{-0.002772 , 0.870517 , 0.009370 },{ 0.113970 , -0.692078 , 0.712769}},
20255 {{-0.001928 , 0.868865 , 0.007631 },{ 0.113970 , -0.692078 , 0.712769}},
20256 {{-0.000887 , 0.870494 , 0.008917 },{ 0.227356 , -0.688745 , 0.688433}},
20257 {{-0.001351 , 0.872199 , 0.010776 },{ 0.227356 , -0.688745 , 0.688433}},
20258 {{-0.001928 , 0.868865 , 0.007631 },{ 0.227356 , -0.688745 , 0.688433}},
20259 {{-0.000887 , 0.870494 , 0.008917 },{ -0.240079 , -0.502333 , 0.830677}},
20260 {{-0.001928 , 0.868865 , 0.007631 },{ -0.240079 , -0.502333 , 0.830677}},
20261 {{-0.000312 , 0.869958 , 0.008759 },{ -0.240079 , -0.502333 , 0.830677}},
20262 {{-0.000312 , 0.869958 , 0.008759 },{ -0.081239 , -0.655111 , 0.751152}},
20263 {{-0.001928 , 0.868865 , 0.007631 },{ -0.081239 , -0.655111 , 0.751152}},
20264 {{-0.000661 , 0.868490 , 0.007441 },{ -0.081239 , -0.655111 , 0.751152}},
20265 {{-0.001928 , 0.868865 , 0.007631 },{ 0.075255 , -0.236564 , 0.968697}},
20266 {{-0.000590 , 0.866502 , 0.006950 },{ 0.075255 , -0.236564 , 0.968697}},
20267 {{-0.000661 , 0.868490 , 0.007441 },{ 0.075255 , -0.236564 , 0.968697}},
20268 {{-0.001928 , 0.868865 , 0.007631 },{ 0.372938 , -0.055751 , 0.926180}},
20269 {{-0.002848 , 0.867379 , 0.007912 },{ 0.372938 , -0.055751 , 0.926180}},
20270 {{-0.000590 , 0.866502 , 0.006950 },{ 0.372938 , -0.055751 , 0.926180}},
20271 {{-0.001928 , 0.868865 , 0.007631 },{ 0.483887 , -0.136108 , 0.864481}},
20272 {{-0.005263 , 0.868784 , 0.009485 },{ 0.483887 , -0.136108 , 0.864481}},
20273 {{-0.002848 , 0.867379 , 0.007912 },{ 0.483887 , -0.136108 , 0.864481}},
20274 {{-0.002772 , 0.870517 , 0.009370 },{ 0.415987 , -0.549891 , 0.724275}},
20275 {{-0.005263 , 0.868784 , 0.009485 },{ 0.415987 , -0.549891 , 0.724275}},
20276 {{-0.001928 , 0.868865 , 0.007631 },{ 0.415987 , -0.549891 , 0.724275}},
20277 {{-0.000661 , 0.868490 , 0.007441 },{ -0.857037 , -0.216179 , 0.467712}},
20278 {{0.000406 , 0.870545 , 0.010346 },{ -0.857037 , -0.216179 , 0.467712}},
20279 {{-0.000312 , 0.869958 , 0.008759 },{ -0.857037 , -0.216179 , 0.467712}},
20280 {{-0.000312 , 0.869958 , 0.008759 },{ -0.898265 , -0.072903 , 0.433366}},
20281 {{0.000406 , 0.870545 , 0.010346 },{ -0.898265 , -0.072903 , 0.433366}},
20282 {{0.000571 , 0.871502 , 0.010849 },{ -0.898265 , -0.072903 , 0.433366}},
20283 {{0.000406 , 0.870545 , 0.010346 },{ -0.796993 , -0.167578 , 0.580275}},
20284 {{0.002835 , 0.873834 , 0.014632 },{ -0.796993 , -0.167578 , 0.580275}},
20285 {{0.000571 , 0.871502 , 0.010849 },{ -0.796993 , -0.167578 , 0.580275}},
20286 {{0.000406 , 0.870545 , 0.010346 },{ -0.909647 , 0.191358 , 0.368680}},
20287 {{0.002468 , 0.872966 , 0.014177 },{ -0.909647 , 0.191358 , 0.368680}},
20288 {{0.002835 , 0.873834 , 0.014632 },{ -0.909647 , 0.191358 , 0.368680}},
20289 {{0.002468 , 0.872966 , 0.014177 },{ -0.654396 , 0.746631 , -0.119615}},
20290 {{0.000406 , 0.870545 , 0.010346 },{ -0.654396 , 0.746631 , -0.119615}},
20291 {{0.002121 , 0.872638 , 0.014028 },{ -0.654396 , 0.746631 , -0.119615}},
20292 {{0.000261 , 0.869997 , 0.010243 },{ -0.926891 , 0.183760 , 0.327269}},
20293 {{0.002121 , 0.872638 , 0.014028 },{ -0.926891 , 0.183760 , 0.327269}},
20294 {{0.000406 , 0.870545 , 0.010346 },{ -0.926891 , 0.183760 , 0.327269}},
20295 {{-0.000590 , 0.866502 , 0.006950 },{ -0.965102 , 0.260474 , -0.027047}},
20296 {{0.000261 , 0.869997 , 0.010243 },{ -0.965102 , 0.260474 , -0.027047}},
20297 {{0.000406 , 0.870545 , 0.010346 },{ -0.965102 , 0.260474 , -0.027047}},
20298 {{-0.000590 , 0.866502 , 0.006950 },{ -0.894524 , -0.137038 , 0.425497}},
20299 {{0.000406 , 0.870545 , 0.010346 },{ -0.894524 , -0.137038 , 0.425497}},
20300 {{-0.000661 , 0.868490 , 0.007441 },{ -0.894524 , -0.137038 , 0.425497}},
20301 {{-0.021536 , 0.844191 , 0.015936 },{ -0.370447 , -0.926402 , -0.067444}},
20302 {{-0.022597 , 0.844772 , 0.013782 },{ -0.370447 , -0.926402 , -0.067444}},
20303 {{-0.021646 , 0.844524 , 0.011966 },{ -0.370447 , -0.926402 , -0.067444}},
20304 {{-0.021536 , 0.844191 , 0.015936 },{ -0.384059 , -0.920903 , -0.066606}},
20305 {{-0.021646 , 0.844524 , 0.011966 },{ -0.384059 , -0.920903 , -0.066606}},
20306 {{-0.020335 , 0.843784 , 0.014637 },{ -0.384059 , -0.920903 , -0.066606}},
20307 {{-0.022597 , 0.844772 , 0.013782 },{ -0.887514 , -0.288406 , 0.359361}},
20308 {{-0.021536 , 0.844191 , 0.015936 },{ -0.887514 , -0.288406 , 0.359361}},
20309 {{-0.022827 , 0.846063 , 0.014250 },{ -0.887514 , -0.288406 , 0.359361}},
20310 {{-0.022827 , 0.846063 , 0.014250 },{ -0.866931 , -0.481344 , 0.129377}},
20311 {{-0.021536 , 0.844191 , 0.015936 },{ -0.866931 , -0.481344 , 0.129377}},
20312 {{-0.022236 , 0.845702 , 0.016867 },{ -0.866931 , -0.481344 , 0.129377}},
20313 {{-0.017336 , 0.841926 , 0.017183 },{ -0.531226 , -0.847161 , 0.010802}},
20314 {{-0.018827 , 0.842887 , 0.019226 },{ -0.531226 , -0.847161 , 0.010802}},
20315 {{-0.018417 , 0.842591 , 0.016180 },{ -0.531226 , -0.847161 , 0.010802}},
20316 {{-0.018417 , 0.842591 , 0.016180 },{ -0.439026 , -0.898033 , 0.028155}},
20317 {{-0.018827 , 0.842887 , 0.019226 },{ -0.439026 , -0.898033 , 0.028155}},
20318 {{-0.020196 , 0.843514 , 0.017881 },{ -0.439026 , -0.898033 , 0.028155}},
20319 {{-0.019914 , 0.844684 , 0.020628 },{ -0.662805 , -0.661975 , 0.349970}},
20320 {{-0.021283 , 0.845222 , 0.019053 },{ -0.662805 , -0.661975 , 0.349970}},
20321 {{-0.020196 , 0.843514 , 0.017881 },{ -0.662805 , -0.661975 , 0.349970}},
20322 {{-0.019914 , 0.844684 , 0.020628 },{ -0.653238 , -0.670116 , 0.352455}},
20323 {{-0.020196 , 0.843514 , 0.017881 },{ -0.653238 , -0.670116 , 0.352455}},
20324 {{-0.018827 , 0.842887 , 0.019226 },{ -0.653238 , -0.670116 , 0.352455}},
20325 {{0.002835 , 0.873834 , 0.014632 },{ -0.473943 , -0.243243 , 0.846293}},
20326 {{0.002468 , 0.872966 , 0.014177 },{ -0.473943 , -0.243243 , 0.846293}},
20327 {{0.006721 , 0.873687 , 0.016766 },{ -0.473943 , -0.243243 , 0.846293}},
20328 {{0.007196 , 0.874725 , 0.016978 },{ -0.479773 , 0.040539 , 0.876456}},
20329 {{0.002835 , 0.873834 , 0.014632 },{ -0.479773 , 0.040539 , 0.876456}},
20330 {{0.006721 , 0.873687 , 0.016766 },{ -0.479773 , 0.040539 , 0.876456}},
20331 {{0.007196 , 0.874725 , 0.016978 },{ -0.125835 , -0.142909 , 0.981704}},
20332 {{0.006721 , 0.873687 , 0.016766 },{ -0.125835 , -0.142909 , 0.981704}},
20333 {{0.012591 , 0.874323 , 0.017611 },{ -0.125835 , -0.142909 , 0.981704}},
20334 {{0.012591 , 0.874323 , 0.017611 },{ -0.143880 , 0.013271 , 0.989506}},
20335 {{0.006721 , 0.873687 , 0.016766 },{ -0.143880 , 0.013271 , 0.989506}},
20336 {{0.012013 , 0.872903 , 0.017546 },{ -0.143880 , 0.013271 , 0.989506}},
20337 {{0.006353 , 0.873511 , 0.016830 },{ -0.070524 , 0.412863 , 0.908059}},
20338 {{0.011685 , 0.872561 , 0.017676 },{ -0.070524 , 0.412863 , 0.908059}},
20339 {{0.012013 , 0.872903 , 0.017546 },{ -0.070524 , 0.412863 , 0.908059}},
20340 {{0.006353 , 0.873511 , 0.016830 },{ -0.063410 , 0.455461 , 0.887995}},
20341 {{0.012013 , 0.872903 , 0.017546 },{ -0.063410 , 0.455461 , 0.887995}},
20342 {{0.006721 , 0.873687 , 0.016766 },{ -0.063410 , 0.455461 , 0.887995}},
20343 {{0.006721 , 0.873687 , 0.016766 },{ -0.372202 , 0.882607 , 0.287177}},
20344 {{0.002121 , 0.872638 , 0.014028 },{ -0.372202 , 0.882607 , 0.287177}},
20345 {{0.006353 , 0.873511 , 0.016830 },{ -0.372202 , 0.882607 , 0.287177}},
20346 {{0.006721 , 0.873687 , 0.016766 },{ -0.533817 , 0.190479 , 0.823867}},
20347 {{0.002468 , 0.872966 , 0.014177 },{ -0.533817 , 0.190479 , 0.823867}},
20348 {{0.002121 , 0.872638 , 0.014028 },{ -0.533817 , 0.190479 , 0.823867}},
20349 {{0.012591 , 0.874323 , 0.017611 },{ 0.238981 , -0.141255 , 0.960695}},
20350 {{0.012013 , 0.872903 , 0.017546 },{ 0.238981 , -0.141255 , 0.960695}},
20351 {{0.017194 , 0.870807 , 0.015949 },{ 0.238981 , -0.141255 , 0.960695}},
20352 {{0.012591 , 0.874323 , 0.017611 },{ 0.178849 , -0.219242 , 0.959138}},
20353 {{0.017194 , 0.870807 , 0.015949 },{ 0.178849 , -0.219242 , 0.959138}},
20354 {{0.017956 , 0.872776 , 0.016257 },{ 0.178849 , -0.219242 , 0.959138}},
20355 {{0.017194 , 0.870807 , 0.015949 },{ 0.353806 , -0.249272 , 0.901490}},
20356 {{0.021894 , 0.869189 , 0.013657 },{ 0.353806 , -0.249272 , 0.901490}},
20357 {{0.021393 , 0.871400 , 0.014465 },{ 0.353806 , -0.249272 , 0.901490}},
20358 {{0.017194 , 0.870807 , 0.015949 },{ 0.354719 , -0.276959 , 0.893011}},
20359 {{0.021393 , 0.871400 , 0.014465 },{ 0.354719 , -0.276959 , 0.893011}},
20360 {{0.017956 , 0.872776 , 0.016257 },{ 0.354719 , -0.276959 , 0.893011}},
20361 {{0.016845 , 0.869730 , 0.015594 },{ 0.299324 , -0.364144 , 0.881932}},
20362 {{0.020923 , 0.865889 , 0.012624 },{ 0.299324 , -0.364144 , 0.881932}},
20363 {{0.021894 , 0.869189 , 0.013657 },{ 0.299324 , -0.364144 , 0.881932}},
20364 {{0.016845 , 0.869730 , 0.015594 },{ 0.294590 , -0.383918 , 0.875114}},
20365 {{0.021894 , 0.869189 , 0.013657 },{ 0.294590 , -0.383918 , 0.875114}},
20366 {{0.017194 , 0.870807 , 0.015949 },{ 0.294590 , -0.383918 , 0.875114}},
20367 {{0.011685 , 0.872561 , 0.017676 },{ 0.173394 , -0.358540 , 0.917270}},
20368 {{0.016845 , 0.869730 , 0.015594 },{ 0.173394 , -0.358540 , 0.917270}},
20369 {{0.017194 , 0.870807 , 0.015949 },{ 0.173394 , -0.358540 , 0.917270}},
20370 {{0.012013 , 0.872903 , 0.017546 },{ 0.315307 , 0.057666 , 0.947236}},
20371 {{0.011685 , 0.872561 , 0.017676 },{ 0.315307 , 0.057666 , 0.947236}},
20372 {{0.017194 , 0.870807 , 0.015949 },{ 0.315307 , 0.057666 , 0.947236}},
20373 {{0.021393 , 0.871400 , 0.014465 },{ 0.348538 , -0.251036 , 0.903052}},
20374 {{0.021894 , 0.869189 , 0.013657 },{ 0.348538 , -0.251036 , 0.903052}},
20375 {{0.025742 , 0.869837 , 0.012352 },{ 0.348538 , -0.251036 , 0.903052}},
20376 {{0.023889 , 0.872769 , 0.013700 },{ 0.376963 , -0.179527 , 0.908663}},
20377 {{0.021393 , 0.871400 , 0.014465 },{ 0.376963 , -0.179527 , 0.908663}},
20378 {{0.025742 , 0.869837 , 0.012352 },{ 0.376963 , -0.179527 , 0.908663}},
20379 {{0.027094 , 0.875086 , 0.012116 },{ 0.491578 , -0.087664 , 0.866410}},
20380 {{0.023889 , 0.872769 , 0.013700 },{ 0.491578 , -0.087664 , 0.866410}},
20381 {{0.025742 , 0.869837 , 0.012352 },{ 0.491578 , -0.087664 , 0.866410}},
20382 {{0.027094 , 0.875086 , 0.012116 },{ 0.376424 , -0.055378 , 0.924791}},
20383 {{0.025742 , 0.869837 , 0.012352 },{ 0.376424 , -0.055378 , 0.924791}},
20384 {{0.029698 , 0.870509 , 0.010782 },{ 0.376424 , -0.055378 , 0.924791}},
20385 {{0.029698 , 0.870509 , 0.010782 },{ 0.372128 , -0.022818 , 0.927901}},
20386 {{0.025742 , 0.869837 , 0.012352 },{ 0.372128 , -0.022818 , 0.927901}},
20387 {{0.028768 , 0.866647 , 0.011060 },{ 0.372128 , -0.022818 , 0.927901}},
20388 {{0.025742 , 0.869837 , 0.012352 },{ 0.301138 , -0.098492 , 0.948481}},
20389 {{0.024357 , 0.866421 , 0.012437 },{ 0.301138 , -0.098492 , 0.948481}},
20390 {{0.028768 , 0.866647 , 0.011060 },{ 0.301138 , -0.098492 , 0.948481}},
20391 {{0.025742 , 0.869837 , 0.012352 },{ 0.053913 , 0.002988 , 0.998541}},
20392 {{0.020923 , 0.865889 , 0.012624 },{ 0.053913 , 0.002988 , 0.998541}},
20393 {{0.024357 , 0.866421 , 0.012437 },{ 0.053913 , 0.002988 , 0.998541}},
20394 {{0.025742 , 0.869837 , 0.012352 },{ 0.353713 , -0.372632 , 0.857924}},
20395 {{0.021894 , 0.869189 , 0.013657 },{ 0.353713 , -0.372632 , 0.857924}},
20396 {{0.020923 , 0.865889 , 0.012624 },{ 0.353713 , -0.372632 , 0.857924}},
20397 {{-0.018251 , 0.844389 , 0.021754 },{ -0.480725 , -0.701379 , 0.526280}},
20398 {{-0.019914 , 0.844684 , 0.020628 },{ -0.480725 , -0.701379 , 0.526280}},
20399 {{-0.018827 , 0.842887 , 0.019226 },{ -0.480725 , -0.701379 , 0.526280}},
20400 {{-0.018251 , 0.844389 , 0.021754 },{ -0.493056 , -0.693972 , 0.524689}},
20401 {{-0.018827 , 0.842887 , 0.019226 },{ -0.493056 , -0.693972 , 0.524689}},
20402 {{-0.017383 , 0.842577 , 0.020173 },{ -0.493056 , -0.693972 , 0.524689}},
20403 {{-0.017383 , 0.842577 , 0.020173 },{ -0.327059 , -0.924423 , 0.196149}},
20404 {{-0.018827 , 0.842887 , 0.019226 },{ -0.327059 , -0.924423 , 0.196149}},
20405 {{-0.017336 , 0.841926 , 0.017183 },{ -0.327059 , -0.924423 , 0.196149}},
20406 {{-0.017383 , 0.842577 , 0.020173 },{ -0.342763 , -0.919019 , 0.194725}},
20407 {{-0.017336 , 0.841926 , 0.017183 },{ -0.342763 , -0.919019 , 0.194725}},
20408 {{-0.016127 , 0.841632 , 0.017924 },{ -0.342763 , -0.919019 , 0.194725}},
20409 {{-0.022733 , 0.846337 , 0.008480 },{ -0.895837 , -0.371667 , -0.243598}},
20410 {{-0.022552 , 0.844989 , 0.009871 },{ -0.895837 , -0.371667 , -0.243598}},
20411 {{-0.023130 , 0.845110 , 0.011812 },{ -0.895837 , -0.371667 , -0.243598}},
20412 {{-0.022733 , 0.846337 , 0.008480 },{ -0.990862 , -0.033913 , -0.130547}},
20413 {{-0.023130 , 0.845110 , 0.011812 },{ -0.990862 , -0.033913 , -0.130547}},
20414 {{-0.023112 , 0.846247 , 0.011380 },{ -0.990862 , -0.033913 , -0.130547}},
20415 {{0.035905 , 0.870317 , 0.006793 },{ 0.588129 , 0.024393 , 0.808399}},
20416 {{0.034720 , 0.868962 , 0.007696 },{ 0.588129 , 0.024393 , 0.808399}},
20417 {{0.041724 , 0.863276 , 0.002772 },{ 0.588129 , 0.024393 , 0.808399}},
20418 {{0.034720 , 0.868962 , 0.007696 },{ 0.565041 , -0.018301 , 0.824860}},
20419 {{0.034448 , 0.864936 , 0.007793 },{ 0.565041 , -0.018301 , 0.824860}},
20420 {{0.041724 , 0.863276 , 0.002772 },{ 0.565041 , -0.018301 , 0.824860}},
20421 {{0.034720 , 0.868962 , 0.007696 },{ 0.495699 , -0.012567 , 0.868403}},
20422 {{0.028768 , 0.866647 , 0.011060 },{ 0.495699 , -0.012567 , 0.868403}},
20423 {{0.034448 , 0.864936 , 0.007793 },{ 0.495699 , -0.012567 , 0.868403}},
20424 {{0.029698 , 0.870509 , 0.010782 },{ 0.508931 , -0.060745 , 0.858661}},
20425 {{0.028768 , 0.866647 , 0.011060 },{ 0.508931 , -0.060745 , 0.858661}},
20426 {{0.034720 , 0.868962 , 0.007696 },{ 0.508931 , -0.060745 , 0.858661}},
20427 {{0.029698 , 0.870509 , 0.010782 },{ 0.540543 , 0.085072 , 0.837004}},
20428 {{0.034720 , 0.868962 , 0.007696 },{ 0.540543 , 0.085072 , 0.837004}},
20429 {{0.035905 , 0.870317 , 0.006793 },{ 0.540543 , 0.085072 , 0.837004}},
20430 {{0.029698 , 0.870509 , 0.010782 },{ 0.540942 , 0.063323 , 0.838673}},
20431 {{0.035905 , 0.870317 , 0.006793 },{ 0.540942 , 0.063323 , 0.838673}},
20432 {{0.027094 , 0.875086 , 0.012116 },{ 0.540942 , 0.063323 , 0.838673}},
20433 {{-0.002571 , 0.872290 , 0.011112 },{ 0.139986 , -0.701972 , 0.698311}},
20434 {{-0.002772 , 0.870517 , 0.009370 },{ 0.139986 , -0.701972 , 0.698311}},
20435 {{-0.001351 , 0.872199 , 0.010776 },{ 0.139986 , -0.701972 , 0.698311}},
20436 {{-0.002571 , 0.872290 , 0.011112 },{ 0.135518 , -0.715192 , 0.685665}},
20437 {{-0.001351 , 0.872199 , 0.010776 },{ 0.135518 , -0.715192 , 0.685665}},
20438 {{-0.001384 , 0.873813 , 0.012466 },{ 0.135518 , -0.715192 , 0.685665}},
20439 {{-0.002571 , 0.872290 , 0.011112 },{ 0.475330 , -0.643437 , 0.600041}},
20440 {{-0.005263 , 0.868784 , 0.009485 },{ 0.475330 , -0.643437 , 0.600041}},
20441 {{-0.002772 , 0.870517 , 0.009370 },{ 0.475330 , -0.643437 , 0.600041}},
20442 {{-0.004131 , 0.872334 , 0.011500 },{ 0.190598 , -0.529853 , 0.826395}},
20443 {{-0.005263 , 0.868784 , 0.009485 },{ 0.190598 , -0.529853 , 0.826395}},
20444 {{-0.002571 , 0.872290 , 0.011112 },{ 0.190598 , -0.529853 , 0.826395}},
20445 {{-0.002205 , 0.875354 , 0.013997 },{ 0.157116 , -0.686885 , 0.709580}},
20446 {{-0.004131 , 0.872334 , 0.011500 },{ 0.157116 , -0.686885 , 0.709580}},
20447 {{-0.002571 , 0.872290 , 0.011112 },{ 0.157116 , -0.686885 , 0.709580}},
20448 {{-0.002205 , 0.875354 , 0.013997 },{ 0.057598 , -0.688016 , 0.723406}},
20449 {{-0.002571 , 0.872290 , 0.011112 },{ 0.057598 , -0.688016 , 0.723406}},
20450 {{-0.001384 , 0.873813 , 0.012466 },{ 0.057598 , -0.688016 , 0.723406}},
20451 {{-0.030326 , 0.866525 , -0.016251 },{ -0.906690 , -0.365781 , 0.210040}},
20452 {{-0.030682 , 0.870317 , -0.011184 },{ -0.906690 , -0.365781 , 0.210040}},
20453 {{-0.031146 , 0.871408 , -0.011287 },{ -0.906690 , -0.365781 , 0.210040}},
20454 {{-0.030326 , 0.866525 , -0.016251 },{ -0.916904 , -0.349632 , 0.192468}},
20455 {{-0.031146 , 0.871408 , -0.011287 },{ -0.916904 , -0.349632 , 0.192468}},
20456 {{-0.031650 , 0.869854 , -0.016511 },{ -0.916904 , -0.349632 , 0.192468}},
20457 {{-0.021663 , 0.872928 , 0.000628 },{ -0.044261 , 0.870637 , 0.489931}},
20458 {{-0.026366 , 0.874098 , -0.001876 },{ -0.044261 , 0.870637 , 0.489931}},
20459 {{-0.026234 , 0.873910 , -0.001530 },{ -0.044261 , 0.870637 , 0.489931}},
20460 {{-0.026791 , 0.874721 , -0.002142 },{ -0.500907 , 0.027639 , 0.865060}},
20461 {{-0.026366 , 0.874098 , -0.001876 },{ -0.500907 , 0.027639 , 0.865060}},
20462 {{-0.022530 , 0.874042 , 0.000347 },{ -0.500907 , 0.027639 , 0.865060}},
20463 {{-0.026366 , 0.874098 , -0.001876 },{ -0.483688 , -0.285202 , 0.827470}},
20464 {{-0.021963 , 0.873269 , 0.000412 },{ -0.483688 , -0.285202 , 0.827470}},
20465 {{-0.022530 , 0.874042 , 0.000347 },{ -0.483688 , -0.285202 , 0.827470}},
20466 {{-0.026366 , 0.874098 , -0.001876 },{ -0.424996 , 0.187101 , 0.885647}},
20467 {{-0.021663 , 0.872928 , 0.000628 },{ -0.424996 , 0.187101 , 0.885647}},
20468 {{-0.021963 , 0.873269 , 0.000412 },{ -0.424996 , 0.187101 , 0.885647}},
20469 {{0.002772 , 0.820747 , 0.016325 },{ 0.114931 , -0.384444 , 0.915966}},
20470 {{0.001014 , 0.816912 , 0.014936 },{ 0.114931 , -0.384444 , 0.915966}},
20471 {{0.006836 , 0.819272 , 0.015196 },{ 0.114931 , -0.384444 , 0.915966}},
20472 {{0.006836 , 0.819272 , 0.015196 },{ 0.031680 , -0.186338 , 0.981975}},
20473 {{0.001014 , 0.816912 , 0.014936 },{ 0.031680 , -0.186338 , 0.981975}},
20474 {{0.004394 , 0.814583 , 0.014385 },{ 0.031680 , -0.186338 , 0.981975}},
20475 {{0.001014 , 0.816912 , 0.014936 },{ -0.023034 , -0.261695 , 0.964876}},
20476 {{0.000685 , 0.810909 , 0.013300 },{ -0.023034 , -0.261695 , 0.964876}},
20477 {{0.004394 , 0.814583 , 0.014385 },{ -0.023034 , -0.261695 , 0.964876}},
20478 {{0.001014 , 0.816912 , 0.014936 },{ -0.541522 , -0.193295 , 0.818163}},
20479 {{-0.000705 , 0.812382 , 0.012728 },{ -0.541522 , -0.193295 , 0.818163}},
20480 {{0.000685 , 0.810909 , 0.013300 },{ -0.541522 , -0.193295 , 0.818163}},
20481 {{0.001014 , 0.816912 , 0.014936 },{ -0.438925 , -0.253592 , 0.861995}},
20482 {{-0.003108 , 0.814172 , 0.012031 },{ -0.438925 , -0.253592 , 0.861995}},
20483 {{-0.000705 , 0.812382 , 0.012728 },{ -0.438925 , -0.253592 , 0.861995}},
20484 {{-0.003362 , 0.817327 , 0.015117 },{ -0.036920 , -0.700288 , 0.712905}},
20485 {{-0.003108 , 0.814172 , 0.012031 },{ -0.036920 , -0.700288 , 0.712905}},
20486 {{0.001014 , 0.816912 , 0.014936 },{ -0.036920 , -0.700288 , 0.712905}},
20487 {{-0.002920 , 0.820511 , 0.017746 },{ -0.028171 , -0.634117 , 0.772724}},
20488 {{-0.003362 , 0.817327 , 0.015117 },{ -0.028171 , -0.634117 , 0.772724}},
20489 {{0.001014 , 0.816912 , 0.014936 },{ -0.028171 , -0.634117 , 0.772724}},
20490 {{0.002772 , 0.820747 , 0.016325 },{ 0.235821 , -0.424692 , 0.874085}},
20491 {{-0.002920 , 0.820511 , 0.017746 },{ 0.235821 , -0.424692 , 0.874085}},
20492 {{0.001014 , 0.816912 , 0.014936 },{ 0.235821 , -0.424692 , 0.874085}},
20493 {{-0.023112 , 0.846247 , 0.011380 },{ -0.993275 , 0.054529 , 0.102132}},
20494 {{-0.023130 , 0.845110 , 0.011812 },{ -0.993275 , 0.054529 , 0.102132}},
20495 {{-0.022827 , 0.846063 , 0.014250 },{ -0.993275 , 0.054529 , 0.102132}},
20496 {{-0.023130 , 0.845110 , 0.011812 },{ -0.945464 , -0.245895 , 0.213619}},
20497 {{-0.022597 , 0.844772 , 0.013782 },{ -0.945464 , -0.245895 , 0.213619}},
20498 {{-0.022827 , 0.846063 , 0.014250 },{ -0.945464 , -0.245895 , 0.213619}},
20499 {{-0.022597 , 0.844772 , 0.013782 },{ -0.379975 , -0.923325 , -0.055593}},
20500 {{-0.023130 , 0.845110 , 0.011812 },{ -0.379975 , -0.923325 , -0.055593}},
20501 {{-0.022552 , 0.844989 , 0.009871 },{ -0.379975 , -0.923325 , -0.055593}},
20502 {{-0.022597 , 0.844772 , 0.013782 },{ -0.350598 , -0.934857 , -0.055895}},
20503 {{-0.022552 , 0.844989 , 0.009871 },{ -0.350598 , -0.934857 , -0.055895}},
20504 {{-0.021646 , 0.844524 , 0.011966 },{ -0.350598 , -0.934857 , -0.055895}},
20505 {{-0.016241 , 0.846574 , 0.013661 },{ -0.495828 , -0.773266 , -0.395241}},
20506 {{-0.017387 , 0.847869 , 0.012565 },{ -0.495828 , -0.773266 , -0.395241}},
20507 {{-0.016321 , 0.848103 , 0.010770 },{ -0.495828 , -0.773266 , -0.395241}},
20508 {{-0.015116 , 0.846442 , 0.012908 },{ -0.380338 , -0.821859 , -0.424136}},
20509 {{-0.016241 , 0.846574 , 0.013661 },{ -0.380338 , -0.821859 , -0.424136}},
20510 {{-0.016321 , 0.848103 , 0.010770 },{ -0.380338 , -0.821859 , -0.424136}},
20511 {{-0.014814 , 0.846485 , 0.011142 },{ -0.708736 , -0.691838 , -0.138035}},
20512 {{-0.015116 , 0.846442 , 0.012908 },{ -0.708736 , -0.691838 , -0.138035}},
20513 {{-0.016321 , 0.848103 , 0.010770 },{ -0.708736 , -0.691838 , -0.138035}},
20514 {{-0.014814 , 0.846485 , 0.011142 },{ -0.699368 , -0.692274 , -0.177880}},
20515 {{-0.016321 , 0.848103 , 0.010770 },{ -0.699368 , -0.692274 , -0.177880}},
20516 {{-0.015447 , 0.847661 , 0.009054 },{ -0.699368 , -0.692274 , -0.177880}},
20517 {{-0.031650 , 0.869854 , -0.016511 },{ -0.950394 , -0.260931 , 0.169313}},
20518 {{-0.031146 , 0.871408 , -0.011287 },{ -0.950394 , -0.260931 , 0.169313}},
20519 {{-0.032048 , 0.871874 , -0.015632 },{ -0.950394 , -0.260931 , 0.169313}},
20520 {{-0.032048 , 0.871874 , -0.015632 },{ -0.929299 , -0.334265 , 0.157068}},
20521 {{-0.031146 , 0.871408 , -0.011287 },{ -0.929299 , -0.334265 , 0.157068}},
20522 {{-0.031783 , 0.872967 , -0.011738 },{ -0.929299 , -0.334265 , 0.157068}},
20523 {{-0.031146 , 0.871408 , -0.011287 },{ -0.915220 , -0.237244 , 0.325712}},
20524 {{-0.029789 , 0.873422 , -0.006007 },{ -0.915220 , -0.237244 , 0.325712}},
20525 {{-0.030142 , 0.874214 , -0.006422 },{ -0.915220 , -0.237244 , 0.325712}},
20526 {{-0.031146 , 0.871408 , -0.011287 },{ -0.900604 , -0.269282 , 0.341174}},
20527 {{-0.030142 , 0.874214 , -0.006422 },{ -0.900604 , -0.269282 , 0.341174}},
20528 {{-0.031783 , 0.872967 , -0.011738 },{ -0.900604 , -0.269282 , 0.341174}},
20529 {{-0.031146 , 0.871408 , -0.011287 },{ -0.972306 , 0.073575 , 0.221826}},
20530 {{-0.029737 , 0.873069 , -0.005662 },{ -0.972306 , 0.073575 , 0.221826}},
20531 {{-0.029789 , 0.873422 , -0.006007 },{ -0.972306 , 0.073575 , 0.221826}},
20532 {{-0.031146 , 0.871408 , -0.011287 },{ -0.881630 , -0.344499 , 0.322566}},
20533 {{-0.030682 , 0.870317 , -0.011184 },{ -0.881630 , -0.344499 , 0.322566}},
20534 {{-0.029737 , 0.873069 , -0.005662 },{ -0.881630 , -0.344499 , 0.322566}},
20535 {{-0.033025 , 0.867414 , -0.023756 },{ -0.969477 , -0.083483 , 0.230534}},
20536 {{-0.031935 , 0.867119 , -0.019279 },{ -0.969477 , -0.083483 , 0.230534}},
20537 {{-0.032515 , 0.870560 , -0.020472 },{ -0.969477 , -0.083483 , 0.230534}},
20538 {{-0.033197 , 0.871290 , -0.024655 },{ -0.987132 , -0.006749 , 0.159766}},
20539 {{-0.033025 , 0.867414 , -0.023756 },{ -0.987132 , -0.006749 , 0.159766}},
20540 {{-0.032515 , 0.870560 , -0.020472 },{ -0.987132 , -0.006749 , 0.159766}},
20541 {{0.037179 , 0.812435 , -0.016020 },{ 0.198914 , 0.088811 , 0.975985}},
20542 {{0.021537 , 0.803797 , -0.012046 },{ 0.198914 , 0.088811 , 0.975985}},
20543 {{0.020254 , 0.794802 , -0.010966 },{ 0.198914 , 0.088811 , 0.975985}},
20544 {{0.037179 , 0.812435 , -0.016020 },{ -0.011890 , 0.286038 , 0.958144}},
20545 {{0.020254 , 0.794802 , -0.010966 },{ -0.011890 , 0.286038 , 0.958144}},
20546 {{0.036443 , 0.803799 , -0.013451 },{ -0.011890 , 0.286038 , 0.958144}},
20547 {{0.036443 , 0.803799 , -0.013451 },{ 0.111109 , 0.073807 , 0.991064}},
20548 {{0.020254 , 0.794802 , -0.010966 },{ 0.111109 , 0.073807 , 0.991064}},
20549 {{0.037889 , 0.796815 , -0.013093 },{ 0.111109 , 0.073807 , 0.991064}},
20550 {{0.037889 , 0.796815 , -0.013093 },{ 0.119309 , 0.003862 , 0.992850}},
20551 {{0.020254 , 0.794802 , -0.010966 },{ 0.119309 , 0.003862 , 0.992850}},
20552 {{0.022565 , 0.787422 , -0.011215 },{ 0.119309 , 0.003862 , 0.992850}},
20553 {{0.020254 , 0.794802 , -0.010966 },{ -0.320912 , -0.132134 , 0.937846}},
20554 {{0.007485 , 0.777138 , -0.017824 },{ -0.320912 , -0.132134 , 0.937846}},
20555 {{0.022565 , 0.787422 , -0.011215 },{ -0.320912 , -0.132134 , 0.937846}},
20556 {{0.020254 , 0.794802 , -0.010966 },{ -0.389531 , -0.074814 , 0.917970}},
20557 {{0.004542 , 0.784866 , -0.018443 },{ -0.389531 , -0.074814 , 0.917970}},
20558 {{0.007485 , 0.777138 , -0.017824 },{ -0.389531 , -0.074814 , 0.917970}},
20559 {{0.020254 , 0.794802 , -0.010966 },{ -0.436652 , 0.013577 , 0.899528}},
20560 {{0.003990 , 0.792621 , -0.018828 },{ -0.436652 , 0.013577 , 0.899528}},
20561 {{0.004542 , 0.784866 , -0.018443 },{ -0.436652 , 0.013577 , 0.899528}},
20562 {{0.021537 , 0.803797 , -0.012046 },{ -0.447243 , 0.169242 , 0.878254}},
20563 {{0.003990 , 0.792621 , -0.018828 },{ -0.447243 , 0.169242 , 0.878254}},
20564 {{0.020254 , 0.794802 , -0.010966 },{ -0.447243 , 0.169242 , 0.878254}},
20565 {{-0.004666 , 0.793271 , -0.027158 },{ -0.559324 , -0.714744 , 0.419878}},
20566 {{-0.009223 , 0.796487 , -0.027754 },{ -0.559324 , -0.714744 , 0.419878}},
20567 {{-0.010400 , 0.791275 , -0.038194 },{ -0.559324 , -0.714744 , 0.419878}},
20568 {{-0.002015 , 0.797719 , -0.019699 },{ -0.523518 , -0.636947 , 0.565886}},
20569 {{-0.009223 , 0.796487 , -0.027754 },{ -0.523518 , -0.636947 , 0.565886}},
20570 {{-0.004666 , 0.793271 , -0.027158 },{ -0.523518 , -0.636947 , 0.565886}},
20571 {{0.010118 , 0.802905 , -0.013890 },{ 0.149086 , -0.871695 , 0.466821}},
20572 {{-0.002015 , 0.797719 , -0.019699 },{ 0.149086 , -0.871695 , 0.466821}},
20573 {{-0.004666 , 0.793271 , -0.027158 },{ 0.149086 , -0.871695 , 0.466821}},
20574 {{0.010118 , 0.802905 , -0.013890 },{ 0.268743 , -0.896721 , 0.351664}},
20575 {{-0.004666 , 0.793271 , -0.027158 },{ 0.268743 , -0.896721 , 0.351664}},
20576 {{0.008218 , 0.800432 , -0.018744 },{ 0.268743 , -0.896721 , 0.351664}},
20577 {{0.008218 , 0.800432 , -0.018744 },{ -0.639143 , 0.338533 , 0.690574}},
20578 {{-0.004666 , 0.793271 , -0.027158 },{ -0.639143 , 0.338533 , 0.690574}},
20579 {{0.003990 , 0.792621 , -0.018828 },{ -0.639143 , 0.338533 , 0.690574}},
20580 {{-0.004666 , 0.793271 , -0.027158 },{ -0.694104 , -0.022281 , 0.719530}},
20581 {{-0.007008 , 0.785916 , -0.029645 },{ -0.694104 , -0.022281 , 0.719530}},
20582 {{0.003990 , 0.792621 , -0.018828 },{ -0.694104 , -0.022281 , 0.719530}},
20583 {{-0.011335 , 0.782913 , -0.042648 },{ -0.941159 , 0.210199 , 0.264644}},
20584 {{-0.007008 , 0.785916 , -0.029645 },{ -0.941159 , 0.210199 , 0.264644}},
20585 {{-0.004666 , 0.793271 , -0.027158 },{ -0.941159 , 0.210199 , 0.264644}},
20586 {{-0.011335 , 0.782913 , -0.042648 },{ -0.864301 , -0.157748 , 0.477597}},
20587 {{-0.004666 , 0.793271 , -0.027158 },{ -0.864301 , -0.157748 , 0.477597}},
20588 {{-0.010400 , 0.791275 , -0.038194 },{ -0.864301 , -0.157748 , 0.477597}},
20589 {{-0.015447 , 0.847661 , 0.009054 },{ -0.468787 , -0.883239 , -0.011249}},
20590 {{-0.016321 , 0.848103 , 0.010770 },{ -0.468787 , -0.883239 , -0.011249}},
20591 {{-0.016730 , 0.848356 , 0.007948 },{ -0.468787 , -0.883239 , -0.011249}},
20592 {{-0.016321 , 0.848103 , 0.010770 },{ -0.588789 , -0.808184 , 0.012873}},
20593 {{-0.017718 , 0.849088 , 0.008711 },{ -0.588789 , -0.808184 , 0.012873}},
20594 {{-0.016730 , 0.848356 , 0.007948 },{ -0.588789 , -0.808184 , 0.012873}},
20595 {{-0.017387 , 0.847869 , 0.012565 },{ -0.162123 , -0.944755 , -0.284876}},
20596 {{-0.018182 , 0.848595 , 0.010610 },{ -0.162123 , -0.944755 , -0.284876}},
20597 {{-0.017718 , 0.849088 , 0.008711 },{ -0.162123 , -0.944755 , -0.284876}},
20598 {{-0.017387 , 0.847869 , 0.012565 },{ -0.253914 , -0.928259 , -0.271776}},
20599 {{-0.017718 , 0.849088 , 0.008711 },{ -0.253914 , -0.928259 , -0.271776}},
20600 {{-0.016321 , 0.848103 , 0.010770 },{ -0.253914 , -0.928259 , -0.271776}},
20601 {{-0.019347 , 0.854007 , 0.007619 },{ -0.464808 , -0.619086 , 0.632998}},
20602 {{-0.020301 , 0.852026 , 0.004981 },{ -0.464808 , -0.619086 , 0.632998}},
20603 {{-0.019657 , 0.851019 , 0.004469 },{ -0.464808 , -0.619086 , 0.632998}},
20604 {{-0.019042 , 0.852548 , 0.006281 },{ -0.295019 , -0.678556 , 0.672701}},
20605 {{-0.019347 , 0.854007 , 0.007619 },{ -0.295019 , -0.678556 , 0.672701}},
20606 {{-0.019657 , 0.851019 , 0.004469 },{ -0.295019 , -0.678556 , 0.672701}},
20607 {{-0.033197 , 0.871290 , -0.024655 },{ -0.987127 , -0.047988 , 0.152568}},
20608 {{-0.032515 , 0.870560 , -0.020472 },{ -0.987127 , -0.047988 , 0.152568}},
20609 {{-0.032925 , 0.875220 , -0.021659 },{ -0.987127 , -0.047988 , 0.152568}},
20610 {{-0.032925 , 0.875220 , -0.021659 },{ -0.996385 , -0.082222 , 0.021370}},
20611 {{-0.032515 , 0.870560 , -0.020472 },{ -0.996385 , -0.082222 , 0.021370}},
20612 {{-0.032670 , 0.873045 , -0.018138 },{ -0.996385 , -0.082222 , 0.021370}},
20613 {{-0.032515 , 0.870560 , -0.020472 },{ -0.968843 , -0.198969 , 0.147498}},
20614 {{-0.032048 , 0.871874 , -0.015632 },{ -0.968843 , -0.198969 , 0.147498}},
20615 {{-0.032670 , 0.873045 , -0.018138 },{ -0.968843 , -0.198969 , 0.147498}},
20616 {{-0.032515 , 0.870560 , -0.020472 },{ -0.952431 , -0.258142 , 0.161979}},
20617 {{-0.031650 , 0.869854 , -0.016511 },{ -0.952431 , -0.258142 , 0.161979}},
20618 {{-0.032048 , 0.871874 , -0.015632 },{ -0.952431 , -0.258142 , 0.161979}},
20619 {{-0.032515 , 0.870560 , -0.020472 },{ -0.923951 , -0.356673 , 0.138197}},
20620 {{-0.030326 , 0.866525 , -0.016251 },{ -0.923951 , -0.356673 , 0.138197}},
20621 {{-0.031650 , 0.869854 , -0.016511 },{ -0.923951 , -0.356673 , 0.138197}},
20622 {{-0.032515 , 0.870560 , -0.020472 },{ -0.881765 , 0.014828 , 0.471456}},
20623 {{-0.031935 , 0.867119 , -0.019279 },{ -0.881765 , 0.014828 , 0.471456}},
20624 {{-0.030326 , 0.866525 , -0.016251 },{ -0.881765 , 0.014828 , 0.471456}},
20625 {{-0.019801 , 0.849841 , 0.004153 },{ -0.925237 , 0.011377 , 0.379219}},
20626 {{-0.019087 , 0.851876 , 0.005834 },{ -0.925237 , 0.011377 , 0.379219}},
20627 {{-0.019657 , 0.851019 , 0.004469 },{ -0.925237 , 0.011377 , 0.379219}},
20628 {{0.004603 , 0.823191 , 0.016077 },{ 0.277266 , 0.331305 , 0.901865}},
20629 {{0.008064 , 0.822739 , 0.015179 },{ 0.277266 , 0.331305 , 0.901865}},
20630 {{0.007020 , 0.826795 , 0.014010 },{ 0.277266 , 0.331305 , 0.901865}},
20631 {{0.004603 , 0.823191 , 0.016077 },{ 0.252810 , 0.348182 , 0.902694}},
20632 {{0.007020 , 0.826795 , 0.014010 },{ 0.252810 , 0.348182 , 0.902694}},
20633 {{0.002352 , 0.823358 , 0.016643 },{ 0.252810 , 0.348182 , 0.902694}},
20634 {{0.002772 , 0.820747 , 0.016325 },{ 0.239695 , -0.080154 , 0.967534}},
20635 {{0.006836 , 0.819272 , 0.015196 },{ 0.239695 , -0.080154 , 0.967534}},
20636 {{0.008064 , 0.822739 , 0.015179 },{ 0.239695 , -0.080154 , 0.967534}},
20637 {{0.002772 , 0.820747 , 0.016325 },{ 0.240274 , -0.081858 , 0.967247}},
20638 {{0.008064 , 0.822739 , 0.015179 },{ 0.240274 , -0.081858 , 0.967247}},
20639 {{0.004603 , 0.823191 , 0.016077 },{ 0.240274 , -0.081858 , 0.967247}},
20640 {{0.002352 , 0.823358 , 0.016643 },{ 0.244527 , -0.078373 , 0.966470}},
20641 {{-0.002920 , 0.820511 , 0.017746 },{ 0.244527 , -0.078373 , 0.966470}},
20642 {{0.002772 , 0.820747 , 0.016325 },{ 0.244527 , -0.078373 , 0.966470}},
20643 {{0.002352 , 0.823358 , 0.016643 },{ 0.237512 , -0.079701 , 0.968109}},
20644 {{0.002772 , 0.820747 , 0.016325 },{ 0.237512 , -0.079701 , 0.968109}},
20645 {{0.004603 , 0.823191 , 0.016077 },{ 0.237512 , -0.079701 , 0.968109}},
20646 {{-0.031406 , 0.866770 , -0.058255 },{ -0.735942 , 0.311075 , 0.601350}},
20647 {{-0.032206 , 0.864512 , -0.058066 },{ -0.735942 , 0.311075 , 0.601350}},
20648 {{-0.030992 , 0.865451 , -0.057066 },{ -0.735942 , 0.311075 , 0.601350}},
20649 {{-0.032293 , 0.866585 , -0.060067 },{ -0.858868 , 0.336606 , 0.386059}},
20650 {{-0.032206 , 0.864512 , -0.058066 },{ -0.858868 , 0.336606 , 0.386059}},
20651 {{-0.031406 , 0.866770 , -0.058255 },{ -0.858868 , 0.336606 , 0.386059}},
20652 {{-0.032158 , 0.868802 , -0.060151 },{ -0.898737 , 0.071122 , 0.432682}},
20653 {{-0.032293 , 0.866585 , -0.060067 },{ -0.898737 , 0.071122 , 0.432682}},
20654 {{-0.031406 , 0.866770 , -0.058255 },{ -0.898737 , 0.071122 , 0.432682}},
20655 {{-0.032158 , 0.868802 , -0.060151 },{ -0.784137 , 0.242733 , 0.571148}},
20656 {{-0.031406 , 0.866770 , -0.058255 },{ -0.784137 , 0.242733 , 0.571148}},
20657 {{-0.030871 , 0.867896 , -0.057999 },{ -0.784137 , 0.242733 , 0.571148}},
20658 {{-0.030992 , 0.865451 , -0.057066 },{ -0.837128 , 0.392807 , 0.380682}},
20659 {{-0.030873 , 0.864121 , -0.055432 },{ -0.837128 , 0.392807 , 0.380682}},
20660 {{-0.030115 , 0.866566 , -0.056288 },{ -0.837128 , 0.392807 , 0.380682}},
20661 {{-0.030115 , 0.866566 , -0.056288 },{ -0.931421 , 0.336933 , 0.137590}},
20662 {{-0.030873 , 0.864121 , -0.055432 },{ -0.931421 , 0.336933 , 0.137590}},
20663 {{-0.030464 , 0.864791 , -0.054304 },{ -0.931421 , 0.336933 , 0.137590}},
20664 {{-0.030873 , 0.864121 , -0.055432 },{ -0.928737 , 0.346948 , 0.130668}},
20665 {{-0.031167 , 0.862017 , -0.051935 },{ -0.928737 , 0.346948 , 0.130668}},
20666 {{-0.030464 , 0.864791 , -0.054304 },{ -0.928737 , 0.346948 , 0.130668}},
20667 {{-0.030873 , 0.864121 , -0.055432 },{ -0.719216 , 0.620389 , 0.312804}},
20668 {{-0.031459 , 0.863181 , -0.054915 },{ -0.719216 , 0.620389 , 0.312804}},
20669 {{-0.031167 , 0.862017 , -0.051935 },{ -0.719216 , 0.620389 , 0.312804}},
20670 {{-0.035809 , 0.874568 , -0.063004 },{ -0.949819 , 0.298143 , -0.094629}},
20671 {{-0.036246 , 0.874838 , -0.057767 },{ -0.949819 , 0.298143 , -0.094629}},
20672 {{-0.035730 , 0.875962 , -0.059405 },{ -0.949819 , 0.298143 , -0.094629}},
20673 {{-0.034846 , 0.875457 , -0.063709 },{ -0.745044 , 0.627335 , -0.226627}},
20674 {{-0.035809 , 0.874568 , -0.063004 },{ -0.745044 , 0.627335 , -0.226627}},
20675 {{-0.035730 , 0.875962 , -0.059405 },{ -0.745044 , 0.627335 , -0.226627}},
20676 {{-0.033493 , 0.876131 , -0.063309 },{ -0.393339 , 0.900297 , -0.186416}},
20677 {{-0.034846 , 0.875457 , -0.063709 },{ -0.393339 , 0.900297 , -0.186416}},
20678 {{-0.035730 , 0.875962 , -0.059405 },{ -0.393339 , 0.900297 , -0.186416}},
20679 {{-0.033493 , 0.876131 , -0.063309 },{ -0.148144 , 0.988068 , -0.042120}},
20680 {{-0.035730 , 0.875962 , -0.059405 },{ -0.148144 , 0.988068 , -0.042120}},
20681 {{-0.035050 , 0.876134 , -0.057760 },{ -0.148144 , 0.988068 , -0.042120}},
20682 {{-0.035730 , 0.875962 , -0.059405 },{ -0.769336 , 0.584942 , 0.256835}},
20683 {{-0.035732 , 0.873180 , -0.053075 },{ -0.769336 , 0.584942 , 0.256835}},
20684 {{-0.035050 , 0.876134 , -0.057760 },{ -0.769336 , 0.584942 , 0.256835}},
20685 {{-0.035730 , 0.875962 , -0.059405 },{ -0.583075 , 0.743826 , 0.326722}},
20686 {{-0.036246 , 0.874838 , -0.057767 },{ -0.583075 , 0.743826 , 0.326722}},
20687 {{-0.035732 , 0.873180 , -0.053075 },{ -0.583075 , 0.743826 , 0.326722}},
20688 {{-0.035587 , 0.871817 , -0.057372 },{ -0.790156 , -0.612268 , 0.027956}},
20689 {{-0.035717 , 0.872012 , -0.056775 },{ -0.790156 , -0.612268 , 0.027956}},
20690 {{-0.035995 , 0.872162 , -0.061348 },{ -0.790156 , -0.612268 , 0.027956}},
20691 {{-0.035587 , 0.871817 , -0.057372 },{ -0.745233 , -0.666543 , 0.018637}},
20692 {{-0.035995 , 0.872162 , -0.061348 },{ -0.745233 , -0.666543 , 0.018637}},
20693 {{-0.035551 , 0.871681 , -0.060797 },{ -0.745233 , -0.666543 , 0.018637}},
20694 {{0.054192 , 0.858522 , -0.010197 },{ 0.796446 , -0.277823 , 0.537110}},
20695 {{0.053292 , 0.860605 , -0.007785 },{ 0.796446 , -0.277823 , 0.537110}},
20696 {{0.052500 , 0.857192 , -0.008376 },{ 0.796446 , -0.277823 , 0.537110}},
20697 {{0.054192 , 0.858522 , -0.010197 },{ 0.661624 , -0.427480 , 0.616047}},
20698 {{0.055561 , 0.861262 , -0.009766 },{ 0.661624 , -0.427480 , 0.616047}},
20699 {{0.053292 , 0.860605 , -0.007785 },{ 0.661624 , -0.427480 , 0.616047}},
20700 {{0.055561 , 0.861262 , -0.009766 },{ 0.453553 , -0.355191 , 0.817392}},
20701 {{0.054192 , 0.858522 , -0.010197 },{ 0.453553 , -0.355191 , 0.817392}},
20702 {{0.057480 , 0.861036 , -0.010929 },{ 0.453553 , -0.355191 , 0.817392}},
20703 {{0.057480 , 0.861036 , -0.010929 },{ 0.544322 , -0.520310 , 0.658020}},
20704 {{0.054192 , 0.858522 , -0.010197 },{ 0.544322 , -0.520310 , 0.658020}},
20705 {{0.056593 , 0.859348 , -0.011530 },{ 0.544322 , -0.520310 , 0.658020}},
20706 {{0.056593 , 0.859348 , -0.011530 },{ 0.481730 , 0.013748 , 0.876212}},
20707 {{0.054192 , 0.858522 , -0.010197 },{ 0.481730 , 0.013748 , 0.876212}},
20708 {{0.055766 , 0.856714 , -0.011034 },{ 0.481730 , 0.013748 , 0.876212}},
20709 {{0.054192 , 0.858522 , -0.010197 },{ 0.427253 , -0.046061 , 0.902958}},
20710 {{0.053948 , 0.855455 , -0.010238 },{ 0.427253 , -0.046061 , 0.902958}},
20711 {{0.055766 , 0.856714 , -0.011034 },{ 0.427253 , -0.046061 , 0.902958}},
20712 {{0.053948 , 0.855455 , -0.010238 },{ 0.809595 , -0.072195 , 0.582532}},
20713 {{0.054192 , 0.858522 , -0.010197 },{ 0.809595 , -0.072195 , 0.582532}},
20714 {{0.052915 , 0.855014 , -0.008857 },{ 0.809595 , -0.072195 , 0.582532}},
20715 {{0.054192 , 0.858522 , -0.010197 },{ 0.735921 , -0.009289 , 0.677004}},
20716 {{0.052500 , 0.857192 , -0.008376 },{ 0.735921 , -0.009289 , 0.677004}},
20717 {{0.052915 , 0.855014 , -0.008857 },{ 0.735921 , -0.009289 , 0.677004}},
20718 {{0.062907 , 0.867631 , -0.017011 },{ -0.173027 , 0.085360 , -0.981211}},
20719 {{0.065716 , 0.866267 , -0.017625 },{ -0.173027 , 0.085360 , -0.981211}},
20720 {{0.063669 , 0.857922 , -0.017990 },{ -0.173027 , 0.085360 , -0.981211}},
20721 {{0.062907 , 0.867631 , -0.017011 },{ 0.479975 , 0.125225 , -0.868299}},
20722 {{0.063669 , 0.857922 , -0.017990 },{ 0.479975 , 0.125225 , -0.868299}},
20723 {{0.061621 , 0.858505 , -0.019038 },{ 0.479975 , 0.125225 , -0.868299}},
20724 {{0.061621 , 0.858505 , -0.019038 },{ 0.353908 , -0.329919 , -0.875158}},
20725 {{0.063669 , 0.857922 , -0.017990 },{ 0.353908 , -0.329919 , -0.875158}},
20726 {{0.056917 , 0.849366 , -0.017495 },{ 0.353908 , -0.329919 , -0.875158}},
20727 {{0.063669 , 0.857922 , -0.017990 },{ 0.269048 , -0.265876 , -0.925702}},
20728 {{0.060009 , 0.849901 , -0.016750 },{ 0.269048 , -0.265876 , -0.925702}},
20729 {{0.056917 , 0.849366 , -0.017495 },{ 0.269048 , -0.265876 , -0.925702}},
20730 {{0.063669 , 0.857922 , -0.017990 },{ 0.394373 , -0.313496 , -0.863823}},
20731 {{0.062151 , 0.849019 , -0.015452 },{ 0.394373 , -0.313496 , -0.863823}},
20732 {{0.060009 , 0.849901 , -0.016750 },{ 0.394373 , -0.313496 , -0.863823}},
20733 {{0.063669 , 0.857922 , -0.017990 },{ 0.191688 , -0.299157 , -0.934752}},
20734 {{0.065904 , 0.856620 , -0.017115 },{ 0.191688 , -0.299157 , -0.934752}},
20735 {{0.062151 , 0.849019 , -0.015452 },{ 0.191688 , -0.299157 , -0.934752}},
20736 {{0.067934 , 0.864787 , -0.016933 },{ 0.332505 , -0.061676 , -0.941083}},
20737 {{0.065904 , 0.856620 , -0.017115 },{ 0.332505 , -0.061676 , -0.941083}},
20738 {{0.063669 , 0.857922 , -0.017990 },{ 0.332505 , -0.061676 , -0.941083}},
20739 {{0.065716 , 0.866267 , -0.017625 },{ 0.281244 , -0.027032 , -0.959256}},
20740 {{0.067934 , 0.864787 , -0.016933 },{ 0.281244 , -0.027032 , -0.959256}},
20741 {{0.063669 , 0.857922 , -0.017990 },{ 0.281244 , -0.027032 , -0.959256}},
20742 {{0.063125 , 0.874931 , -0.008872 },{ 0.445936 , 0.808904 , 0.383165}},
20743 {{0.061797 , 0.876216 , -0.010039 },{ 0.445936 , 0.808904 , 0.383165}},
20744 {{0.057477 , 0.876195 , -0.004967 },{ 0.445936 , 0.808904 , 0.383165}},
20745 {{0.063125 , 0.874931 , -0.008872 },{ 0.473450 , 0.764601 , 0.437299}},
20746 {{0.057477 , 0.876195 , -0.004967 },{ 0.473450 , 0.764601 , 0.437299}},
20747 {{0.059186 , 0.874964 , -0.004665 },{ 0.473450 , 0.764601 , 0.437299}},
20748 {{0.057477 , 0.876195 , -0.004967 },{ 0.237601 , 0.529644 , 0.814262}},
20749 {{0.055476 , 0.872047 , -0.001685 },{ 0.237601 , 0.529644 , 0.814262}},
20750 {{0.059186 , 0.874964 , -0.004665 },{ 0.237601 , 0.529644 , 0.814262}},
20751 {{0.057477 , 0.876195 , -0.004967 },{ 0.405663 , 0.438741 , 0.801838}},
20752 {{0.053413 , 0.873397 , -0.001380 },{ 0.405663 , 0.438741 , 0.801838}},
20753 {{0.055476 , 0.872047 , -0.001685 },{ 0.405663 , 0.438741 , 0.801838}},
20754 {{0.057477 , 0.876195 , -0.004967 },{ -0.349784 , 0.888569 , 0.296811}},
20755 {{0.053272 , 0.873764 , -0.002645 },{ -0.349784 , 0.888569 , 0.296811}},
20756 {{0.053413 , 0.873397 , -0.001380 },{ -0.349784 , 0.888569 , 0.296811}},
20757 {{0.057477 , 0.876195 , -0.004967 },{ -0.308039 , 0.879454 , 0.362867}},
20758 {{0.056257 , 0.876165 , -0.005930 },{ -0.308039 , 0.879454 , 0.362867}},
20759 {{0.053272 , 0.873764 , -0.002645 },{ -0.308039 , 0.879454 , 0.362867}},
20760 {{0.060040 , 0.875762 , -0.009994 },{ 0.030862 , 0.997060 , -0.070140}},
20761 {{0.056257 , 0.876165 , -0.005930 },{ 0.030862 , 0.997060 , -0.070140}},
20762 {{0.057477 , 0.876195 , -0.004967 },{ 0.030862 , 0.997060 , -0.070140}},
20763 {{0.061797 , 0.876216 , -0.010039 },{ -0.249650 , 0.945573 , -0.208724}},
20764 {{0.060040 , 0.875762 , -0.009994 },{ -0.249650 , 0.945573 , -0.208724}},
20765 {{0.057477 , 0.876195 , -0.004967 },{ -0.249650 , 0.945573 , -0.208724}},
20766 {{0.048461 , 0.840075 , -0.008834 },{ 0.160571 , -0.979008 , 0.125541}},
20767 {{0.047889 , 0.840541 , -0.004468 },{ 0.160571 , -0.979008 , 0.125541}},
20768 {{0.045860 , 0.840061 , -0.005616 },{ 0.160571 , -0.979008 , 0.125541}},
20769 {{0.050365 , 0.840325 , -0.006891 },{ 0.019631 , -0.993885 , 0.108664}},
20770 {{0.047889 , 0.840541 , -0.004468 },{ 0.019631 , -0.993885 , 0.108664}},
20771 {{0.048461 , 0.840075 , -0.008834 },{ 0.019631 , -0.993885 , 0.108664}},
20772 {{0.054598 , 0.841493 , -0.009763 },{ 0.212426 , -0.973657 , -0.082864}},
20773 {{0.050365 , 0.840325 , -0.006891 },{ 0.212426 , -0.973657 , -0.082864}},
20774 {{0.048461 , 0.840075 , -0.008834 },{ 0.212426 , -0.973657 , -0.082864}},
20775 {{0.054598 , 0.841493 , -0.009763 },{ 0.202654 , -0.969119 , -0.140495}},
20776 {{0.048461 , 0.840075 , -0.008834 },{ 0.202654 , -0.969119 , -0.140495}},
20777 {{0.052128 , 0.841354 , -0.012367 },{ 0.202654 , -0.969119 , -0.140495}},
20778 {{0.052128 , 0.841354 , -0.012367 },{ -0.208313 , -0.830365 , -0.516818}},
20779 {{0.048461 , 0.840075 , -0.008834 },{ -0.208313 , -0.830365 , -0.516818}},
20780 {{0.050691 , 0.842114 , -0.013009 },{ -0.208313 , -0.830365 , -0.516818}},
20781 {{0.050691 , 0.842114 , -0.013009 },{ 0.011543 , -0.900915 , -0.433843}},
20782 {{0.048461 , 0.840075 , -0.008834 },{ 0.011543 , -0.900915 , -0.433843}},
20783 {{0.047282 , 0.840865 , -0.010506 },{ 0.011543 , -0.900915 , -0.433843}},
20784 {{0.048461 , 0.840075 , -0.008834 },{ -0.334279 , -0.921111 , -0.199532}},
20785 {{0.045788 , 0.840680 , -0.007149 },{ -0.334279 , -0.921111 , -0.199532}},
20786 {{0.047282 , 0.840865 , -0.010506 },{ -0.334279 , -0.921111 , -0.199532}},
20787 {{0.048461 , 0.840075 , -0.008834 },{ -0.399921 , -0.856250 , -0.326954}},
20788 {{0.045860 , 0.840061 , -0.005616 },{ -0.399921 , -0.856250 , -0.326954}},
20789 {{0.045788 , 0.840680 , -0.007149 },{ -0.399921 , -0.856250 , -0.326954}},
20790 {{0.064818 , 0.872636 , -0.014617 },{ 0.515406 , 0.424299 , -0.744531}},
20791 {{0.067934 , 0.864787 , -0.016933 },{ 0.515406 , 0.424299 , -0.744531}},
20792 {{0.065716 , 0.866267 , -0.017625 },{ 0.515406 , 0.424299 , -0.744531}},
20793 {{0.067934 , 0.864787 , -0.016933 },{ 0.706510 , 0.443264 , -0.551689}},
20794 {{0.064818 , 0.872636 , -0.014617 },{ 0.706510 , 0.443264 , -0.551689}},
20795 {{0.066524 , 0.871215 , -0.013574 },{ 0.706510 , 0.443264 , -0.551689}},
20796 {{0.066524 , 0.871215 , -0.013574 },{ 0.671041 , 0.735186 , -0.095943}},
20797 {{0.064818 , 0.872636 , -0.014617 },{ 0.671041 , 0.735186 , -0.095943}},
20798 {{0.063125 , 0.874931 , -0.008872 },{ 0.671041 , 0.735186 , -0.095943}},
20799 {{0.064818 , 0.872636 , -0.014617 },{ 0.721852 , 0.689210 , -0.062603}},
20800 {{0.061797 , 0.876216 , -0.010039 },{ 0.721852 , 0.689210 , -0.062603}},
20801 {{0.063125 , 0.874931 , -0.008872 },{ 0.721852 , 0.689210 , -0.062603}},
20802 {{0.064818 , 0.872636 , -0.014617 },{ -0.199301 , 0.703795 , -0.681874}},
20803 {{0.060040 , 0.875762 , -0.009994 },{ -0.199301 , 0.703795 , -0.681874}},
20804 {{0.061797 , 0.876216 , -0.010039 },{ -0.199301 , 0.703795 , -0.681874}},
20805 {{0.064818 , 0.872636 , -0.014617 },{ -0.031109 , 0.812782 , -0.581736}},
20806 {{0.061600 , 0.873439 , -0.013323 },{ -0.031109 , 0.812782 , -0.581736}},
20807 {{0.060040 , 0.875762 , -0.009994 },{ -0.031109 , 0.812782 , -0.581736}},
20808 {{0.061600 , 0.873439 , -0.013323 },{ -0.218229 , 0.487654 , -0.845322}},
20809 {{0.064818 , 0.872636 , -0.014617 },{ -0.218229 , 0.487654 , -0.845322}},
20810 {{0.062907 , 0.867631 , -0.017011 },{ -0.218229 , 0.487654 , -0.845322}},
20811 {{0.064818 , 0.872636 , -0.014617 },{ 0.010426 , 0.428230 , -0.903610}},
20812 {{0.065716 , 0.866267 , -0.017625 },{ 0.010426 , 0.428230 , -0.903610}},
20813 {{0.062907 , 0.867631 , -0.017011 },{ 0.010426 , 0.428230 , -0.903610}},
20814 {{0.062907 , 0.867631 , -0.017011 },{ -0.745142 , 0.173723 , -0.643881}},
20815 {{0.056961 , 0.868572 , -0.009876 },{ -0.745142 , 0.173723 , -0.643881}},
20816 {{0.055966 , 0.872588 , -0.007641 },{ -0.745142 , 0.173723 , -0.643881}},
20817 {{0.062907 , 0.867631 , -0.017011 },{ -0.704822 , 0.260393 , -0.659864}},
20818 {{0.055966 , 0.872588 , -0.007641 },{ -0.704822 , 0.260393 , -0.659864}},
20819 {{0.061600 , 0.873439 , -0.013323 },{ -0.704822 , 0.260393 , -0.659864}},
20820 {{0.061600 , 0.873439 , -0.013323 },{ -0.675875 , 0.417001 , -0.607703}},
20821 {{0.055966 , 0.872588 , -0.007641 },{ -0.675875 , 0.417001 , -0.607703}},
20822 {{0.060040 , 0.875762 , -0.009994 },{ -0.675875 , 0.417001 , -0.607703}},
20823 {{0.060040 , 0.875762 , -0.009994 },{ -0.662677 , 0.366345 , -0.653185}},
20824 {{0.055966 , 0.872588 , -0.007641 },{ -0.662677 , 0.366345 , -0.653185}},
20825 {{0.056257 , 0.876165 , -0.005930 },{ -0.662677 , 0.366345 , -0.653185}},
20826 {{0.055966 , 0.872588 , -0.007641 },{ -0.805269 , 0.307880 , -0.506706}},
20827 {{0.053272 , 0.873764 , -0.002645 },{ -0.805269 , 0.307880 , -0.506706}},
20828 {{0.056257 , 0.876165 , -0.005930 },{ -0.805269 , 0.307880 , -0.506706}},
20829 {{0.055966 , 0.872588 , -0.007641 },{ -0.764014 , 0.400096 , -0.506168}},
20830 {{0.051344 , 0.870763 , -0.002107 },{ -0.764014 , 0.400096 , -0.506168}},
20831 {{0.053272 , 0.873764 , -0.002645 },{ -0.764014 , 0.400096 , -0.506168}},
20832 {{0.055966 , 0.872588 , -0.007641 },{ -0.781722 , 0.257523 , -0.567973}},
20833 {{0.049244 , 0.864803 , -0.001919 },{ -0.781722 , 0.257523 , -0.567973}},
20834 {{0.051344 , 0.870763 , -0.002107 },{ -0.781722 , 0.257523 , -0.567973}},
20835 {{0.056961 , 0.868572 , -0.009876 },{ -0.746672 , 0.172535 , -0.642427}},
20836 {{0.049244 , 0.864803 , -0.001919 },{ -0.746672 , 0.172535 , -0.642427}},
20837 {{0.055966 , 0.872588 , -0.007641 },{ -0.746672 , 0.172535 , -0.642427}},
20838 {{0.046699 , 0.841597 , -0.003360 },{ 0.086129 , -0.673385 , 0.734258}},
20839 {{0.045117 , 0.840711 , -0.003987 },{ 0.086129 , -0.673385 , 0.734258}},
20840 {{0.047889 , 0.840541 , -0.004468 },{ 0.086129 , -0.673385 , 0.734258}},
20841 {{0.047889 , 0.840541 , -0.004468 },{ 0.007984 , -0.927516 , 0.373697}},
20842 {{0.045117 , 0.840711 , -0.003987 },{ 0.007984 , -0.927516 , 0.373697}},
20843 {{0.045860 , 0.840061 , -0.005616 },{ 0.007984 , -0.927516 , 0.373697}},
20844 {{0.045788 , 0.840680 , -0.007149 },{ -0.834726 , -0.523109 , -0.172017}},
20845 {{0.045860 , 0.840061 , -0.005616 },{ -0.834726 , -0.523109 , -0.172017}},
20846 {{0.045117 , 0.840711 , -0.003987 },{ -0.834726 , -0.523109 , -0.172017}},
20847 {{0.045788 , 0.840680 , -0.007149 },{ -0.976873 , -0.054466 , -0.206767}},
20848 {{0.045117 , 0.840711 , -0.003987 },{ -0.976873 , -0.054466 , -0.206767}},
20849 {{0.045465 , 0.841595 , -0.005864 },{ -0.976873 , -0.054466 , -0.206767}},
20850 {{0.045465 , 0.841595 , -0.005864 },{ -0.958416 , 0.281811 , -0.044960}},
20851 {{0.045117 , 0.840711 , -0.003987 },{ -0.958416 , 0.281811 , -0.044960}},
20852 {{0.045651 , 0.842673 , -0.003072 },{ -0.958416 , 0.281811 , -0.044960}},
20853 {{0.045651 , 0.842673 , -0.003072 },{ -0.145302 , -0.385405 , 0.911236}},
20854 {{0.045117 , 0.840711 , -0.003987 },{ -0.145302 , -0.385405 , 0.911236}},
20855 {{0.046699 , 0.841597 , -0.003360 },{ -0.145302 , -0.385405 , 0.911236}},
20856 {{0.060009 , 0.849901 , -0.016750 },{ 0.283250 , -0.484340 , -0.827758}},
20857 {{0.056070 , 0.844504 , -0.014940 },{ 0.283250 , -0.484340 , -0.827758}},
20858 {{0.056917 , 0.849366 , -0.017495 },{ 0.283250 , -0.484340 , -0.827758}},
20859 {{0.056917 , 0.849366 , -0.017495 },{ 0.031379 , -0.469237 , -0.882515}},
20860 {{0.056070 , 0.844504 , -0.014940 },{ 0.031379 , -0.469237 , -0.882515}},
20861 {{0.052965 , 0.844475 , -0.015035 },{ 0.031379 , -0.469237 , -0.882515}},
20862 {{0.056070 , 0.844504 , -0.014940 },{ 0.006824 , -0.637696 , -0.770258}},
20863 {{0.052128 , 0.841354 , -0.012367 },{ 0.006824 , -0.637696 , -0.770258}},
20864 {{0.050691 , 0.842114 , -0.013009 },{ 0.006824 , -0.637696 , -0.770258}},
20865 {{0.056070 , 0.844504 , -0.014940 },{ 0.029003 , -0.666883 , -0.744598}},
20866 {{0.050691 , 0.842114 , -0.013009 },{ 0.029003 , -0.666883 , -0.744598}},
20867 {{0.052965 , 0.844475 , -0.015035 },{ 0.029003 , -0.666883 , -0.744598}},
20868 {{0.056070 , 0.844504 , -0.014940 },{ 0.427045 , -0.829124 , -0.360812}},
20869 {{0.054598 , 0.841493 , -0.009763 },{ 0.427045 , -0.829124 , -0.360812}},
20870 {{0.052128 , 0.841354 , -0.012367 },{ 0.427045 , -0.829124 , -0.360812}},
20871 {{0.058393 , 0.844289 , -0.013278 },{ 0.233364 , -0.867929 , -0.438452}},
20872 {{0.054598 , 0.841493 , -0.009763 },{ 0.233364 , -0.867929 , -0.438452}},
20873 {{0.056070 , 0.844504 , -0.014940 },{ 0.233364 , -0.867929 , -0.438452}},
20874 {{0.062151 , 0.849019 , -0.015452 },{ 0.412422 , -0.630081 , -0.657956}},
20875 {{0.058393 , 0.844289 , -0.013278 },{ 0.412422 , -0.630081 , -0.657956}},
20876 {{0.056070 , 0.844504 , -0.014940 },{ 0.412422 , -0.630081 , -0.657956}},
20877 {{0.060009 , 0.849901 , -0.016750 },{ 0.295033 , -0.490359 , -0.820063}},
20878 {{0.062151 , 0.849019 , -0.015452 },{ 0.295033 , -0.490359 , -0.820063}},
20879 {{0.056070 , 0.844504 , -0.014940 },{ 0.295033 , -0.490359 , -0.820063}},
20880 {{0.050986 , 0.844330 , -0.011837 },{ -0.508678 , 0.847908 , -0.149327}},
20881 {{0.048755 , 0.843178 , -0.010778 },{ -0.508678 , 0.847908 , -0.149327}},
20882 {{0.045651 , 0.842673 , -0.003072 },{ -0.508678 , 0.847908 , -0.149327}},
20883 {{0.048755 , 0.843178 , -0.010778 },{ -0.675384 , 0.701970 , -0.226042}},
20884 {{0.045465 , 0.841595 , -0.005864 },{ -0.675384 , 0.701970 , -0.226042}},
20885 {{0.045651 , 0.842673 , -0.003072 },{ -0.675384 , 0.701970 , -0.226042}},
20886 {{0.048755 , 0.843178 , -0.010778 },{ -0.829231 , 0.335278 , -0.447174}},
20887 {{0.045788 , 0.840680 , -0.007149 },{ -0.829231 , 0.335278 , -0.447174}},
20888 {{0.045465 , 0.841595 , -0.005864 },{ -0.829231 , 0.335278 , -0.447174}},
20889 {{0.048755 , 0.843178 , -0.010778 },{ -0.812080 , 0.477754 , -0.335077}},
20890 {{0.047282 , 0.840865 , -0.010506 },{ -0.812080 , 0.477754 , -0.335077}},
20891 {{0.045788 , 0.840680 , -0.007149 },{ -0.812080 , 0.477754 , -0.335077}},
20892 {{0.060920 , 0.857212 , -0.020849 },{ 0.956268 , -0.115350 , -0.268785}},
20893 {{0.063255 , 0.869509 , -0.017819 },{ 0.956268 , -0.115350 , -0.268785}},
20894 {{0.062823 , 0.865175 , -0.017496 },{ 0.956268 , -0.115350 , -0.268785}},
20895 {{0.061844 , 0.859361 , -0.025704 },{ 0.973695 , -0.207877 , 0.093299}},
20896 {{0.063255 , 0.869509 , -0.017819 },{ 0.973695 , -0.207877 , 0.093299}},
20897 {{0.060920 , 0.857212 , -0.020849 },{ 0.973695 , -0.207877 , 0.093299}},
20898 {{0.061844 , 0.859361 , -0.025704 },{ 0.903042 , -0.429170 , -0.018099}},
20899 {{0.060920 , 0.857212 , -0.020849 },{ 0.903042 , -0.429170 , -0.018099}},
20900 {{0.056475 , 0.847859 , -0.020849 },{ 0.903042 , -0.429170 , -0.018099}},
20901 {{0.061844 , 0.859361 , -0.025704 },{ 0.904308 , -0.426740 , -0.010940}},
20902 {{0.056475 , 0.847859 , -0.020849 },{ 0.904308 , -0.426740 , -0.010940}},
20903 {{0.054133 , 0.843110 , -0.029195 },{ 0.904308 , -0.426740 , -0.010940}},
20904 {{0.056475 , 0.847859 , -0.020849 },{ 0.900738 , -0.428075 , 0.073637}},
20905 {{0.060920 , 0.857212 , -0.020849 },{ 0.900738 , -0.428075 , 0.073637}},
20906 {{0.056917 , 0.849366 , -0.017495 },{ 0.900738 , -0.428075 , 0.073637}},
20907 {{0.060920 , 0.857212 , -0.020849 },{ 0.887958 , -0.459662 , -0.015507}},
20908 {{0.061621 , 0.858505 , -0.019038 },{ 0.887958 , -0.459662 , -0.015507}},
20909 {{0.056917 , 0.849366 , -0.017495 },{ 0.887958 , -0.459662 , -0.015507}},
20910 {{0.048755 , 0.843178 , -0.010778 },{ -0.634117 , 0.321108 , -0.703410}},
20911 {{0.050691 , 0.842114 , -0.013009 },{ -0.634117 , 0.321108 , -0.703410}},
20912 {{0.047282 , 0.840865 , -0.010506 },{ -0.634117 , 0.321108 , -0.703410}},
20913 {{0.052965 , 0.844475 , -0.015035 },{ -0.723409 , 0.112167 , -0.681248}},
20914 {{0.050691 , 0.842114 , -0.013009 },{ -0.723409 , 0.112167 , -0.681248}},
20915 {{0.048755 , 0.843178 , -0.010778 },{ -0.723409 , 0.112167 , -0.681248}},
20916 {{0.056917 , 0.849366 , -0.017495 },{ -0.724707 , 0.265837 , -0.635712}},
20917 {{0.052965 , 0.844475 , -0.015035 },{ -0.724707 , 0.265837 , -0.635712}},
20918 {{0.048755 , 0.843178 , -0.010778 },{ -0.724707 , 0.265837 , -0.635712}},
20919 {{0.056917 , 0.849366 , -0.017495 },{ -0.151636 , 0.811929 , 0.563718}},
20920 {{0.048755 , 0.843178 , -0.010778 },{ -0.151636 , 0.811929 , 0.563718}},
20921 {{0.050986 , 0.844330 , -0.011837 },{ -0.151636 , 0.811929 , 0.563718}},
20922 {{0.060920 , 0.857212 , -0.020849 },{ 0.944838 , -0.061695 , -0.321674}},
20923 {{0.062907 , 0.867631 , -0.017011 },{ 0.944838 , -0.061695 , -0.321674}},
20924 {{0.061621 , 0.858505 , -0.019038 },{ 0.944838 , -0.061695 , -0.321674}},
20925 {{0.060920 , 0.857212 , -0.020849 },{ -0.733174 , -0.107529 , 0.671486}},
20926 {{0.062823 , 0.865175 , -0.017496 },{ -0.733174 , -0.107529 , 0.671486}},
20927 {{0.062907 , 0.867631 , -0.017011 },{ -0.733174 , -0.107529 , 0.671486}},
20928 {{0.067511 , 0.855512 , -0.014371 },{ 0.789370 , -0.397126 , 0.468174}},
20929 {{0.066993 , 0.856068 , -0.013026 },{ 0.789370 , -0.397126 , 0.468174}},
20930 {{0.063294 , 0.848673 , -0.013062 },{ 0.789370 , -0.397126 , 0.468174}},
20931 {{0.063294 , 0.848673 , -0.013062 },{ 0.672273 , -0.339476 , 0.657880}},
20932 {{0.066993 , 0.856068 , -0.013026 },{ 0.672273 , -0.339476 , 0.657880}},
20933 {{0.062735 , 0.849876 , -0.011870 },{ 0.672273 , -0.339476 , 0.657880}},
20934 {{0.066993 , 0.856068 , -0.013026 },{ 0.413345 , -0.115620 , 0.903204}},
20935 {{0.061890 , 0.851261 , -0.011306 },{ 0.413345 , -0.115620 , 0.903204}},
20936 {{0.062735 , 0.849876 , -0.011870 },{ 0.413345 , -0.115620 , 0.903204}},
20937 {{0.065949 , 0.856841 , -0.012352 },{ 0.448247 , -0.161244 , 0.879247}},
20938 {{0.061890 , 0.851261 , -0.011306 },{ 0.448247 , -0.161244 , 0.879247}},
20939 {{0.066993 , 0.856068 , -0.013026 },{ 0.448247 , -0.161244 , 0.879247}},
20940 {{0.068132 , 0.862924 , -0.011934 },{ 0.415775 , -0.210016 , 0.884887}},
20941 {{0.065949 , 0.856841 , -0.012352 },{ 0.415775 , -0.210016 , 0.884887}},
20942 {{0.066993 , 0.856068 , -0.013026 },{ 0.415775 , -0.210016 , 0.884887}},
20943 {{0.068132 , 0.862924 , -0.011934 },{ 0.529737 , -0.218538 , 0.819524}},
20944 {{0.066993 , 0.856068 , -0.013026 },{ 0.529737 , -0.218538 , 0.819524}},
20945 {{0.069253 , 0.862855 , -0.012677 },{ 0.529737 , -0.218538 , 0.819524}},
20946 {{0.069774 , 0.863073 , -0.014086 },{ 0.904746 , -0.315960 , 0.285663}},
20947 {{0.069253 , 0.862855 , -0.012677 },{ 0.904746 , -0.315960 , 0.285663}},
20948 {{0.066993 , 0.856068 , -0.013026 },{ 0.904746 , -0.315960 , 0.285663}},
20949 {{0.067511 , 0.855512 , -0.014371 },{ 0.854726 , -0.272473 , 0.441816}},
20950 {{0.069774 , 0.863073 , -0.014086 },{ 0.854726 , -0.272473 , 0.441816}},
20951 {{0.066993 , 0.856068 , -0.013026 },{ 0.854726 , -0.272473 , 0.441816}},
20952 {{0.059787 , 0.873646 , -0.003659 },{ 0.572962 , -0.160111 , 0.803791}},
20953 {{0.058933 , 0.872091 , -0.003360 },{ 0.572962 , -0.160111 , 0.803791}},
20954 {{0.064033 , 0.873328 , -0.006749 },{ 0.572962 , -0.160111 , 0.803791}},
20955 {{0.064033 , 0.873328 , -0.006749 },{ 0.496847 , 0.238012 , 0.834562}},
20956 {{0.058933 , 0.872091 , -0.003360 },{ 0.496847 , 0.238012 , 0.834562}},
20957 {{0.063449 , 0.872061 , -0.006040 },{ 0.496847 , 0.238012 , 0.834562}},
20958 {{0.058933 , 0.872091 , -0.003360 },{ 0.504896 , -0.136526 , 0.852315}},
20959 {{0.062669 , 0.870937 , -0.005758 },{ 0.504896 , -0.136526 , 0.852315}},
20960 {{0.063449 , 0.872061 , -0.006040 },{ 0.504896 , -0.136526 , 0.852315}},
20961 {{0.058933 , 0.872091 , -0.003360 },{ 0.449355 , -0.296430 , 0.842739}},
20962 {{0.058611 , 0.870841 , -0.003628 },{ 0.449355 , -0.296430 , 0.842739}},
20963 {{0.062669 , 0.870937 , -0.005758 },{ 0.449355 , -0.296430 , 0.842739}},
20964 {{0.058933 , 0.872091 , -0.003360 },{ 0.306368 , -0.274344 , 0.911523}},
20965 {{0.054826 , 0.868734 , -0.002990 },{ 0.306368 , -0.274344 , 0.911523}},
20966 {{0.058611 , 0.870841 , -0.003628 },{ 0.306368 , -0.274344 , 0.911523}},
20967 {{0.058933 , 0.872091 , -0.003360 },{ 0.533283 , -0.585075 , 0.610980}},
20968 {{0.055150 , 0.869990 , -0.002070 },{ 0.533283 , -0.585075 , 0.610980}},
20969 {{0.054826 , 0.868734 , -0.002990 },{ 0.533283 , -0.585075 , 0.610980}},
20970 {{0.058933 , 0.872091 , -0.003360 },{ 0.426601 , -0.231266 , 0.874373}},
20971 {{0.055476 , 0.872047 , -0.001685 },{ 0.426601 , -0.231266 , 0.874373}},
20972 {{0.055150 , 0.869990 , -0.002070 },{ 0.426601 , -0.231266 , 0.874373}},
20973 {{0.059787 , 0.873646 , -0.003659 },{ 0.435753 , -0.066722 , 0.897590}},
20974 {{0.055476 , 0.872047 , -0.001685 },{ 0.435753 , -0.066722 , 0.897590}},
20975 {{0.058933 , 0.872091 , -0.003360 },{ 0.435753 , -0.066722 , 0.897590}},
20976 {{0.069774 , 0.863073 , -0.014086 },{ 0.902021 , 0.036826 , 0.430119}},
20977 {{0.067989 , 0.869408 , -0.010885 },{ 0.902021 , 0.036826 , 0.430119}},
20978 {{0.067480 , 0.868584 , -0.009747 },{ 0.902021 , 0.036826 , 0.430119}},
20979 {{0.069774 , 0.863073 , -0.014086 },{ 0.927587 , 0.103466 , 0.358994}},
20980 {{0.067480 , 0.868584 , -0.009747 },{ 0.927587 , 0.103466 , 0.358994}},
20981 {{0.069253 , 0.862855 , -0.012677 },{ 0.927587 , 0.103466 , 0.358994}},
20982 {{0.067480 , 0.868584 , -0.009747 },{ 0.523450 , -0.253965 , 0.813327}},
20983 {{0.068132 , 0.862924 , -0.011934 },{ 0.523450 , -0.253965 , 0.813327}},
20984 {{0.069253 , 0.862855 , -0.012677 },{ 0.523450 , -0.253965 , 0.813327}},
20985 {{0.067480 , 0.868584 , -0.009747 },{ 0.594242 , -0.229407 , 0.770875}},
20986 {{0.066440 , 0.867960 , -0.009131 },{ 0.594242 , -0.229407 , 0.770875}},
20987 {{0.068132 , 0.862924 , -0.011934 },{ 0.594242 , -0.229407 , 0.770875}},
20988 {{0.062669 , 0.870937 , -0.005758 },{ 0.576900 , -0.173569 , 0.798161}},
20989 {{0.066440 , 0.867960 , -0.009131 },{ 0.576900 , -0.173569 , 0.798161}},
20990 {{0.067480 , 0.868584 , -0.009747 },{ 0.576900 , -0.173569 , 0.798161}},
20991 {{0.062669 , 0.870937 , -0.005758 },{ 0.568305 , -0.193729 , 0.799686}},
20992 {{0.067480 , 0.868584 , -0.009747 },{ 0.568305 , -0.193729 , 0.799686}},
20993 {{0.063449 , 0.872061 , -0.006040 },{ 0.568305 , -0.193729 , 0.799686}},
20994 {{0.067480 , 0.868584 , -0.009747 },{ 0.706643 , 0.068389 , 0.704258}},
20995 {{0.064033 , 0.873328 , -0.006749 },{ 0.706643 , 0.068389 , 0.704258}},
20996 {{0.063449 , 0.872061 , -0.006040 },{ 0.706643 , 0.068389 , 0.704258}},
20997 {{0.067989 , 0.869408 , -0.010885 },{ 0.806151 , 0.245530 , 0.538363}},
20998 {{0.064033 , 0.873328 , -0.006749 },{ 0.806151 , 0.245530 , 0.538363}},
20999 {{0.067480 , 0.868584 , -0.009747 },{ 0.806151 , 0.245530 , 0.538363}},
21000 {{0.058510 , 0.845931 , -0.010284 },{ 0.527453 , -0.375466 , 0.762114}},
21001 {{0.054598 , 0.841493 , -0.009763 },{ 0.527453 , -0.375466 , 0.762114}},
21002 {{0.059218 , 0.844502 , -0.011478 },{ 0.527453 , -0.375466 , 0.762114}},
21003 {{0.058510 , 0.845931 , -0.010284 },{ 0.603573 , -0.455185 , 0.654604}},
21004 {{0.055101 , 0.843831 , -0.008601 },{ 0.603573 , -0.455185 , 0.654604}},
21005 {{0.054598 , 0.841493 , -0.009763 },{ 0.603573 , -0.455185 , 0.654604}},
21006 {{0.058510 , 0.845931 , -0.010284 },{ 0.529439 , -0.198426 , 0.824816}},
21007 {{0.054304 , 0.845828 , -0.007609 },{ 0.529439 , -0.198426 , 0.824816}},
21008 {{0.055101 , 0.843831 , -0.008601 },{ 0.529439 , -0.198426 , 0.824816}},
21009 {{0.057952 , 0.847735 , -0.009715 },{ 0.535751 , -0.098782 , 0.838578}},
21010 {{0.054304 , 0.845828 , -0.007609 },{ 0.535751 , -0.098782 , 0.838578}},
21011 {{0.058510 , 0.845931 , -0.010284 },{ 0.535751 , -0.098782 , 0.838578}},
21012 {{0.057952 , 0.847735 , -0.009715 },{ 0.456914 , -0.135936 , 0.879062}},
21013 {{0.058510 , 0.845931 , -0.010284 },{ 0.456914 , -0.135936 , 0.879062}},
21014 {{0.062735 , 0.849876 , -0.011870 },{ 0.456914 , -0.135936 , 0.879062}},
21015 {{0.057952 , 0.847735 , -0.009715 },{ 0.443207 , -0.092681 , 0.891615}},
21016 {{0.062735 , 0.849876 , -0.011870 },{ 0.443207 , -0.092681 , 0.891615}},
21017 {{0.061890 , 0.851261 , -0.011306 },{ 0.443207 , -0.092681 , 0.891615}},
21018 {{0.062735 , 0.849876 , -0.011870 },{ 0.619037 , -0.388595 , 0.682486}},
21019 {{0.058510 , 0.845931 , -0.010284 },{ 0.619037 , -0.388595 , 0.682486}},
21020 {{0.063294 , 0.848673 , -0.013062 },{ 0.619037 , -0.388595 , 0.682486}},
21021 {{0.063294 , 0.848673 , -0.013062 },{ 0.604597 , -0.312604 , 0.732626}},
21022 {{0.058510 , 0.845931 , -0.010284 },{ 0.604597 , -0.312604 , 0.732626}},
21023 {{0.059218 , 0.844502 , -0.011478 },{ 0.604597 , -0.312604 , 0.732626}},
21024 {{0.051067 , 0.841134 , -0.005806 },{ 0.332941 , -0.846382 , 0.415677}},
21025 {{0.047889 , 0.840541 , -0.004468 },{ 0.332941 , -0.846382 , 0.415677}},
21026 {{0.050365 , 0.840325 , -0.006891 },{ 0.332941 , -0.846382 , 0.415677}},
21027 {{0.049631 , 0.841862 , -0.004358 },{ 0.404179 , -0.591107 , 0.698020}},
21028 {{0.047889 , 0.840541 , -0.004468 },{ 0.404179 , -0.591107 , 0.698020}},
21029 {{0.051067 , 0.841134 , -0.005806 },{ 0.404179 , -0.591107 , 0.698020}},
21030 {{0.049631 , 0.841862 , -0.004358 },{ 0.627633 , -0.236964 , 0.741569}},
21031 {{0.051067 , 0.841134 , -0.005806 },{ 0.627633 , -0.236964 , 0.741569}},
21032 {{0.052548 , 0.842018 , -0.006777 },{ 0.627633 , -0.236964 , 0.741569}},
21033 {{0.049631 , 0.841862 , -0.004358 },{ 0.617754 , -0.303711 , 0.725354}},
21034 {{0.052548 , 0.842018 , -0.006777 },{ 0.617754 , -0.303711 , 0.725354}},
21035 {{0.051413 , 0.843342 , -0.005256 },{ 0.617754 , -0.303711 , 0.725354}},
21036 {{0.054598 , 0.841493 , -0.009763 },{ 0.663370 , -0.512233 , 0.545488}},
21037 {{0.052548 , 0.842018 , -0.006777 },{ 0.663370 , -0.512233 , 0.545488}},
21038 {{0.051067 , 0.841134 , -0.005806 },{ 0.663370 , -0.512233 , 0.545488}},
21039 {{0.054598 , 0.841493 , -0.009763 },{ 0.451116 , -0.830309 , 0.327233}},
21040 {{0.051067 , 0.841134 , -0.005806 },{ 0.451116 , -0.830309 , 0.327233}},
21041 {{0.050365 , 0.840325 , -0.006891 },{ 0.451116 , -0.830309 , 0.327233}},
21042 {{0.067166 , 0.855756 , -0.015822 },{ 0.519892 , -0.427620 , -0.739496}},
21043 {{0.063410 , 0.848682 , -0.014372 },{ 0.519892 , -0.427620 , -0.739496}},
21044 {{0.062151 , 0.849019 , -0.015452 },{ 0.519892 , -0.427620 , -0.739496}},
21045 {{0.067166 , 0.855756 , -0.015822 },{ 0.498388 , -0.412867 , -0.762332}},
21046 {{0.062151 , 0.849019 , -0.015452 },{ 0.498388 , -0.412867 , -0.762332}},
21047 {{0.065904 , 0.856620 , -0.017115 },{ 0.498388 , -0.412867 , -0.762332}},
21048 {{0.067166 , 0.855756 , -0.015822 },{ 0.887027 , -0.455517 , 0.075415}},
21049 {{0.063294 , 0.848673 , -0.013062 },{ 0.887027 , -0.455517 , 0.075415}},
21050 {{0.063410 , 0.848682 , -0.014372 },{ 0.887027 , -0.455517 , 0.075415}},
21051 {{0.067166 , 0.855756 , -0.015822 },{ 0.792420 , -0.542129 , -0.279583}},
21052 {{0.067511 , 0.855512 , -0.014371 },{ 0.792420 , -0.542129 , -0.279583}},
21053 {{0.063294 , 0.848673 , -0.013062 },{ 0.792420 , -0.542129 , -0.279583}},
21054 {{0.067166 , 0.855756 , -0.015822 },{ 0.926404 , -0.267275 , -0.265217}},
21055 {{0.069774 , 0.863073 , -0.014086 },{ 0.926404 , -0.267275 , -0.265217}},
21056 {{0.067511 , 0.855512 , -0.014371 },{ 0.926404 , -0.267275 , -0.265217}},
21057 {{0.067166 , 0.855756 , -0.015822 },{ 0.900038 , -0.233495 , -0.367984}},
21058 {{0.069311 , 0.863720 , -0.015629 },{ 0.900038 , -0.233495 , -0.367984}},
21059 {{0.069774 , 0.863073 , -0.014086 },{ 0.900038 , -0.233495 , -0.367984}},
21060 {{0.069311 , 0.863720 , -0.015629 },{ 0.651974 , -0.157627 , -0.741676}},
21061 {{0.067166 , 0.855756 , -0.015822 },{ 0.651974 , -0.157627 , -0.741676}},
21062 {{0.065904 , 0.856620 , -0.017115 },{ 0.651974 , -0.157627 , -0.741676}},
21063 {{0.069311 , 0.863720 , -0.015629 },{ 0.622748 , -0.137627 , -0.770223}},
21064 {{0.065904 , 0.856620 , -0.017115 },{ 0.622748 , -0.137627 , -0.770223}},
21065 {{0.067934 , 0.864787 , -0.016933 },{ 0.622748 , -0.137627 , -0.770223}},
21066 {{0.065708 , 0.863342 , -0.013230 },{ -0.673949 , 0.147270 , 0.723951}},
21067 {{0.063698 , 0.857457 , -0.013904 },{ -0.673949 , 0.147270 , 0.723951}},
21068 {{0.064713 , 0.857245 , -0.012916 },{ -0.673949 , 0.147270 , 0.723951}},
21069 {{0.065708 , 0.863342 , -0.013230 },{ -0.590463 , 0.137319 , 0.795297}},
21070 {{0.064713 , 0.857245 , -0.012916 },{ -0.590463 , 0.137319 , 0.795297}},
21071 {{0.066794 , 0.863141 , -0.012389 },{ -0.590463 , 0.137319 , 0.795297}},
21072 {{0.066794 , 0.863141 , -0.012389 },{ -0.317835 , 0.027468 , 0.947748}},
21073 {{0.064713 , 0.857245 , -0.012916 },{ -0.317835 , 0.027468 , 0.947748}},
21074 {{0.068132 , 0.862924 , -0.011934 },{ -0.317835 , 0.027468 , 0.947748}},
21075 {{0.068132 , 0.862924 , -0.011934 },{ -0.392668 , 0.077947 , 0.916371}},
21076 {{0.064713 , 0.857245 , -0.012916 },{ -0.392668 , 0.077947 , 0.916371}},
21077 {{0.065949 , 0.856841 , -0.012352 },{ -0.392668 , 0.077947 , 0.916371}},
21078 {{0.060918 , 0.851794 , -0.011880 },{ -0.303925 , 0.384479 , 0.871668}},
21079 {{0.061890 , 0.851261 , -0.011306 },{ -0.303925 , 0.384479 , 0.871668}},
21080 {{0.065949 , 0.856841 , -0.012352 },{ -0.303925 , 0.384479 , 0.871668}},
21081 {{0.060918 , 0.851794 , -0.011880 },{ -0.284464 , 0.366411 , 0.885903}},
21082 {{0.065949 , 0.856841 , -0.012352 },{ -0.284464 , 0.366411 , 0.885903}},
21083 {{0.064713 , 0.857245 , -0.012916 },{ -0.284464 , 0.366411 , 0.885903}},
21084 {{0.060143 , 0.851952 , -0.012942 },{ -0.635814 , 0.546280 , 0.545269}},
21085 {{0.060918 , 0.851794 , -0.011880 },{ -0.635814 , 0.546280 , 0.545269}},
21086 {{0.064713 , 0.857245 , -0.012916 },{ -0.635814 , 0.546280 , 0.545269}},
21087 {{0.063698 , 0.857457 , -0.013904 },{ -0.558819 , 0.479156 , 0.676854}},
21088 {{0.060143 , 0.851952 , -0.012942 },{ -0.558819 , 0.479156 , 0.676854}},
21089 {{0.064713 , 0.857245 , -0.012916 },{ -0.558819 , 0.479156 , 0.676854}},
21090 {{0.063125 , 0.874931 , -0.008872 },{ 0.131855 , 0.984489 , 0.115742}},
21091 {{0.059186 , 0.874964 , -0.004665 },{ 0.131855 , 0.984489 , 0.115742}},
21092 {{0.060941 , 0.874761 , -0.004937 },{ 0.131855 , 0.984489 , 0.115742}},
21093 {{0.064155 , 0.874228 , -0.007928 },{ 0.379700 , 0.890898 , 0.249255}},
21094 {{0.063125 , 0.874931 , -0.008872 },{ 0.379700 , 0.890898 , 0.249255}},
21095 {{0.060941 , 0.874761 , -0.004937 },{ 0.379700 , 0.890898 , 0.249255}},
21096 {{0.064155 , 0.874228 , -0.007928 },{ 0.591601 , 0.610165 , 0.526979}},
21097 {{0.060941 , 0.874761 , -0.004937 },{ 0.591601 , 0.610165 , 0.526979}},
21098 {{0.064033 , 0.873328 , -0.006749 },{ 0.591601 , 0.610165 , 0.526979}},
21099 {{0.060941 , 0.874761 , -0.004937 },{ 0.578572 , 0.279486 , 0.766252}},
21100 {{0.059787 , 0.873646 , -0.003659 },{ 0.578572 , 0.279486 , 0.766252}},
21101 {{0.064033 , 0.873328 , -0.006749 },{ 0.578572 , 0.279486 , 0.766252}},
21102 {{0.060941 , 0.874761 , -0.004937 },{ 0.035845 , 0.736811 , 0.675148}},
21103 {{0.055476 , 0.872047 , -0.001685 },{ 0.035845 , 0.736811 , 0.675148}},
21104 {{0.059787 , 0.873646 , -0.003659 },{ 0.035845 , 0.736811 , 0.675148}},
21105 {{0.059186 , 0.874964 , -0.004665 },{ 0.189866 , 0.572991 , 0.797265}},
21106 {{0.055476 , 0.872047 , -0.001685 },{ 0.189866 , 0.572991 , 0.797265}},
21107 {{0.060941 , 0.874761 , -0.004937 },{ 0.189866 , 0.572991 , 0.797265}},
21108 {{0.059050 , 0.870642 , -0.004050 },{ 0.381047 , -0.915451 , -0.129433}},
21109 {{0.054826 , 0.868734 , -0.002990 },{ 0.381047 , -0.915451 , -0.129433}},
21110 {{0.057668 , 0.870079 , -0.004136 },{ 0.381047 , -0.915451 , -0.129433}},
21111 {{0.058611 , 0.870841 , -0.003628 },{ 0.430023 , -0.557446 , 0.710165}},
21112 {{0.054826 , 0.868734 , -0.002990 },{ 0.430023 , -0.557446 , 0.710165}},
21113 {{0.059050 , 0.870642 , -0.004050 },{ 0.430023 , -0.557446 , 0.710165}},
21114 {{0.062669 , 0.870937 , -0.005758 },{ 0.373937 , -0.626131 , 0.684201}},
21115 {{0.058611 , 0.870841 , -0.003628 },{ 0.373937 , -0.626131 , 0.684201}},
21116 {{0.059050 , 0.870642 , -0.004050 },{ 0.373937 , -0.626131 , 0.684201}},
21117 {{0.062669 , 0.870937 , -0.005758 },{ 0.357253 , -0.680830 , 0.639406}},
21118 {{0.059050 , 0.870642 , -0.004050 },{ 0.357253 , -0.680830 , 0.639406}},
21119 {{0.061958 , 0.870470 , -0.005858 },{ 0.357253 , -0.680830 , 0.639406}},
21120 {{0.061958 , 0.870470 , -0.005858 },{ 0.196711 , -0.894474 , 0.401524}},
21121 {{0.059050 , 0.870642 , -0.004050 },{ 0.196711 , -0.894474 , 0.401524}},
21122 {{0.060929 , 0.870087 , -0.006207 },{ 0.196711 , -0.894474 , 0.401524}},
21123 {{0.060929 , 0.870087 , -0.006207 },{ 0.305708 , -0.823344 , 0.478170}},
21124 {{0.059050 , 0.870642 , -0.004050 },{ 0.305708 , -0.823344 , 0.478170}},
21125 {{0.057668 , 0.870079 , -0.004136 },{ 0.305708 , -0.823344 , 0.478170}},
21126 {{0.067934 , 0.864787 , -0.016933 },{ 0.831712 , 0.389297 , -0.395858}},
21127 {{0.066524 , 0.871215 , -0.013574 },{ 0.831712 , 0.389297 , -0.395858}},
21128 {{0.067626 , 0.870212 , -0.012245 },{ 0.831712 , 0.389297 , -0.395858}},
21129 {{0.067934 , 0.864787 , -0.016933 },{ 0.773329 , 0.439103 , -0.457330}},
21130 {{0.067626 , 0.870212 , -0.012245 },{ 0.773329 , 0.439103 , -0.457330}},
21131 {{0.069311 , 0.863720 , -0.015629 },{ 0.773329 , 0.439103 , -0.457330}},
21132 {{0.069311 , 0.863720 , -0.015629 },{ 0.936119 , 0.319538 , -0.146892}},
21133 {{0.067626 , 0.870212 , -0.012245 },{ 0.936119 , 0.319538 , -0.146892}},
21134 {{0.069774 , 0.863073 , -0.014086 },{ 0.936119 , 0.319538 , -0.146892}},
21135 {{0.069774 , 0.863073 , -0.014086 },{ 0.949636 , 0.304645 , -0.073369}},
21136 {{0.067626 , 0.870212 , -0.012245 },{ 0.949636 , 0.304645 , -0.073369}},
21137 {{0.067989 , 0.869408 , -0.010885 },{ 0.949636 , 0.304645 , -0.073369}},
21138 {{0.067626 , 0.870212 , -0.012245 },{ 0.773087 , 0.614569 , 0.156976}},
21139 {{0.064033 , 0.873328 , -0.006749 },{ 0.773087 , 0.614569 , 0.156976}},
21140 {{0.067989 , 0.869408 , -0.010885 },{ 0.773087 , 0.614569 , 0.156976}},
21141 {{0.067626 , 0.870212 , -0.012245 },{ 0.861666 , 0.356426 , 0.361238}},
21142 {{0.064155 , 0.874228 , -0.007928 },{ 0.861666 , 0.356426 , 0.361238}},
21143 {{0.064033 , 0.873328 , -0.006749 },{ 0.861666 , 0.356426 , 0.361238}},
21144 {{0.067626 , 0.870212 , -0.012245 },{ 0.653477 , 0.739330 , -0.162352}},
21145 {{0.063125 , 0.874931 , -0.008872 },{ 0.653477 , 0.739330 , -0.162352}},
21146 {{0.064155 , 0.874228 , -0.007928 },{ 0.653477 , 0.739330 , -0.162352}},
21147 {{0.067626 , 0.870212 , -0.012245 },{ 0.704602 , 0.707834 , -0.050065}},
21148 {{0.066524 , 0.871215 , -0.013574 },{ 0.704602 , 0.707834 , -0.050065}},
21149 {{0.063125 , 0.874931 , -0.008872 },{ 0.704602 , 0.707834 , -0.050065}},
21150 {{0.065207 , 0.867759 , -0.009336 },{ -0.190888 , -0.894413 , 0.404460}},
21151 {{0.060929 , 0.870087 , -0.006207 },{ -0.190888 , -0.894413 , 0.404460}},
21152 {{0.064197 , 0.867696 , -0.009952 },{ -0.190888 , -0.894413 , 0.404460}},
21153 {{0.065207 , 0.867759 , -0.009336 },{ 0.062075 , -0.758247 , 0.649006}},
21154 {{0.061958 , 0.870470 , -0.005858 },{ 0.062075 , -0.758247 , 0.649006}},
21155 {{0.060929 , 0.870087 , -0.006207 },{ 0.062075 , -0.758247 , 0.649006}},
21156 {{0.062669 , 0.870937 , -0.005758 },{ 0.291656 , -0.603032 , 0.742488}},
21157 {{0.061958 , 0.870470 , -0.005858 },{ 0.291656 , -0.603032 , 0.742488}},
21158 {{0.065207 , 0.867759 , -0.009336 },{ 0.291656 , -0.603032 , 0.742488}},
21159 {{0.066440 , 0.867960 , -0.009131 },{ 0.010206 , -0.744025 , 0.668074}},
21160 {{0.062669 , 0.870937 , -0.005758 },{ 0.010206 , -0.744025 , 0.668074}},
21161 {{0.065207 , 0.867759 , -0.009336 },{ 0.010206 , -0.744025 , 0.668074}},
21162 {{0.066440 , 0.867960 , -0.009131 },{ -0.061811 , -0.501176 , 0.863135}},
21163 {{0.065207 , 0.867759 , -0.009336 },{ -0.061811 , -0.501176 , 0.863135}},
21164 {{0.068132 , 0.862924 , -0.011934 },{ -0.061811 , -0.501176 , 0.863135}},
21165 {{0.065207 , 0.867759 , -0.009336 },{ -0.343388 , -0.597217 , 0.724856}},
21166 {{0.066794 , 0.863141 , -0.012389 },{ -0.343388 , -0.597217 , 0.724856}},
21167 {{0.068132 , 0.862924 , -0.011934 },{ -0.343388 , -0.597217 , 0.724856}},
21168 {{0.065207 , 0.867759 , -0.009336 },{ -0.562585 , -0.581712 , 0.587460}},
21169 {{0.065708 , 0.863342 , -0.013230 },{ -0.562585 , -0.581712 , 0.587460}},
21170 {{0.066794 , 0.863141 , -0.012389 },{ -0.562585 , -0.581712 , 0.587460}},
21171 {{0.065207 , 0.867759 , -0.009336 },{ -0.371920 , -0.637243 , 0.674980}},
21172 {{0.064197 , 0.867696 , -0.009952 },{ -0.371920 , -0.637243 , 0.674980}},
21173 {{0.065708 , 0.863342 , -0.013230 },{ -0.371920 , -0.637243 , 0.674980}},
21174 {{0.060260 , 0.844856 , -0.012830 },{ 0.345560 , -0.879698 , -0.326681}},
21175 {{0.054598 , 0.841493 , -0.009763 },{ 0.345560 , -0.879698 , -0.326681}},
21176 {{0.058393 , 0.844289 , -0.013278 },{ 0.345560 , -0.879698 , -0.326681}},
21177 {{0.060260 , 0.844856 , -0.012830 },{ 0.592591 , -0.763466 , 0.256818}},
21178 {{0.059218 , 0.844502 , -0.011478 },{ 0.592591 , -0.763466 , 0.256818}},
21179 {{0.054598 , 0.841493 , -0.009763 },{ 0.592591 , -0.763466 , 0.256818}},
21180 {{0.063294 , 0.848673 , -0.013062 },{ 0.724597 , -0.550785 , 0.414241}},
21181 {{0.059218 , 0.844502 , -0.011478 },{ 0.724597 , -0.550785 , 0.414241}},
21182 {{0.060260 , 0.844856 , -0.012830 },{ 0.724597 , -0.550785 , 0.414241}},
21183 {{0.063410 , 0.848682 , -0.014372 },{ 0.783086 , -0.618498 , 0.065091}},
21184 {{0.063294 , 0.848673 , -0.013062 },{ 0.783086 , -0.618498 , 0.065091}},
21185 {{0.060260 , 0.844856 , -0.012830 },{ 0.783086 , -0.618498 , 0.065091}},
21186 {{0.062151 , 0.849019 , -0.015452 },{ 0.413940 , -0.612295 , -0.673609}},
21187 {{0.063410 , 0.848682 , -0.014372 },{ 0.413940 , -0.612295 , -0.673609}},
21188 {{0.060260 , 0.844856 , -0.012830 },{ 0.413940 , -0.612295 , -0.673609}},
21189 {{0.062151 , 0.849019 , -0.015452 },{ 0.355084 , -0.608356 , -0.709802}},
21190 {{0.060260 , 0.844856 , -0.012830 },{ 0.355084 , -0.608356 , -0.709802}},
21191 {{0.058393 , 0.844289 , -0.013278 },{ 0.355084 , -0.608356 , -0.709802}},
21192 {{0.060143 , 0.851952 , -0.012942 },{ -0.581942 , 0.738101 , 0.341394}},
21193 {{0.057019 , 0.848735 , -0.011312 },{ -0.581942 , 0.738101 , 0.341394}},
21194 {{0.057360 , 0.848508 , -0.010240 },{ -0.581942 , 0.738101 , 0.341394}},
21195 {{0.060918 , 0.851794 , -0.011880 },{ -0.478403 , 0.747785 , 0.460379}},
21196 {{0.060143 , 0.851952 , -0.012942 },{ -0.478403 , 0.747785 , 0.460379}},
21197 {{0.057360 , 0.848508 , -0.010240 },{ -0.478403 , 0.747785 , 0.460379}},
21198 {{0.060918 , 0.851794 , -0.011880 },{ -0.159701 , 0.573824 , 0.803257}},
21199 {{0.057360 , 0.848508 , -0.010240 },{ -0.159701 , 0.573824 , 0.803257}},
21200 {{0.061890 , 0.851261 , -0.011306 },{ -0.159701 , 0.573824 , 0.803257}},
21201 {{0.061890 , 0.851261 , -0.011306 },{ -0.103872 , 0.503134 , 0.857943}},
21202 {{0.057360 , 0.848508 , -0.010240 },{ -0.103872 , 0.503134 , 0.857943}},
21203 {{0.057952 , 0.847735 , -0.009715 },{ -0.103872 , 0.503134 , 0.857943}},
21204 {{0.054551 , 0.846983 , -0.008539 },{ 0.138335 , 0.603007 , 0.785650}},
21205 {{0.054304 , 0.845828 , -0.007609 },{ 0.138335 , 0.603007 , 0.785650}},
21206 {{0.057952 , 0.847735 , -0.009715 },{ 0.138335 , 0.603007 , 0.785650}},
21207 {{0.054551 , 0.846983 , -0.008539 },{ 0.129078 , 0.622887 , 0.771590}},
21208 {{0.057952 , 0.847735 , -0.009715 },{ 0.129078 , 0.622887 , 0.771590}},
21209 {{0.057360 , 0.848508 , -0.010240 },{ 0.129078 , 0.622887 , 0.771590}},
21210 {{0.057019 , 0.848735 , -0.011312 },{ -0.228057 , 0.901898 , 0.366839}},
21211 {{0.054536 , 0.847329 , -0.009399 },{ -0.228057 , 0.901898 , 0.366839}},
21212 {{0.054551 , 0.846983 , -0.008539 },{ -0.228057 , 0.901898 , 0.366839}},
21213 {{0.057019 , 0.848735 , -0.011312 },{ -0.314177 , 0.903583 , 0.291255}},
21214 {{0.054551 , 0.846983 , -0.008539 },{ -0.314177 , 0.903583 , 0.291255}},
21215 {{0.057360 , 0.848508 , -0.010240 },{ -0.314177 , 0.903583 , 0.291255}},
21216 {{0.052902 , 0.847255 , -0.007594 },{ 0.775161 , 0.418284 , 0.473460}},
21217 {{0.051298 , 0.847872 , -0.005513 },{ 0.775161 , 0.418284 , 0.473460}},
21218 {{0.052590 , 0.846510 , -0.006425 },{ 0.775161 , 0.418284 , 0.473460}},
21219 {{0.052902 , 0.847255 , -0.007594 },{ 0.724864 , 0.476736 , 0.497287}},
21220 {{0.052590 , 0.846510 , -0.006425 },{ 0.724864 , 0.476736 , 0.497287}},
21221 {{0.053002 , 0.846813 , -0.007316 },{ 0.724864 , 0.476736 , 0.497287}},
21222 {{0.063317 , 0.857654 , -0.014502 },{ -0.766009 , 0.527070 , 0.368004}},
21223 {{0.059890 , 0.852212 , -0.013841 },{ -0.766009 , 0.527070 , 0.368004}},
21224 {{0.060143 , 0.851952 , -0.012942 },{ -0.766009 , 0.527070 , 0.368004}},
21225 {{0.063317 , 0.857654 , -0.014502 },{ 0.047369 , 0.090991 , 0.994725}},
21226 {{0.059787 , 0.852517 , -0.013864 },{ 0.047369 , 0.090991 , 0.994725}},
21227 {{0.059890 , 0.852212 , -0.013841 },{ 0.047369 , 0.090991 , 0.994725}},
21228 {{0.063103 , 0.857755 , -0.014274 },{ 0.610833 , -0.330380 , 0.719536}},
21229 {{0.059787 , 0.852517 , -0.013864 },{ 0.610833 , -0.330380 , 0.719536}},
21230 {{0.063317 , 0.857654 , -0.014502 },{ 0.610833 , -0.330380 , 0.719536}},
21231 {{0.054551 , 0.846983 , -0.008539 },{ 0.187104 , 0.912471 , 0.363853}},
21232 {{0.054536 , 0.847329 , -0.009399 },{ 0.187104 , 0.912471 , 0.363853}},
21233 {{0.053002 , 0.846813 , -0.007316 },{ 0.187104 , 0.912471 , 0.363853}},
21234 {{0.054551 , 0.846983 , -0.008539 },{ 0.515476 , 0.467828 , 0.717929}},
21235 {{0.053002 , 0.846813 , -0.007316 },{ 0.515476 , 0.467828 , 0.717929}},
21236 {{0.054304 , 0.845828 , -0.007609 },{ 0.515476 , 0.467828 , 0.717929}},
21237 {{0.054304 , 0.845828 , -0.007609 },{ 0.593126 , 0.637922 , 0.491179}},
21238 {{0.053002 , 0.846813 , -0.007316 },{ 0.593126 , 0.637922 , 0.491179}},
21239 {{0.052590 , 0.846510 , -0.006425 },{ 0.593126 , 0.637922 , 0.491179}},
21240 {{0.063317 , 0.857654 , -0.014502 },{ -0.637710 , 0.512336 , 0.575186}},
21241 {{0.060143 , 0.851952 , -0.012942 },{ -0.637710 , 0.512336 , 0.575186}},
21242 {{0.063698 , 0.857457 , -0.013904 },{ -0.637710 , 0.512336 , 0.575186}},
21243 {{0.063103 , 0.857755 , -0.014274 },{ 0.613280 , -0.325506 , 0.719676}},
21244 {{0.063317 , 0.857654 , -0.014502 },{ 0.613280 , -0.325506 , 0.719676}},
21245 {{0.065346 , 0.863365 , -0.013648 },{ 0.613280 , -0.325506 , 0.719676}},
21246 {{0.063103 , 0.857755 , -0.014274 },{ 0.756992 , -0.363265 , 0.543140}},
21247 {{0.065346 , 0.863365 , -0.013648 },{ 0.756992 , -0.363265 , 0.543140}},
21248 {{0.065354 , 0.863739 , -0.013409 },{ 0.756992 , -0.363265 , 0.543140}},
21249 {{0.063698 , 0.857457 , -0.013904 },{ -0.738989 , 0.177977 , 0.649784}},
21250 {{0.065708 , 0.863342 , -0.013230 },{ -0.738989 , 0.177977 , 0.649784}},
21251 {{0.065346 , 0.863365 , -0.013648 },{ -0.738989 , 0.177977 , 0.649784}},
21252 {{0.063698 , 0.857457 , -0.013904 },{ -0.796037 , 0.197252 , 0.572204}},
21253 {{0.065346 , 0.863365 , -0.013648 },{ -0.796037 , 0.197252 , 0.572204}},
21254 {{0.063317 , 0.857654 , -0.014502 },{ -0.796037 , 0.197252 , 0.572204}},
21255 {{0.053622 , 0.866006 , -0.005825 },{ 0.852841 , -0.506860 , 0.125521}},
21256 {{0.054826 , 0.868734 , -0.002990 },{ 0.852841 , -0.506860 , 0.125521}},
21257 {{0.053033 , 0.865487 , -0.003919 },{ 0.852841 , -0.506860 , 0.125521}},
21258 {{0.053622 , 0.866006 , -0.005825 },{ 0.891573 , -0.449643 , 0.054016}},
21259 {{0.054831 , 0.868509 , -0.004945 },{ 0.891573 , -0.449643 , 0.054016}},
21260 {{0.054826 , 0.868734 , -0.002990 },{ 0.891573 , -0.449643 , 0.054016}},
21261 {{0.055761 , 0.868930 , -0.006635 },{ 0.804984 , -0.500718 , 0.318248}},
21262 {{0.054831 , 0.868509 , -0.004945 },{ 0.804984 , -0.500718 , 0.318248}},
21263 {{0.053622 , 0.866006 , -0.005825 },{ 0.804984 , -0.500718 , 0.318248}},
21264 {{0.054824 , 0.867240 , -0.007462 },{ 0.816771 , -0.545210 , 0.188764}},
21265 {{0.055761 , 0.868930 , -0.006635 },{ 0.816771 , -0.545210 , 0.188764}},
21266 {{0.053622 , 0.866006 , -0.005825 },{ 0.816771 , -0.545210 , 0.188764}},
21267 {{0.055190 , 0.865507 , -0.008224 },{ 0.828359 , -0.069471 , 0.555874}},
21268 {{0.054824 , 0.867240 , -0.007462 },{ 0.828359 , -0.069471 , 0.555874}},
21269 {{0.053622 , 0.866006 , -0.005825 },{ 0.828359 , -0.069471 , 0.555874}},
21270 {{0.055190 , 0.865507 , -0.008224 },{ 0.780439 , -0.266573 , 0.565557}},
21271 {{0.053622 , 0.866006 , -0.005825 },{ 0.780439 , -0.266573 , 0.565557}},
21272 {{0.053641 , 0.863747 , -0.006916 },{ 0.780439 , -0.266573 , 0.565557}},
21273 {{0.053641 , 0.863747 , -0.006916 },{ 0.852800 , -0.221283 , 0.473040}},
21274 {{0.053622 , 0.866006 , -0.005825 },{ 0.852800 , -0.221283 , 0.473040}},
21275 {{0.051927 , 0.860985 , -0.005118 },{ 0.852800 , -0.221283 , 0.473040}},
21276 {{0.053622 , 0.866006 , -0.005825 },{ 0.934753 , -0.285844 , 0.211020}},
21277 {{0.053033 , 0.865487 , -0.003919 },{ 0.934753 , -0.285844 , 0.211020}},
21278 {{0.051927 , 0.860985 , -0.005118 },{ 0.934753 , -0.285844 , 0.211020}},
21279 {{0.060929 , 0.870087 , -0.006207 },{ 0.068063 , -0.992317 , 0.103316}},
21280 {{0.057668 , 0.870079 , -0.004136 },{ 0.068063 , -0.992317 , 0.103316}},
21281 {{0.057352 , 0.869932 , -0.005339 },{ 0.068063 , -0.992317 , 0.103316}},
21282 {{0.060929 , 0.870087 , -0.006207 },{ 0.109608 , -0.953283 , 0.281493}},
21283 {{0.057352 , 0.869932 , -0.005339 },{ 0.109608 , -0.953283 , 0.281493}},
21284 {{0.060559 , 0.869763 , -0.007160 },{ 0.109608 , -0.953283 , 0.281493}},
21285 {{0.060559 , 0.869763 , -0.007160 },{ 0.149781 , -0.924847 , 0.349604}},
21286 {{0.057352 , 0.869932 , -0.005339 },{ 0.149781 , -0.924847 , 0.349604}},
21287 {{0.060461 , 0.869396 , -0.008089 },{ 0.149781 , -0.924847 , 0.349604}},
21288 {{0.060461 , 0.869396 , -0.008089 },{ -0.139369 , -0.989610 , 0.035330}},
21289 {{0.057352 , 0.869932 , -0.005339 },{ -0.139369 , -0.989610 , 0.035330}},
21290 {{0.057705 , 0.869832 , -0.006748 },{ -0.139369 , -0.989610 , 0.035330}},
21291 {{0.057705 , 0.869832 , -0.006748 },{ 0.422899 , -0.890251 , 0.169144}},
21292 {{0.057352 , 0.869932 , -0.005339 },{ 0.422899 , -0.890251 , 0.169144}},
21293 {{0.055761 , 0.868930 , -0.006635 },{ 0.422899 , -0.890251 , 0.169144}},
21294 {{0.057352 , 0.869932 , -0.005339 },{ 0.497610 , -0.865443 , 0.058247}},
21295 {{0.054831 , 0.868509 , -0.004945 },{ 0.497610 , -0.865443 , 0.058247}},
21296 {{0.055761 , 0.868930 , -0.006635 },{ 0.497610 , -0.865443 , 0.058247}},
21297 {{0.057352 , 0.869932 , -0.005339 },{ 0.500913 , -0.859679 , 0.100197}},
21298 {{0.054826 , 0.868734 , -0.002990 },{ 0.500913 , -0.859679 , 0.100197}},
21299 {{0.054831 , 0.868509 , -0.004945 },{ 0.500913 , -0.859679 , 0.100197}},
21300 {{0.057668 , 0.870079 , -0.004136 },{ 0.427179 , -0.904165 , -0.001781}},
21301 {{0.054826 , 0.868734 , -0.002990 },{ 0.427179 , -0.904165 , -0.001781}},
21302 {{0.057352 , 0.869932 , -0.005339 },{ 0.427179 , -0.904165 , -0.001781}},
21303 {{0.064197 , 0.867696 , -0.009952 },{ -0.560167 , -0.618694 , 0.550846}},
21304 {{0.063825 , 0.867487 , -0.010565 },{ -0.560167 , -0.618694 , 0.550846}},
21305 {{0.065346 , 0.863365 , -0.013648 },{ -0.560167 , -0.618694 , 0.550846}},
21306 {{0.064197 , 0.867696 , -0.009952 },{ -0.622381 , -0.597047 , 0.506139}},
21307 {{0.065346 , 0.863365 , -0.013648 },{ -0.622381 , -0.597047 , 0.506139}},
21308 {{0.065708 , 0.863342 , -0.013230 },{ -0.622381 , -0.597047 , 0.506139}},
21309 {{0.063825 , 0.867487 , -0.010565 },{ -0.201071 , -0.642870 , 0.739114}},
21310 {{0.063457 , 0.867363 , -0.010773 },{ -0.201071 , -0.642870 , 0.739114}},
21311 {{0.065354 , 0.863739 , -0.013409 },{ -0.201071 , -0.642870 , 0.739114}},
21312 {{0.063825 , 0.867487 , -0.010565 },{ -0.045799 , -0.820247 , 0.570173}},
21313 {{0.060461 , 0.869396 , -0.008089 },{ -0.045799 , -0.820247 , 0.570173}},
21314 {{0.063457 , 0.867363 , -0.010773 },{ -0.045799 , -0.820247 , 0.570173}},
21315 {{0.063825 , 0.867487 , -0.010565 },{ -0.230166 , -0.896529 , 0.378497}},
21316 {{0.060559 , 0.869763 , -0.007160 },{ -0.230166 , -0.896529 , 0.378497}},
21317 {{0.060461 , 0.869396 , -0.008089 },{ -0.230166 , -0.896529 , 0.378497}},
21318 {{0.060929 , 0.870087 , -0.006207 },{ -0.218210 , -0.895036 , 0.388966}},
21319 {{0.060559 , 0.869763 , -0.007160 },{ -0.218210 , -0.895036 , 0.388966}},
21320 {{0.063825 , 0.867487 , -0.010565 },{ -0.218210 , -0.895036 , 0.388966}},
21321 {{0.060929 , 0.870087 , -0.006207 },{ -0.179540 , -0.892726 , 0.413286}},
21322 {{0.063825 , 0.867487 , -0.010565 },{ -0.179540 , -0.892726 , 0.413286}},
21323 {{0.064197 , 0.867696 , -0.009952 },{ -0.179540 , -0.892726 , 0.413286}},
21324 {{0.057214 , 0.848901 , -0.012379 },{ -0.460351 , 0.886110 , 0.053727}},
21325 {{0.054536 , 0.847329 , -0.009399 },{ -0.460351 , 0.886110 , 0.053727}},
21326 {{0.057019 , 0.848735 , -0.011312 },{ -0.460351 , 0.886110 , 0.053727}},
21327 {{0.057214 , 0.848901 , -0.012379 },{ -0.750786 , 0.528906 , -0.395700}},
21328 {{0.055170 , 0.847436 , -0.010459 },{ -0.750786 , 0.528906 , -0.395700}},
21329 {{0.054536 , 0.847329 , -0.009399 },{ -0.750786 , 0.528906 , -0.395700}},
21330 {{0.060143 , 0.851952 , -0.012942 },{ -0.633527 , 0.677240 , 0.374151}},
21331 {{0.059890 , 0.852212 , -0.013841 },{ -0.633527 , 0.677240 , 0.374151}},
21332 {{0.057214 , 0.848901 , -0.012379 },{ -0.633527 , 0.677240 , 0.374151}},
21333 {{0.060143 , 0.851952 , -0.012942 },{ -0.723446 , 0.689932 , -0.024875}},
21334 {{0.057214 , 0.848901 , -0.012379 },{ -0.723446 , 0.689932 , -0.024875}},
21335 {{0.057019 , 0.848735 , -0.011312 },{ -0.723446 , 0.689932 , -0.024875}},
21336 {{0.053638 , 0.847535 , -0.008424 },{ 0.763796 , -0.139725 , 0.630153}},
21337 {{0.051298 , 0.847872 , -0.005513 },{ 0.763796 , -0.139725 , 0.630153}},
21338 {{0.052902 , 0.847255 , -0.007594 },{ 0.763796 , -0.139725 , 0.630153}},
21339 {{0.053638 , 0.847535 , -0.008424 },{ 0.710626 , -0.347935 , 0.611516}},
21340 {{0.052705 , 0.848373 , -0.006863 },{ 0.710626 , -0.347935 , 0.611516}},
21341 {{0.051298 , 0.847872 , -0.005513 },{ 0.710626 , -0.347935 , 0.611516}},
21342 {{0.054088 , 0.849127 , -0.007878 },{ 0.674039 , -0.402893 , 0.619151}},
21343 {{0.052705 , 0.848373 , -0.006863 },{ 0.674039 , -0.402893 , 0.619151}},
21344 {{0.053638 , 0.847535 , -0.008424 },{ 0.674039 , -0.402893 , 0.619151}},
21345 {{0.054088 , 0.849127 , -0.007878 },{ 0.700369 , -0.400600 , 0.590765}},
21346 {{0.053638 , 0.847535 , -0.008424 },{ 0.700369 , -0.400600 , 0.590765}},
21347 {{0.055048 , 0.848201 , -0.009644 },{ 0.700369 , -0.400600 , 0.590765}},
21348 {{0.055843 , 0.848121 , -0.010987 },{ 0.661356 , -0.615851 , 0.428177}},
21349 {{0.055048 , 0.848201 , -0.009644 },{ 0.661356 , -0.615851 , 0.428177}},
21350 {{0.053638 , 0.847535 , -0.008424 },{ 0.661356 , -0.615851 , 0.428177}},
21351 {{0.055843 , 0.848121 , -0.010987 },{ 0.756843 , -0.293378 , 0.584053}},
21352 {{0.053638 , 0.847535 , -0.008424 },{ 0.756843 , -0.293378 , 0.584053}},
21353 {{0.055170 , 0.847436 , -0.010459 },{ 0.756843 , -0.293378 , 0.584053}},
21354 {{0.052773 , 0.851340 , -0.006625 },{ 0.667633 , -0.007877 , 0.744448}},
21355 {{0.051993 , 0.849779 , -0.005942 },{ 0.667633 , -0.007877 , 0.744448}},
21356 {{0.052457 , 0.849129 , -0.006365 },{ 0.667633 , -0.007877 , 0.744448}},
21357 {{0.052773 , 0.851340 , -0.006625 },{ 0.548658 , 0.019871 , 0.835811}},
21358 {{0.052457 , 0.849129 , -0.006365 },{ 0.548658 , 0.019871 , 0.835811}},
21359 {{0.053430 , 0.849814 , -0.007020 },{ 0.548658 , 0.019871 , 0.835811}},
21360 {{0.052457 , 0.849129 , -0.006365 },{ 0.658033 , -0.251628 , 0.709701}},
21361 {{0.052705 , 0.848373 , -0.006863 },{ 0.658033 , -0.251628 , 0.709701}},
21362 {{0.054088 , 0.849127 , -0.007878 },{ 0.658033 , -0.251628 , 0.709701}},
21363 {{0.052457 , 0.849129 , -0.006365 },{ 0.657288 , -0.255789 , 0.708904}},
21364 {{0.054088 , 0.849127 , -0.007878 },{ 0.657288 , -0.255789 , 0.708904}},
21365 {{0.053430 , 0.849814 , -0.007020 },{ 0.657288 , -0.255789 , 0.708904}},
21366 {{0.052705 , 0.848373 , -0.006863 },{ 0.714684 , -0.205879 , 0.668462}},
21367 {{0.052457 , 0.849129 , -0.006365 },{ 0.714684 , -0.205879 , 0.668462}},
21368 {{0.051298 , 0.847872 , -0.005513 },{ 0.714684 , -0.205879 , 0.668462}},
21369 {{0.051993 , 0.849779 , -0.005942 },{ 0.629472 , -0.055051 , 0.775070}},
21370 {{0.051298 , 0.847872 , -0.005513 },{ 0.629472 , -0.055051 , 0.775070}},
21371 {{0.052457 , 0.849129 , -0.006365 },{ 0.629472 , -0.055051 , 0.775070}},
21372 {{0.049244 , 0.864803 , -0.001919 },{ 0.571758 , -0.109001 , 0.813149}},
21373 {{0.046152 , 0.853366 , -0.001278 },{ 0.571758 , -0.109001 , 0.813149}},
21374 {{0.048994 , 0.853085 , -0.003314 },{ 0.571758 , -0.109001 , 0.813149}},
21375 {{0.049244 , 0.864803 , -0.001919 },{ 0.679619 , -0.100997 , 0.726579}},
21376 {{0.048994 , 0.853085 , -0.003314 },{ 0.679619 , -0.100997 , 0.726579}},
21377 {{0.049658 , 0.858920 , -0.003124 },{ 0.679619 , -0.100997 , 0.726579}},
21378 {{0.049658 , 0.858920 , -0.003124 },{ 0.663876 , -0.099680 , 0.741170}},
21379 {{0.048994 , 0.853085 , -0.003314 },{ 0.663876 , -0.099680 , 0.741170}},
21380 {{0.051054 , 0.856053 , -0.004760 },{ 0.663876 , -0.099680 , 0.741170}},
21381 {{0.051054 , 0.856053 , -0.004760 },{ 0.628475 , -0.058316 , 0.775641}},
21382 {{0.048994 , 0.853085 , -0.003314 },{ 0.628475 , -0.058316 , 0.775641}},
21383 {{0.050796 , 0.852235 , -0.004838 },{ 0.628475 , -0.058316 , 0.775641}},
21384 {{0.048994 , 0.853085 , -0.003314 },{ 0.632038 , -0.046949 , 0.773514}},
21385 {{0.051298 , 0.847872 , -0.005513 },{ 0.632038 , -0.046949 , 0.773514}},
21386 {{0.050796 , 0.852235 , -0.004838 },{ 0.632038 , -0.046949 , 0.773514}},
21387 {{0.048994 , 0.853085 , -0.003314 },{ 0.580213 , -0.085242 , 0.809992}},
21388 {{0.048617 , 0.846737 , -0.003712 },{ 0.580213 , -0.085242 , 0.809992}},
21389 {{0.051298 , 0.847872 , -0.005513 },{ 0.580213 , -0.085242 , 0.809992}},
21390 {{0.048994 , 0.853085 , -0.003314 },{ 0.311067 , -0.077860 , 0.947193}},
21391 {{0.045651 , 0.842673 , -0.003072 },{ 0.311067 , -0.077860 , 0.947193}},
21392 {{0.048617 , 0.846737 , -0.003712 },{ 0.311067 , -0.077860 , 0.947193}},
21393 {{0.046152 , 0.853366 , -0.001278 },{ 0.564002 , -0.162267 , 0.809674}},
21394 {{0.045651 , 0.842673 , -0.003072 },{ 0.564002 , -0.162267 , 0.809674}},
21395 {{0.048994 , 0.853085 , -0.003314 },{ 0.564002 , -0.162267 , 0.809674}},
21396 {{0.050272 , 0.863811 , -0.002645 },{ 0.686134 , -0.208166 , 0.697056}},
21397 {{0.050313 , 0.860755 , -0.003598 },{ 0.686134 , -0.208166 , 0.697056}},
21398 {{0.051927 , 0.860985 , -0.005118 },{ 0.686134 , -0.208166 , 0.697056}},
21399 {{0.051927 , 0.860985 , -0.005118 },{ 0.689675 , -0.100720 , 0.717080}},
21400 {{0.050313 , 0.860755 , -0.003598 },{ 0.689675 , -0.100720 , 0.717080}},
21401 {{0.051276 , 0.858350 , -0.004862 },{ 0.689675 , -0.100720 , 0.717080}},
21402 {{0.050313 , 0.860755 , -0.003598 },{ 0.699253 , -0.065721 , 0.711847}},
21403 {{0.049658 , 0.858920 , -0.003124 },{ 0.699253 , -0.065721 , 0.711847}},
21404 {{0.051054 , 0.856053 , -0.004760 },{ 0.699253 , -0.065721 , 0.711847}},
21405 {{0.050313 , 0.860755 , -0.003598 },{ 0.752950 , -0.043613 , 0.656631}},
21406 {{0.051054 , 0.856053 , -0.004760 },{ 0.752950 , -0.043613 , 0.656631}},
21407 {{0.051276 , 0.858350 , -0.004862 },{ 0.752950 , -0.043613 , 0.656631}},
21408 {{0.050313 , 0.860755 , -0.003598 },{ 0.732176 , -0.086847 , 0.675556}},
21409 {{0.049244 , 0.864803 , -0.001919 },{ 0.732176 , -0.086847 , 0.675556}},
21410 {{0.049658 , 0.858920 , -0.003124 },{ 0.732176 , -0.086847 , 0.675556}},
21411 {{0.049244 , 0.864803 , -0.001919 },{ 0.365454 , -0.272638 , 0.890007}},
21412 {{0.050313 , 0.860755 , -0.003598 },{ 0.365454 , -0.272638 , 0.890007}},
21413 {{0.050272 , 0.863811 , -0.002645 },{ 0.365454 , -0.272638 , 0.890007}},
21414 {{0.052773 , 0.851340 , -0.006625 },{ 0.937857 , 0.114778 , 0.327491}},
21415 {{0.052032 , 0.855757 , -0.006051 },{ 0.937857 , 0.114778 , 0.327491}},
21416 {{0.051859 , 0.855801 , -0.005571 },{ 0.937857 , 0.114778 , 0.327491}},
21417 {{0.051859 , 0.855801 , -0.005571 },{ 0.700352 , -0.025053 , 0.713358}},
21418 {{0.051883 , 0.853596 , -0.005672 },{ 0.700352 , -0.025053 , 0.713358}},
21419 {{0.052773 , 0.851340 , -0.006625 },{ 0.700352 , -0.025053 , 0.713358}},
21420 {{0.051054 , 0.856053 , -0.004760 },{ 0.705652 , -0.024756 , 0.708126}},
21421 {{0.051883 , 0.853596 , -0.005672 },{ 0.705652 , -0.024756 , 0.708126}},
21422 {{0.051859 , 0.855801 , -0.005571 },{ 0.705652 , -0.024756 , 0.708126}},
21423 {{0.051054 , 0.856053 , -0.004760 },{ 0.703563 , -0.036484 , 0.709696}},
21424 {{0.051859 , 0.855801 , -0.005571 },{ 0.703563 , -0.036484 , 0.709696}},
21425 {{0.051276 , 0.858350 , -0.004862 },{ 0.703563 , -0.036484 , 0.709696}},
21426 {{0.051927 , 0.860985 , -0.005118 },{ 0.617518 , -0.076505 , 0.782828}},
21427 {{0.051276 , 0.858350 , -0.004862 },{ 0.617518 , -0.076505 , 0.782828}},
21428 {{0.051859 , 0.855801 , -0.005571 },{ 0.617518 , -0.076505 , 0.782828}},
21429 {{0.052032 , 0.855757 , -0.006051 },{ 0.938687 , -0.042212 , 0.342177}},
21430 {{0.051927 , 0.860985 , -0.005118 },{ 0.938687 , -0.042212 , 0.342177}},
21431 {{0.051859 , 0.855801 , -0.005571 },{ 0.938687 , -0.042212 , 0.342177}},
21432 {{0.052013 , 0.856246 , -0.006990 },{ 0.999725 , 0.021674 , -0.008941}},
21433 {{0.051927 , 0.860985 , -0.005118 },{ 0.999725 , 0.021674 , -0.008941}},
21434 {{0.052032 , 0.855757 , -0.006051 },{ 0.999725 , 0.021674 , -0.008941}},
21435 {{0.052013 , 0.856246 , -0.006990 },{ 0.920346 , -0.129128 , 0.369175}},
21436 {{0.052332 , 0.859972 , -0.006482 },{ 0.920346 , -0.129128 , 0.369175}},
21437 {{0.051927 , 0.860985 , -0.005118 },{ 0.920346 , -0.129128 , 0.369175}},
21438 {{0.053292 , 0.860605 , -0.007785 },{ 0.828875 , -0.144643 , 0.540412}},
21439 {{0.052332 , 0.859972 , -0.006482 },{ 0.828875 , -0.144643 , 0.540412}},
21440 {{0.052013 , 0.856246 , -0.006990 },{ 0.828875 , -0.144643 , 0.540412}},
21441 {{0.052500 , 0.857192 , -0.008376 },{ 0.954157 , -0.249929 , 0.164679}},
21442 {{0.053292 , 0.860605 , -0.007785 },{ 0.954157 , -0.249929 , 0.164679}},
21443 {{0.052013 , 0.856246 , -0.006990 },{ 0.954157 , -0.249929 , 0.164679}},
21444 {{0.052500 , 0.857192 , -0.008376 },{ 0.911556 , 0.110850 , 0.395952}},
21445 {{0.052013 , 0.856246 , -0.006990 },{ 0.911556 , 0.110850 , 0.395952}},
21446 {{0.052822 , 0.853126 , -0.007979 },{ 0.911556 , 0.110850 , 0.395952}},
21447 {{0.052500 , 0.857192 , -0.008376 },{ 0.938611 , 0.106374 , 0.328166}},
21448 {{0.052822 , 0.853126 , -0.007979 },{ 0.938611 , 0.106374 , 0.328166}},
21449 {{0.052915 , 0.855014 , -0.008857 },{ 0.938611 , 0.106374 , 0.328166}},
21450 {{0.052822 , 0.853126 , -0.007979 },{ 0.952741 , 0.166496 , 0.254094}},
21451 {{0.052013 , 0.856246 , -0.006990 },{ 0.952741 , 0.166496 , 0.254094}},
21452 {{0.052773 , 0.851340 , -0.006625 },{ 0.952741 , 0.166496 , 0.254094}},
21453 {{0.052013 , 0.856246 , -0.006990 },{ 0.985606 , 0.157293 , 0.061970}},
21454 {{0.052032 , 0.855757 , -0.006051 },{ 0.985606 , 0.157293 , 0.061970}},
21455 {{0.052773 , 0.851340 , -0.006625 },{ 0.985606 , 0.157293 , 0.061970}},
21456 {{0.059594 , 0.867663 , -0.008455 },{ 0.538467 , 0.040925 , 0.841652}},
21457 {{0.059550 , 0.865445 , -0.008319 },{ 0.538467 , 0.040925 , 0.841652}},
21458 {{0.062545 , 0.864620 , -0.010195 },{ 0.538467 , 0.040925 , 0.841652}},
21459 {{0.059594 , 0.867663 , -0.008455 },{ 0.600713 , 0.131654 , 0.788550}},
21460 {{0.062545 , 0.864620 , -0.010195 },{ 0.600713 , 0.131654 , 0.788550}},
21461 {{0.063003 , 0.866124 , -0.010795 },{ 0.600713 , 0.131654 , 0.788550}},
21462 {{0.063003 , 0.866124 , -0.010795 },{ 0.765863 , 0.023130 , 0.642588}},
21463 {{0.062545 , 0.864620 , -0.010195 },{ 0.765863 , 0.023130 , 0.642588}},
21464 {{0.064300 , 0.862323 , -0.012204 },{ 0.765863 , 0.023130 , 0.642588}},
21465 {{0.063003 , 0.866124 , -0.010795 },{ 0.747489 , 0.008843 , 0.664215}},
21466 {{0.064300 , 0.862323 , -0.012204 },{ 0.747489 , 0.008843 , 0.664215}},
21467 {{0.065354 , 0.863739 , -0.013409 },{ 0.747489 , 0.008843 , 0.664215}},
21468 {{0.062545 , 0.864620 , -0.010195 },{ 0.624618 , -0.186106 , 0.758430}},
21469 {{0.062759 , 0.861805 , -0.011062 },{ 0.624618 , -0.186106 , 0.758430}},
21470 {{0.064300 , 0.862323 , -0.012204 },{ 0.624618 , -0.186106 , 0.758430}},
21471 {{0.062545 , 0.864620 , -0.010195 },{ 0.579274 , -0.199390 , 0.790370}},
21472 {{0.060990 , 0.863329 , -0.009381 },{ 0.579274 , -0.199390 , 0.790370}},
21473 {{0.062759 , 0.861805 , -0.011062 },{ 0.579274 , -0.199390 , 0.790370}},
21474 {{0.057756 , 0.863395 , -0.007379 },{ 0.522559 , -0.095198 , 0.847272}},
21475 {{0.060990 , 0.863329 , -0.009381 },{ 0.522559 , -0.095198 , 0.847272}},
21476 {{0.062545 , 0.864620 , -0.010195 },{ 0.522559 , -0.095198 , 0.847272}},
21477 {{0.057756 , 0.863395 , -0.007379 },{ 0.517582 , -0.061626 , 0.853411}},
21478 {{0.062545 , 0.864620 , -0.010195 },{ 0.517582 , -0.061626 , 0.853411}},
21479 {{0.059550 , 0.865445 , -0.008319 },{ 0.517582 , -0.061626 , 0.853411}},
21480 {{0.060461 , 0.869396 , -0.008089 },{ 0.178831 , -0.766561 , 0.616768}},
21481 {{0.057705 , 0.869832 , -0.006748 },{ 0.178831 , -0.766561 , 0.616768}},
21482 {{0.058325 , 0.869411 , -0.007451 },{ 0.178831 , -0.766561 , 0.616768}},
21483 {{0.058325 , 0.869411 , -0.007451 },{ 0.237638 , -0.538702 , 0.808287}},
21484 {{0.060246 , 0.868887 , -0.008365 },{ 0.237638 , -0.538702 , 0.808287}},
21485 {{0.060461 , 0.869396 , -0.008089 },{ 0.237638 , -0.538702 , 0.808287}},
21486 {{0.058325 , 0.869411 , -0.007451 },{ 0.357368 , -0.256389 , 0.898083}},
21487 {{0.059594 , 0.867663 , -0.008455 },{ 0.357368 , -0.256389 , 0.898083}},
21488 {{0.060246 , 0.868887 , -0.008365 },{ 0.357368 , -0.256389 , 0.898083}},
21489 {{0.058325 , 0.869411 , -0.007451 },{ 0.170977 , -0.394451 , 0.902870}},
21490 {{0.057327 , 0.868777 , -0.007539 },{ 0.170977 , -0.394451 , 0.902870}},
21491 {{0.059594 , 0.867663 , -0.008455 },{ 0.170977 , -0.394451 , 0.902870}},
21492 {{0.055761 , 0.868930 , -0.006635 },{ 0.340162 , -0.632086 , 0.696246}},
21493 {{0.057327 , 0.868777 , -0.007539 },{ 0.340162 , -0.632086 , 0.696246}},
21494 {{0.058325 , 0.869411 , -0.007451 },{ 0.340162 , -0.632086 , 0.696246}},
21495 {{0.055761 , 0.868930 , -0.006635 },{ 0.338992 , -0.644777 , 0.685089}},
21496 {{0.058325 , 0.869411 , -0.007451 },{ 0.338992 , -0.644777 , 0.685089}},
21497 {{0.057705 , 0.869832 , -0.006748 },{ 0.338992 , -0.644777 , 0.685089}},
21498 {{0.060990 , 0.863329 , -0.009381 },{ 0.184173 , -0.623922 , 0.759475}},
21499 {{0.058245 , 0.862537 , -0.009366 },{ 0.184173 , -0.623922 , 0.759475}},
21500 {{0.062759 , 0.861805 , -0.011062 },{ 0.184173 , -0.623922 , 0.759475}},
21501 {{0.062759 , 0.861805 , -0.011062 },{ 0.042788 , -0.870821 , 0.489734}},
21502 {{0.058245 , 0.862537 , -0.009366 },{ 0.042788 , -0.870821 , 0.489734}},
21503 {{0.060087 , 0.861681 , -0.011049 },{ 0.042788 , -0.870821 , 0.489734}},
21504 {{0.060087 , 0.861681 , -0.011049 },{ 0.215274 , -0.754867 , 0.619542}},
21505 {{0.058245 , 0.862537 , -0.009366 },{ 0.215274 , -0.754867 , 0.619542}},
21506 {{0.057480 , 0.861036 , -0.010929 },{ 0.215274 , -0.754867 , 0.619542}},
21507 {{0.058245 , 0.862537 , -0.009366 },{ 0.271076 , -0.757114 , 0.594387}},
21508 {{0.055561 , 0.861262 , -0.009766 },{ 0.271076 , -0.757114 , 0.594387}},
21509 {{0.057480 , 0.861036 , -0.010929 },{ 0.271076 , -0.757114 , 0.594387}},
21510 {{0.058245 , 0.862537 , -0.009366 },{ 0.403344 , -0.900341 , 0.163402}},
21511 {{0.053292 , 0.860605 , -0.007785 },{ 0.403344 , -0.900341 , 0.163402}},
21512 {{0.055561 , 0.861262 , -0.009766 },{ 0.403344 , -0.900341 , 0.163402}},
21513 {{0.058245 , 0.862537 , -0.009366 },{ 0.449601 , -0.719630 , 0.529143}},
21514 {{0.055557 , 0.862251 , -0.007471 },{ 0.449601 , -0.719630 , 0.529143}},
21515 {{0.053292 , 0.860605 , -0.007785 },{ 0.449601 , -0.719630 , 0.529143}},
21516 {{0.058245 , 0.862537 , -0.009366 },{ 0.398709 , -0.802153 , 0.444501}},
21517 {{0.057756 , 0.863395 , -0.007379 },{ 0.398709 , -0.802153 , 0.444501}},
21518 {{0.055557 , 0.862251 , -0.007471 },{ 0.398709 , -0.802153 , 0.444501}},
21519 {{0.060990 , 0.863329 , -0.009381 },{ 0.251787 , -0.864399 , 0.435222}},
21520 {{0.057756 , 0.863395 , -0.007379 },{ 0.251787 , -0.864399 , 0.435222}},
21521 {{0.058245 , 0.862537 , -0.009366 },{ 0.251787 , -0.864399 , 0.435222}},
21522 {{0.054649 , 0.862112 , -0.006399 },{ 0.436061 , -0.862292 , 0.257495}},
21523 {{0.053898 , 0.861722 , -0.006433 },{ 0.436061 , -0.862292 , 0.257495}},
21524 {{0.055557 , 0.862251 , -0.007471 },{ 0.436061 , -0.862292 , 0.257495}},
21525 {{0.054649 , 0.862112 , -0.006399 },{ 0.437273 , -0.861333 , 0.258645}},
21526 {{0.055557 , 0.862251 , -0.007471 },{ 0.437273 , -0.861333 , 0.258645}},
21527 {{0.057756 , 0.863395 , -0.007379 },{ 0.437273 , -0.861333 , 0.258645}},
21528 {{0.055557 , 0.862251 , -0.007471 },{ 0.499038 , -0.764543 , 0.407965}},
21529 {{0.053898 , 0.861722 , -0.006433 },{ 0.499038 , -0.764543 , 0.407965}},
21530 {{0.053292 , 0.860605 , -0.007785 },{ 0.499038 , -0.764543 , 0.407965}},
21531 {{0.053292 , 0.860605 , -0.007785 },{ 0.724605 , -0.654467 , 0.215917}},
21532 {{0.053898 , 0.861722 , -0.006433 },{ 0.724605 , -0.654467 , 0.215917}},
21533 {{0.052332 , 0.859972 , -0.006482 },{ 0.724605 , -0.654467 , 0.215917}},
21534 {{0.052332 , 0.859972 , -0.006482 },{ 0.596022 , -0.549745 , 0.585267}},
21535 {{0.053898 , 0.861722 , -0.006433 },{ 0.596022 , -0.549745 , 0.585267}},
21536 {{0.051927 , 0.860985 , -0.005118 },{ 0.596022 , -0.549745 , 0.585267}},
21537 {{0.060087 , 0.861681 , -0.011049 },{ 0.085516 , -0.162775 , 0.982950}},
21538 {{0.057480 , 0.861036 , -0.010929 },{ 0.085516 , -0.162775 , 0.982950}},
21539 {{0.059205 , 0.858784 , -0.011452 },{ 0.085516 , -0.162775 , 0.982950}},
21540 {{0.062759 , 0.861805 , -0.011062 },{ 0.011366 , -0.141170 , 0.989920}},
21541 {{0.060087 , 0.861681 , -0.011049 },{ 0.011366 , -0.141170 , 0.989920}},
21542 {{0.059205 , 0.858784 , -0.011452 },{ 0.011366 , -0.141170 , 0.989920}},
21543 {{0.062759 , 0.861805 , -0.011062 },{ -0.052954 , -0.066335 , 0.996391}},
21544 {{0.059205 , 0.858784 , -0.011452 },{ -0.052954 , -0.066335 , 0.996391}},
21545 {{0.061410 , 0.857880 , -0.011395 },{ -0.052954 , -0.066335 , 0.996391}},
21546 {{0.059205 , 0.858784 , -0.011452 },{ 0.050624 , 0.185353 , 0.981367}},
21547 {{0.058327 , 0.852951 , -0.010305 },{ 0.050624 , 0.185353 , 0.981367}},
21548 {{0.061410 , 0.857880 , -0.011395 },{ 0.050624 , 0.185353 , 0.981367}},
21549 {{0.059205 , 0.858784 , -0.011452 },{ -0.026048 , 0.196650 , 0.980128}},
21550 {{0.056942 , 0.855429 , -0.010839 },{ -0.026048 , 0.196650 , 0.980128}},
21551 {{0.058327 , 0.852951 , -0.010305 },{ -0.026048 , 0.196650 , 0.980128}},
21552 {{0.055766 , 0.856714 , -0.011034 },{ 0.019199 , 0.167156 , 0.985744}},
21553 {{0.056942 , 0.855429 , -0.010839 },{ 0.019199 , 0.167156 , 0.985744}},
21554 {{0.059205 , 0.858784 , -0.011452 },{ 0.019199 , 0.167156 , 0.985744}},
21555 {{0.055766 , 0.856714 , -0.011034 },{ 0.009942 , 0.182031 , 0.983243}},
21556 {{0.059205 , 0.858784 , -0.011452 },{ 0.009942 , 0.182031 , 0.983243}},
21557 {{0.056593 , 0.859348 , -0.011530 },{ 0.009942 , 0.182031 , 0.983243}},
21558 {{0.057480 , 0.861036 , -0.010929 },{ -0.091292 , -0.291097 , 0.952328}},
21559 {{0.056593 , 0.859348 , -0.011530 },{ -0.091292 , -0.291097 , 0.952328}},
21560 {{0.059205 , 0.858784 , -0.011452 },{ -0.091292 , -0.291097 , 0.952328}},
21561 {{0.062588 , 0.857684 , -0.012787 },{ 0.823433 , -0.501646 , 0.265159}},
21562 {{0.059460 , 0.852808 , -0.012298 },{ 0.823433 , -0.501646 , 0.265159}},
21563 {{0.059787 , 0.852517 , -0.013864 },{ 0.823433 , -0.501646 , 0.265159}},
21564 {{0.062588 , 0.857684 , -0.012787 },{ 0.824606 , -0.501554 , 0.261665}},
21565 {{0.059787 , 0.852517 , -0.013864 },{ 0.824606 , -0.501554 , 0.261665}},
21566 {{0.063103 , 0.857755 , -0.014274 },{ 0.824606 , -0.501554 , 0.261665}},
21567 {{0.062588 , 0.857684 , -0.012787 },{ 0.764941 , -0.443912 , 0.466698}},
21568 {{0.058327 , 0.852951 , -0.010305 },{ 0.764941 , -0.443912 , 0.466698}},
21569 {{0.059460 , 0.852808 , -0.012298 },{ 0.764941 , -0.443912 , 0.466698}},
21570 {{0.062588 , 0.857684 , -0.012787 },{ 0.706797 , -0.300457 , 0.640440}},
21571 {{0.061410 , 0.857880 , -0.011395 },{ 0.706797 , -0.300457 , 0.640440}},
21572 {{0.058327 , 0.852951 , -0.010305 },{ 0.706797 , -0.300457 , 0.640440}},
21573 {{0.062588 , 0.857684 , -0.012787 },{ 0.707688 , -0.297597 , 0.640792}},
21574 {{0.062759 , 0.861805 , -0.011062 },{ 0.707688 , -0.297597 , 0.640792}},
21575 {{0.061410 , 0.857880 , -0.011395 },{ 0.707688 , -0.297597 , 0.640792}},
21576 {{0.064300 , 0.862323 , -0.012204 },{ 0.631180 , -0.321636 , 0.705806}},
21577 {{0.062759 , 0.861805 , -0.011062 },{ 0.631180 , -0.321636 , 0.705806}},
21578 {{0.062588 , 0.857684 , -0.012787 },{ 0.631180 , -0.321636 , 0.705806}},
21579 {{0.065354 , 0.863739 , -0.013409 },{ 0.869785 , -0.362995 , 0.334229}},
21580 {{0.064300 , 0.862323 , -0.012204 },{ 0.869785 , -0.362995 , 0.334229}},
21581 {{0.062588 , 0.857684 , -0.012787 },{ 0.869785 , -0.362995 , 0.334229}},
21582 {{0.065354 , 0.863739 , -0.013409 },{ 0.881970 , -0.373346 , 0.287648}},
21583 {{0.062588 , 0.857684 , -0.012787 },{ 0.881970 , -0.373346 , 0.287648}},
21584 {{0.063103 , 0.857755 , -0.014274 },{ 0.881970 , -0.373346 , 0.287648}},
21585 {{0.057327 , 0.868777 , -0.007539 },{ 0.086143 , -0.522300 , 0.848399}},
21586 {{0.056377 , 0.867800 , -0.008044 },{ 0.086143 , -0.522300 , 0.848399}},
21587 {{0.059594 , 0.867663 , -0.008455 },{ 0.086143 , -0.522300 , 0.848399}},
21588 {{0.056377 , 0.867800 , -0.008044 },{ 0.107461 , -0.310248 , 0.944563}},
21589 {{0.057070 , 0.866804 , -0.008450 },{ 0.107461 , -0.310248 , 0.944563}},
21590 {{0.059594 , 0.867663 , -0.008455 },{ 0.107461 , -0.310248 , 0.944563}},
21591 {{0.056377 , 0.867800 , -0.008044 },{ 0.256121 , -0.206706 , 0.944285}},
21592 {{0.055190 , 0.865507 , -0.008224 },{ 0.256121 , -0.206706 , 0.944285}},
21593 {{0.057070 , 0.866804 , -0.008450 },{ 0.256121 , -0.206706 , 0.944285}},
21594 {{0.056377 , 0.867800 , -0.008044 },{ 0.425292 , -0.287518 , 0.858173}},
21595 {{0.054824 , 0.867240 , -0.007462 },{ 0.425292 , -0.287518 , 0.858173}},
21596 {{0.055190 , 0.865507 , -0.008224 },{ 0.425292 , -0.287518 , 0.858173}},
21597 {{0.055761 , 0.868930 , -0.006635 },{ 0.460970 , -0.582975 , 0.669064}},
21598 {{0.054824 , 0.867240 , -0.007462 },{ 0.460970 , -0.582975 , 0.669064}},
21599 {{0.056377 , 0.867800 , -0.008044 },{ 0.460970 , -0.582975 , 0.669064}},
21600 {{0.055761 , 0.868930 , -0.006635 },{ 0.324257 , -0.663716 , 0.674047}},
21601 {{0.056377 , 0.867800 , -0.008044 },{ 0.324257 , -0.663716 , 0.674047}},
21602 {{0.057327 , 0.868777 , -0.007539 },{ 0.324257 , -0.663716 , 0.674047}},
21603 {{0.057545 , 0.865665 , -0.008138 },{ 0.120319 , 0.324845 , 0.938083}},
21604 {{0.057756 , 0.863395 , -0.007379 },{ 0.120319 , 0.324845 , 0.938083}},
21605 {{0.059550 , 0.865445 , -0.008319 },{ 0.120319 , 0.324845 , 0.938083}},
21606 {{0.057545 , 0.865665 , -0.008138 },{ -0.127348 , 0.303858 , 0.944168}},
21607 {{0.056289 , 0.864368 , -0.007890 },{ -0.127348 , 0.303858 , 0.944168}},
21608 {{0.057756 , 0.863395 , -0.007379 },{ -0.127348 , 0.303858 , 0.944168}},
21609 {{0.055190 , 0.865507 , -0.008224 },{ -0.051225 , 0.235194 , 0.970598}},
21610 {{0.056289 , 0.864368 , -0.007890 },{ -0.051225 , 0.235194 , 0.970598}},
21611 {{0.057545 , 0.865665 , -0.008138 },{ -0.051225 , 0.235194 , 0.970598}},
21612 {{0.055190 , 0.865507 , -0.008224 },{ -0.051719 , 0.243721 , 0.968465}},
21613 {{0.057545 , 0.865665 , -0.008138 },{ -0.051719 , 0.243721 , 0.968465}},
21614 {{0.057070 , 0.866804 , -0.008450 },{ -0.051719 , 0.243721 , 0.968465}},
21615 {{0.059594 , 0.867663 , -0.008455 },{ -0.077456 , 0.233226 , 0.969333}},
21616 {{0.057070 , 0.866804 , -0.008450 },{ -0.077456 , 0.233226 , 0.969333}},
21617 {{0.057545 , 0.865665 , -0.008138 },{ -0.077456 , 0.233226 , 0.969333}},
21618 {{0.059594 , 0.867663 , -0.008455 },{ 0.096172 , 0.059018 , 0.993613}},
21619 {{0.057545 , 0.865665 , -0.008138 },{ 0.096172 , 0.059018 , 0.993613}},
21620 {{0.059550 , 0.865445 , -0.008319 },{ 0.096172 , 0.059018 , 0.993613}},
21621 {{0.054805 , 0.863057 , -0.007158 },{ 0.116194 , 0.610195 , 0.783684}},
21622 {{0.051927 , 0.860985 , -0.005118 },{ 0.116194 , 0.610195 , 0.783684}},
21623 {{0.054649 , 0.862112 , -0.006399 },{ 0.116194 , 0.610195 , 0.783684}},
21624 {{0.053641 , 0.863747 , -0.006916 },{ 0.375840 , 0.330381 , 0.865790}},
21625 {{0.051927 , 0.860985 , -0.005118 },{ 0.375840 , 0.330381 , 0.865790}},
21626 {{0.054805 , 0.863057 , -0.007158 },{ 0.375840 , 0.330381 , 0.865790}},
21627 {{0.055190 , 0.865507 , -0.008224 },{ 0.371304 , 0.320783 , 0.871339}},
21628 {{0.053641 , 0.863747 , -0.006916 },{ 0.371304 , 0.320783 , 0.871339}},
21629 {{0.054805 , 0.863057 , -0.007158 },{ 0.371304 , 0.320783 , 0.871339}},
21630 {{0.055190 , 0.865507 , -0.008224 },{ 0.115985 , 0.380908 , 0.917310}},
21631 {{0.054805 , 0.863057 , -0.007158 },{ 0.115985 , 0.380908 , 0.917310}},
21632 {{0.056289 , 0.864368 , -0.007890 },{ 0.115985 , 0.380908 , 0.917310}},
21633 {{0.056289 , 0.864368 , -0.007890 },{ 0.011043 , 0.477935 , 0.878326}},
21634 {{0.054805 , 0.863057 , -0.007158 },{ 0.011043 , 0.477935 , 0.878326}},
21635 {{0.057756 , 0.863395 , -0.007379 },{ 0.011043 , 0.477935 , 0.878326}},
21636 {{0.057756 , 0.863395 , -0.007379 },{ -0.013556 , 0.627468 , 0.778524}},
21637 {{0.054805 , 0.863057 , -0.007158 },{ -0.013556 , 0.627468 , 0.778524}},
21638 {{0.054649 , 0.862112 , -0.006399 },{ -0.013556 , 0.627468 , 0.778524}},
21639 {{0.051709 , 0.851603 , -0.005617 },{ 0.684525 , -0.023243 , 0.728619}},
21640 {{0.051993 , 0.849779 , -0.005942 },{ 0.684525 , -0.023243 , 0.728619}},
21641 {{0.052773 , 0.851340 , -0.006625 },{ 0.684525 , -0.023243 , 0.728619}},
21642 {{0.051709 , 0.851603 , -0.005617 },{ 0.682061 , -0.039397 , 0.730233}},
21643 {{0.052773 , 0.851340 , -0.006625 },{ 0.682061 , -0.039397 , 0.730233}},
21644 {{0.051883 , 0.853596 , -0.005672 },{ 0.682061 , -0.039397 , 0.730233}},
21645 {{0.050796 , 0.852235 , -0.004838 },{ 0.619993 , -0.049807 , 0.783025}},
21646 {{0.051298 , 0.847872 , -0.005513 },{ 0.619993 , -0.049807 , 0.783025}},
21647 {{0.051993 , 0.849779 , -0.005942 },{ 0.619993 , -0.049807 , 0.783025}},
21648 {{0.050796 , 0.852235 , -0.004838 },{ 0.632693 , -0.039293 , 0.773405}},
21649 {{0.051993 , 0.849779 , -0.005942 },{ 0.632693 , -0.039293 , 0.773405}},
21650 {{0.051709 , 0.851603 , -0.005617 },{ 0.632693 , -0.039293 , 0.773405}},
21651 {{0.050796 , 0.852235 , -0.004838 },{ 0.634917 , -0.034133 , 0.771826}},
21652 {{0.051709 , 0.851603 , -0.005617 },{ 0.634917 , -0.034133 , 0.771826}},
21653 {{0.051883 , 0.853596 , -0.005672 },{ 0.634917 , -0.034133 , 0.771826}},
21654 {{0.050796 , 0.852235 , -0.004838 },{ 0.653525 , -0.059578 , 0.754557}},
21655 {{0.051883 , 0.853596 , -0.005672 },{ 0.653525 , -0.059578 , 0.754557}},
21656 {{0.051054 , 0.856053 , -0.004760 },{ 0.653525 , -0.059578 , 0.754557}},
21657 {{0.056917 , 0.849366 , -0.017495 },{ 0.787152 , -0.393010 , 0.475327}},
21658 {{0.050986 , 0.844330 , -0.011837 },{ 0.787152 , -0.393010 , 0.475327}},
21659 {{0.052078 , 0.841637 , -0.015872 },{ 0.787152 , -0.393010 , 0.475327}},
21660 {{0.056475 , 0.847859 , -0.020849 },{ 0.852633 , -0.509357 , 0.116497}},
21661 {{0.056917 , 0.849366 , -0.017495 },{ 0.852633 , -0.509357 , 0.116497}},
21662 {{0.052078 , 0.841637 , -0.015872 },{ 0.852633 , -0.509357 , 0.116497}},
21663 {{0.056475 , 0.847859 , -0.020849 },{ 0.842569 , -0.532881 , 0.078197}},
21664 {{0.052078 , 0.841637 , -0.015872 },{ 0.842569 , -0.532881 , 0.078197}},
21665 {{0.046823 , 0.832926 , -0.018611 },{ 0.842569 , -0.532881 , 0.078197}},
21666 {{0.056475 , 0.847859 , -0.020849 },{ 0.842507 , -0.534418 , 0.067673}},
21667 {{0.046823 , 0.832926 , -0.018611 },{ 0.842507 , -0.534418 , 0.067673}},
21668 {{0.054133 , 0.843110 , -0.029195 },{ 0.842507 , -0.534418 , 0.067673}},
21669 {{0.046823 , 0.832926 , -0.018611 },{ 0.863895 , -0.498483 , -0.072115}},
21670 {{0.052078 , 0.841637 , -0.015872 },{ 0.863895 , -0.498483 , -0.072115}},
21671 {{0.044790 , 0.828532 , -0.012592 },{ 0.863895 , -0.498483 , -0.072115}},
21672 {{0.052078 , 0.841637 , -0.015872 },{ 0.872941 , -0.425949 , 0.237785}},
21673 {{0.048315 , 0.837360 , -0.009719 },{ 0.872941 , -0.425949 , 0.237785}},
21674 {{0.044790 , 0.828532 , -0.012592 },{ 0.872941 , -0.425949 , 0.237785}},
21675 {{0.052078 , 0.841637 , -0.015872 },{ 0.882642 , -0.124497 , 0.453259}},
21676 {{0.045651 , 0.842673 , -0.003072 },{ 0.882642 , -0.124497 , 0.453259}},
21677 {{0.048315 , 0.837360 , -0.009719 },{ 0.882642 , -0.124497 , 0.453259}},
21678 {{0.052078 , 0.841637 , -0.015872 },{ 0.833043 , -0.328800 , 0.444892}},
21679 {{0.050986 , 0.844330 , -0.011837 },{ 0.833043 , -0.328800 , 0.444892}},
21680 {{0.045651 , 0.842673 , -0.003072 },{ 0.833043 , -0.328800 , 0.444892}},
21681 {{0.055476 , 0.872047 , -0.001685 },{ 0.296508 , -0.283977 , 0.911833}},
21682 {{0.052716 , 0.867123 , -0.002321 },{ 0.296508 , -0.283977 , 0.911833}},
21683 {{0.053320 , 0.867073 , -0.002533 },{ 0.296508 , -0.283977 , 0.911833}},
21684 {{0.055476 , 0.872047 , -0.001685 },{ 0.059427 , -0.192741 , 0.979448}},
21685 {{0.053320 , 0.867073 , -0.002533 },{ 0.059427 , -0.192741 , 0.979448}},
21686 {{0.055150 , 0.869990 , -0.002070 },{ 0.059427 , -0.192741 , 0.979448}},
21687 {{0.054826 , 0.868734 , -0.002990 },{ 0.716709 , -0.522867 , 0.461452}},
21688 {{0.055150 , 0.869990 , -0.002070 },{ 0.716709 , -0.522867 , 0.461452}},
21689 {{0.053320 , 0.867073 , -0.002533 },{ 0.716709 , -0.522867 , 0.461452}},
21690 {{0.054826 , 0.868734 , -0.002990 },{ 0.718689 , -0.526737 , 0.453911}},
21691 {{0.053320 , 0.867073 , -0.002533 },{ 0.718689 , -0.526737 , 0.453911}},
21692 {{0.053033 , 0.865487 , -0.003919 },{ 0.718689 , -0.526737 , 0.453911}},
21693 {{0.051927 , 0.860985 , -0.005118 },{ 0.959395 , -0.262910 , 0.102177}},
21694 {{0.053033 , 0.865487 , -0.003919 },{ 0.959395 , -0.262910 , 0.102177}},
21695 {{0.053320 , 0.867073 , -0.002533 },{ 0.959395 , -0.262910 , 0.102177}},
21696 {{0.052716 , 0.867123 , -0.002321 },{ 0.267568 , -0.427815 , 0.863355}},
21697 {{0.051927 , 0.860985 , -0.005118 },{ 0.267568 , -0.427815 , 0.863355}},
21698 {{0.053320 , 0.867073 , -0.002533 },{ 0.267568 , -0.427815 , 0.863355}},
21699 {{0.053272 , 0.873764 , -0.002645 },{ -0.345561 , 0.376127 , 0.859718}},
21700 {{0.051344 , 0.870763 , -0.002107 },{ -0.345561 , 0.376127 , 0.859718}},
21701 {{0.051158 , 0.868647 , -0.001256 },{ -0.345561 , 0.376127 , 0.859718}},
21702 {{0.053272 , 0.873764 , -0.002645 },{ -0.878852 , 0.422984 , 0.220691}},
21703 {{0.051158 , 0.868647 , -0.001256 },{ -0.878852 , 0.422984 , 0.220691}},
21704 {{0.053413 , 0.873397 , -0.001380 },{ -0.878852 , 0.422984 , 0.220691}},
21705 {{0.053413 , 0.873397 , -0.001380 },{ 0.124780 , -0.033351 , 0.991624}},
21706 {{0.051158 , 0.868647 , -0.001256 },{ 0.124780 , -0.033351 , 0.991624}},
21707 {{0.055476 , 0.872047 , -0.001685 },{ 0.124780 , -0.033351 , 0.991624}},
21708 {{0.055476 , 0.872047 , -0.001685 },{ 0.323326 , -0.297272 , 0.898382}},
21709 {{0.051158 , 0.868647 , -0.001256 },{ 0.323326 , -0.297272 , 0.898382}},
21710 {{0.052716 , 0.867123 , -0.002321 },{ 0.323326 , -0.297272 , 0.898382}},
21711 {{0.051158 , 0.868647 , -0.001256 },{ 0.186899 , -0.427151 , 0.884653}},
21712 {{0.051927 , 0.860985 , -0.005118 },{ 0.186899 , -0.427151 , 0.884653}},
21713 {{0.052716 , 0.867123 , -0.002321 },{ 0.186899 , -0.427151 , 0.884653}},
21714 {{0.051158 , 0.868647 , -0.001256 },{ 0.575172 , -0.321436 , 0.752234}},
21715 {{0.050272 , 0.863811 , -0.002645 },{ 0.575172 , -0.321436 , 0.752234}},
21716 {{0.051927 , 0.860985 , -0.005118 },{ 0.575172 , -0.321436 , 0.752234}},
21717 {{0.051158 , 0.868647 , -0.001256 },{ 0.325036 , -0.315605 , 0.891485}},
21718 {{0.049244 , 0.864803 , -0.001919 },{ 0.325036 , -0.315605 , 0.891485}},
21719 {{0.050272 , 0.863811 , -0.002645 },{ 0.325036 , -0.315605 , 0.891485}},
21720 {{0.051344 , 0.870763 , -0.002107 },{ -0.778587 , 0.291858 , 0.555537}},
21721 {{0.049244 , 0.864803 , -0.001919 },{ -0.778587 , 0.291858 , 0.555537}},
21722 {{0.051158 , 0.868647 , -0.001256 },{ -0.778587 , 0.291858 , 0.555537}},
21723 {{0.045651 , 0.842673 , -0.003072 },{ 0.245314 , -0.020490 , 0.969227}},
21724 {{0.046699 , 0.841597 , -0.003360 },{ 0.245314 , -0.020490 , 0.969227}},
21725 {{0.048822 , 0.843363 , -0.003860 },{ 0.245314 , -0.020490 , 0.969227}},
21726 {{0.045651 , 0.842673 , -0.003072 },{ 0.246709 , -0.027503 , 0.968699}},
21727 {{0.048822 , 0.843363 , -0.003860 },{ 0.246709 , -0.027503 , 0.968699}},
21728 {{0.048617 , 0.846737 , -0.003712 },{ 0.246709 , -0.027503 , 0.968699}},
21729 {{0.051298 , 0.847872 , -0.005513 },{ 0.558344 , -0.002467 , 0.829606}},
21730 {{0.048617 , 0.846737 , -0.003712 },{ 0.558344 , -0.002467 , 0.829606}},
21731 {{0.048822 , 0.843363 , -0.003860 },{ 0.558344 , -0.002467 , 0.829606}},
21732 {{0.051298 , 0.847872 , -0.005513 },{ 0.322149 , 0.164855 , 0.932225}},
21733 {{0.048822 , 0.843363 , -0.003860 },{ 0.322149 , 0.164855 , 0.932225}},
21734 {{0.050852 , 0.845034 , -0.004857 },{ 0.322149 , 0.164855 , 0.932225}},
21735 {{0.048822 , 0.843363 , -0.003860 },{ 0.473774 , -0.036574 , 0.879887}},
21736 {{0.049631 , 0.841862 , -0.004358 },{ 0.473774 , -0.036574 , 0.879887}},
21737 {{0.051413 , 0.843342 , -0.005256 },{ 0.473774 , -0.036574 , 0.879887}},
21738 {{0.048822 , 0.843363 , -0.003860 },{ 0.473401 , -0.050414 , 0.879403}},
21739 {{0.051413 , 0.843342 , -0.005256 },{ 0.473401 , -0.050414 , 0.879403}},
21740 {{0.050852 , 0.845034 , -0.004857 },{ 0.473401 , -0.050414 , 0.879403}},
21741 {{0.048822 , 0.843363 , -0.003860 },{ 0.128407 , -0.249257 , 0.959887}},
21742 {{0.047889 , 0.840541 , -0.004468 },{ 0.128407 , -0.249257 , 0.959887}},
21743 {{0.049631 , 0.841862 , -0.004358 },{ 0.128407 , -0.249257 , 0.959887}},
21744 {{0.048822 , 0.843363 , -0.003860 },{ 0.468516 , -0.331340 , 0.818966}},
21745 {{0.046699 , 0.841597 , -0.003360 },{ 0.468516 , -0.331340 , 0.818966}},
21746 {{0.047889 , 0.840541 , -0.004468 },{ 0.468516 , -0.331340 , 0.818966}},
21747 {{0.052590 , 0.846510 , -0.006425 },{ 0.618817 , 0.283119 , 0.732741}},
21748 {{0.052156 , 0.845634 , -0.005720 },{ 0.618817 , 0.283119 , 0.732741}},
21749 {{0.054304 , 0.845828 , -0.007609 },{ 0.618817 , 0.283119 , 0.732741}},
21750 {{0.054304 , 0.845828 , -0.007609 },{ 0.659747 , 0.011622 , 0.751398}},
21751 {{0.052156 , 0.845634 , -0.005720 },{ 0.659747 , 0.011622 , 0.751398}},
21752 {{0.052689 , 0.844471 , -0.006170 },{ 0.659747 , 0.011622 , 0.751398}},
21753 {{0.050852 , 0.845034 , -0.004857 },{ 0.581704 , 0.001058 , 0.813400}},
21754 {{0.051413 , 0.843342 , -0.005256 },{ 0.581704 , 0.001058 , 0.813400}},
21755 {{0.052689 , 0.844471 , -0.006170 },{ 0.581704 , 0.001058 , 0.813400}},
21756 {{0.050852 , 0.845034 , -0.004857 },{ 0.569004 , -0.056656 , 0.820381}},
21757 {{0.052689 , 0.844471 , -0.006170 },{ 0.569004 , -0.056656 , 0.820381}},
21758 {{0.052156 , 0.845634 , -0.005720 },{ 0.569004 , -0.056656 , 0.820381}},
21759 {{0.051298 , 0.847872 , -0.005513 },{ 0.510193 , 0.116782 , 0.852095}},
21760 {{0.050852 , 0.845034 , -0.004857 },{ 0.510193 , 0.116782 , 0.852095}},
21761 {{0.052156 , 0.845634 , -0.005720 },{ 0.510193 , 0.116782 , 0.852095}},
21762 {{0.052590 , 0.846510 , -0.006425 },{ 0.699290 , 0.204742 , 0.684890}},
21763 {{0.051298 , 0.847872 , -0.005513 },{ 0.699290 , 0.204742 , 0.684890}},
21764 {{0.052156 , 0.845634 , -0.005720 },{ 0.699290 , 0.204742 , 0.684890}},
21765 {{0.054598 , 0.841493 , -0.009763 },{ 0.652011 , -0.445272 , 0.613689}},
21766 {{0.055101 , 0.843831 , -0.008601 },{ 0.652011 , -0.445272 , 0.613689}},
21767 {{0.053291 , 0.843175 , -0.007154 },{ 0.652011 , -0.445272 , 0.613689}},
21768 {{0.054598 , 0.841493 , -0.009763 },{ 0.760640 , -0.301066 , 0.575140}},
21769 {{0.053291 , 0.843175 , -0.007154 },{ 0.760640 , -0.301066 , 0.575140}},
21770 {{0.052548 , 0.842018 , -0.006777 },{ 0.760640 , -0.301066 , 0.575140}},
21771 {{0.051413 , 0.843342 , -0.005256 },{ 0.685100 , -0.212971 , 0.696621}},
21772 {{0.052548 , 0.842018 , -0.006777 },{ 0.685100 , -0.212971 , 0.696621}},
21773 {{0.053291 , 0.843175 , -0.007154 },{ 0.685100 , -0.212971 , 0.696621}},
21774 {{0.051413 , 0.843342 , -0.005256 },{ 0.685561 , -0.210652 , 0.696873}},
21775 {{0.053291 , 0.843175 , -0.007154 },{ 0.685561 , -0.210652 , 0.696873}},
21776 {{0.052689 , 0.844471 , -0.006170 },{ 0.685561 , -0.210652 , 0.696873}},
21777 {{0.054304 , 0.845828 , -0.007609 },{ 0.729744 , -0.164832 , 0.663554}},
21778 {{0.052689 , 0.844471 , -0.006170 },{ 0.729744 , -0.164832 , 0.663554}},
21779 {{0.053291 , 0.843175 , -0.007154 },{ 0.729744 , -0.164832 , 0.663554}},
21780 {{0.054304 , 0.845828 , -0.007609 },{ 0.645691 , -0.117131 , 0.754562}},
21781 {{0.053291 , 0.843175 , -0.007154 },{ 0.645691 , -0.117131 , 0.754562}},
21782 {{0.055101 , 0.843831 , -0.008601 },{ 0.645691 , -0.117131 , 0.754562}},
21783 {{-0.032206 , 0.864512 , -0.058066 },{ -0.646984 , 0.635265 , 0.421724}},
21784 {{-0.031459 , 0.863181 , -0.054915 },{ -0.646984 , 0.635265 , 0.421724}},
21785 {{-0.030873 , 0.864121 , -0.055432 },{ -0.646984 , 0.635265 , 0.421724}},
21786 {{-0.032206 , 0.864512 , -0.058066 },{ -0.748040 , 0.486995 , 0.450856}},
21787 {{-0.030873 , 0.864121 , -0.055432 },{ -0.748040 , 0.486995 , 0.450856}},
21788 {{-0.030992 , 0.865451 , -0.057066 },{ -0.748040 , 0.486995 , 0.450856}},
21789 {{-0.030750 , 0.848890 , -0.051741 },{ -0.990208 , -0.027709 , -0.136823}},
21790 {{-0.030986 , 0.853250 , -0.050916 },{ -0.990208 , -0.027709 , -0.136823}},
21791 {{-0.030804 , 0.852627 , -0.052107 },{ -0.990208 , -0.027709 , -0.136823}},
21792 {{-0.030750 , 0.848890 , -0.051741 },{ -0.993202 , -0.025476 , -0.113580}},
21793 {{-0.030804 , 0.852627 , -0.052107 },{ -0.993202 , -0.025476 , -0.113580}},
21794 {{-0.030708 , 0.850806 , -0.052538 },{ -0.993202 , -0.025476 , -0.113580}},
21795 {{-0.030708 , 0.850806 , -0.052538 },{ -0.987687 , -0.015217 , -0.155699}},
21796 {{-0.030804 , 0.852627 , -0.052107 },{ -0.987687 , -0.015217 , -0.155699}},
21797 {{-0.030810 , 0.854623 , -0.052264 },{ -0.987687 , -0.015217 , -0.155699}},
21798 {{-0.030708 , 0.850806 , -0.052538 },{ -0.975432 , -0.010269 , -0.220064}},
21799 {{-0.030810 , 0.854623 , -0.052264 },{ -0.975432 , -0.010269 , -0.220064}},
21800 {{-0.030498 , 0.852374 , -0.053542 },{ -0.975432 , -0.010269 , -0.220064}},
21801 {{-0.030804 , 0.852627 , -0.052107 },{ -0.990586 , -0.037949 , -0.131525}},
21802 {{-0.030986 , 0.853250 , -0.050916 },{ -0.990586 , -0.037949 , -0.131525}},
21803 {{-0.031114 , 0.857073 , -0.051055 },{ -0.990586 , -0.037949 , -0.131525}},
21804 {{-0.030804 , 0.852627 , -0.052107 },{ -0.978152 , -0.019223 , -0.206999}},
21805 {{-0.031114 , 0.857073 , -0.051055 },{ -0.978152 , -0.019223 , -0.206999}},
21806 {{-0.030810 , 0.854623 , -0.052264 },{ -0.978152 , -0.019223 , -0.206999}},
21807 {{-0.020866 , 0.842241 , -0.060438 },{ -0.774287 , -0.278683 , -0.568169}},
21808 {{-0.020929 , 0.828952 , -0.053834 },{ -0.774287 , -0.278683 , -0.568169}},
21809 {{-0.025089 , 0.838141 , -0.052672 },{ -0.774287 , -0.278683 , -0.568169}},
21810 {{-0.014615 , 0.832411 , -0.065602 },{ -0.820115 , -0.251523 , -0.513953}},
21811 {{-0.020929 , 0.828952 , -0.053834 },{ -0.820115 , -0.251523 , -0.513953}},
21812 {{-0.020866 , 0.842241 , -0.060438 },{ -0.820115 , -0.251523 , -0.513953}},
21813 {{-0.006845 , 0.842749 , -0.075257 },{ -0.721185 , -0.098378 , -0.685722}},
21814 {{-0.014615 , 0.832411 , -0.065602 },{ -0.721185 , -0.098378 , -0.685722}},
21815 {{-0.020866 , 0.842241 , -0.060438 },{ -0.721185 , -0.098378 , -0.685722}},
21816 {{-0.006845 , 0.842749 , -0.075257 },{ -0.641650 , -0.448139 , -0.622460}},
21817 {{-0.020866 , 0.842241 , -0.060438 },{ -0.641650 , -0.448139 , -0.622460}},
21818 {{-0.018306 , 0.848386 , -0.067501 },{ -0.641650 , -0.448139 , -0.622460}},
21819 {{-0.018306 , 0.848386 , -0.067501 },{ -0.692746 , -0.400643 , -0.599657}},
21820 {{-0.020866 , 0.842241 , -0.060438 },{ -0.692746 , -0.400643 , -0.599657}},
21821 {{-0.023063 , 0.850295 , -0.063281 },{ -0.692746 , -0.400643 , -0.599657}},
21822 {{-0.023063 , 0.850295 , -0.063281 },{ -0.819516 , -0.376155 , -0.432320}},
21823 {{-0.020866 , 0.842241 , -0.060438 },{ -0.819516 , -0.376155 , -0.432320}},
21824 {{-0.024860 , 0.845196 , -0.055438 },{ -0.819516 , -0.376155 , -0.432320}},
21825 {{-0.020369 , 0.848333 , 0.003216 },{ -0.970604 , 0.186068 , 0.152664}},
21826 {{-0.020511 , 0.847214 , 0.003677 },{ -0.970604 , 0.186068 , 0.152664}},
21827 {{-0.019657 , 0.851019 , 0.004469 },{ -0.970604 , 0.186068 , 0.152664}},
21828 {{-0.019657 , 0.851019 , 0.004469 },{ -0.374792 , -0.308493 , 0.874279}},
21829 {{-0.021158 , 0.849079 , 0.003141 },{ -0.374792 , -0.308493 , 0.874279}},
21830 {{-0.020369 , 0.848333 , 0.003216 },{ -0.374792 , -0.308493 , 0.874279}},
21831 {{-0.020301 , 0.852026 , 0.004981 },{ -0.106797 , -0.504047 , 0.857048}},
21832 {{-0.021158 , 0.849079 , 0.003141 },{ -0.106797 , -0.504047 , 0.857048}},
21833 {{-0.019657 , 0.851019 , 0.004469 },{ -0.106797 , -0.504047 , 0.857048}},
21834 {{-0.033154 , 0.869804 , -0.030546 },{ -0.999048 , -0.043481 , 0.003676}},
21835 {{-0.033025 , 0.867414 , -0.023756 },{ -0.999048 , -0.043481 , 0.003676}},
21836 {{-0.033197 , 0.871290 , -0.024655 },{ -0.999048 , -0.043481 , 0.003676}},
21837 {{-0.033154 , 0.869804 , -0.030546 },{ -0.999787 , 0.003711 , 0.020300}},
21838 {{-0.033164 , 0.865775 , -0.030302 },{ -0.999787 , 0.003711 , 0.020300}},
21839 {{-0.033025 , 0.867414 , -0.023756 },{ -0.999787 , 0.003711 , 0.020300}},
21840 {{-0.020866 , 0.842241 , -0.060438 },{ -0.823951 , -0.294569 , -0.484080}},
21841 {{-0.029967 , 0.843603 , -0.045776 },{ -0.823951 , -0.294569 , -0.484080}},
21842 {{-0.024860 , 0.845196 , -0.055438 },{ -0.823951 , -0.294569 , -0.484080}},
21843 {{-0.020866 , 0.842241 , -0.060438 },{ -0.849261 , -0.105249 , -0.517377}},
21844 {{-0.025089 , 0.838141 , -0.052672 },{ -0.849261 , -0.105249 , -0.517377}},
21845 {{-0.029967 , 0.843603 , -0.045776 },{ -0.849261 , -0.105249 , -0.517377}},
21846 {{-0.032680 , 0.866552 , -0.052212 },{ -0.769311 , -0.506321 , -0.389614}},
21847 {{-0.033984 , 0.868157 , -0.051723 },{ -0.769311 , -0.506321 , -0.389614}},
21848 {{-0.035273 , 0.871112 , -0.053018 },{ -0.769311 , -0.506321 , -0.389614}},
21849 {{-0.032680 , 0.866552 , -0.052212 },{ -0.777605 , -0.507724 , -0.370873}},
21850 {{-0.035273 , 0.871112 , -0.053018 },{ -0.777605 , -0.507724 , -0.370873}},
21851 {{-0.034342 , 0.869841 , -0.053230 },{ -0.777605 , -0.507724 , -0.370873}},
21852 {{-0.035732 , 0.873180 , -0.053075 },{ -0.871955 , -0.180997 , 0.454901}},
21853 {{-0.035273 , 0.871112 , -0.053018 },{ -0.871955 , -0.180997 , 0.454901}},
21854 {{-0.033984 , 0.868157 , -0.051723 },{ -0.871955 , -0.180997 , 0.454901}},
21855 {{-0.035732 , 0.873180 , -0.053075 },{ -0.938899 , -0.268907 , 0.214845}},
21856 {{-0.033984 , 0.868157 , -0.051723 },{ -0.938899 , -0.268907 , 0.214845}},
21857 {{-0.033852 , 0.868197 , -0.051096 },{ -0.938899 , -0.268907 , 0.214845}},
21858 {{-0.000421 , 0.890586 , 0.015102 },{ -0.224096 , 0.166634 , 0.960216}},
21859 {{-0.004122 , 0.884439 , 0.015305 },{ -0.224096 , 0.166634 , 0.960216}},
21860 {{0.011560 , 0.887769 , 0.018387 },{ -0.224096 , 0.166634 , 0.960216}},
21861 {{0.011560 , 0.887769 , 0.018387 },{ -0.266677 , 0.485064 , 0.832824}},
21862 {{-0.004122 , 0.884439 , 0.015305 },{ -0.266677 , 0.485064 , 0.832824}},
21863 {{0.002416 , 0.883566 , 0.017907 },{ -0.266677 , 0.485064 , 0.832824}},
21864 {{-0.004122 , 0.884439 , 0.015305 },{ -0.355177 , 0.107681 , 0.928576}},
21865 {{-0.001927 , 0.879796 , 0.016683 },{ -0.355177 , 0.107681 , 0.928576}},
21866 {{0.002416 , 0.883566 , 0.017907 },{ -0.355177 , 0.107681 , 0.928576}},
21867 {{-0.004122 , 0.884439 , 0.015305 },{ -0.384866 , 0.090657 , 0.918509}},
21868 {{-0.006672 , 0.879804 , 0.014694 },{ -0.384866 , 0.090657 , 0.918509}},
21869 {{-0.001927 , 0.879796 , 0.016683 },{ -0.384866 , 0.090657 , 0.918509}},
21870 {{-0.004122 , 0.884439 , 0.015305 },{ -0.463027 , 0.139351 , 0.875321}},
21871 {{-0.012209 , 0.879553 , 0.011805 },{ -0.463027 , 0.139351 , 0.875321}},
21872 {{-0.006672 , 0.879804 , 0.014694 },{ -0.463027 , 0.139351 , 0.875321}},
21873 {{-0.004122 , 0.884439 , 0.015305 },{ -0.450780 , 0.111704 , 0.885618}},
21874 {{-0.011898 , 0.884344 , 0.011359 },{ -0.450780 , 0.111704 , 0.885618}},
21875 {{-0.012209 , 0.879553 , 0.011805 },{ -0.450780 , 0.111704 , 0.885618}},
21876 {{-0.011374 , 0.890545 , 0.010570 },{ -0.448863 , 0.150017 , 0.880918}},
21877 {{-0.011898 , 0.884344 , 0.011359 },{ -0.448863 , 0.150017 , 0.880918}},
21878 {{-0.004122 , 0.884439 , 0.015305 },{ -0.448863 , 0.150017 , 0.880918}},
21879 {{-0.000421 , 0.890586 , 0.015102 },{ -0.370730 , 0.252722 , 0.893695}},
21880 {{-0.011374 , 0.890545 , 0.010570 },{ -0.370730 , 0.252722 , 0.893695}},
21881 {{-0.004122 , 0.884439 , 0.015305 },{ -0.370730 , 0.252722 , 0.893695}},
21882 {{-0.032606 , 0.864204 , -0.039108 },{ -0.998013 , -0.001339 , -0.063001}},
21883 {{-0.033164 , 0.865775 , -0.030302 },{ -0.998013 , -0.001339 , -0.063001}},
21884 {{-0.033154 , 0.869804 , -0.030546 },{ -0.998013 , -0.001339 , -0.063001}},
21885 {{-0.032606 , 0.864204 , -0.039108 },{ -0.994248 , 0.048619 , -0.095435}},
21886 {{-0.033154 , 0.869804 , -0.030546 },{ -0.994248 , 0.048619 , -0.095435}},
21887 {{-0.032947 , 0.871181 , -0.032001 },{ -0.994248 , 0.048619 , -0.095435}},
21888 {{-0.033197 , 0.871290 , -0.024655 },{ -0.994781 , 0.095741 , -0.035275}},
21889 {{-0.032925 , 0.875220 , -0.021659 },{ -0.994781 , 0.095741 , -0.035275}},
21890 {{-0.032947 , 0.871181 , -0.032001 },{ -0.994781 , 0.095741 , -0.035275}},
21891 {{-0.033197 , 0.871290 , -0.024655 },{ -0.993096 , 0.111821 , -0.035456}},
21892 {{-0.032947 , 0.871181 , -0.032001 },{ -0.993096 , 0.111821 , -0.035456}},
21893 {{-0.033154 , 0.869804 , -0.030546 },{ -0.993096 , 0.111821 , -0.035456}},
21894 {{-0.016745 , 0.872466 , 0.003126 },{ -0.849254 , -0.454287 , 0.269058}},
21895 {{-0.013673 , 0.868475 , 0.006084 },{ -0.849254 , -0.454287 , 0.269058}},
21896 {{-0.016268 , 0.872484 , 0.004662 },{ -0.849254 , -0.454287 , 0.269058}},
21897 {{-0.015184 , 0.870671 , 0.002376 },{ -0.766433 , -0.638919 , -0.066062}},
21898 {{-0.013673 , 0.868475 , 0.006084 },{ -0.766433 , -0.638919 , -0.066062}},
21899 {{-0.016745 , 0.872466 , 0.003126 },{ -0.766433 , -0.638919 , -0.066062}},
21900 {{-0.016745 , 0.872466 , 0.003126 },{ -0.670197 , -0.705160 , 0.231484}},
21901 {{-0.018489 , 0.874026 , 0.002829 },{ -0.670197 , -0.705160 , 0.231484}},
21902 {{-0.017091 , 0.872395 , 0.001908 },{ -0.670197 , -0.705160 , 0.231484}},
21903 {{-0.016745 , 0.872466 , 0.003126 },{ -0.682963 , -0.691844 , 0.234335}},
21904 {{-0.017091 , 0.872395 , 0.001908 },{ -0.682963 , -0.691844 , 0.234335}},
21905 {{-0.015184 , 0.870671 , 0.002376 },{ -0.682963 , -0.691844 , 0.234335}},
21906 {{-0.016745 , 0.872466 , 0.003126 },{ -0.661605 , -0.679085 , 0.317997}},
21907 {{-0.019344 , 0.875567 , 0.004341 },{ -0.661605 , -0.679085 , 0.317997}},
21908 {{-0.018489 , 0.874026 , 0.002829 },{ -0.661605 , -0.679085 , 0.317997}},
21909 {{-0.016745 , 0.872466 , 0.003126 },{ -0.701297 , -0.676193 , 0.225711}},
21910 {{-0.016268 , 0.872484 , 0.004662 },{ -0.701297 , -0.676193 , 0.225711}},
21911 {{-0.019344 , 0.875567 , 0.004341 },{ -0.701297 , -0.676193 , 0.225711}},
21912 {{-0.013760 , 0.814305 , 0.006029 },{ -0.603709 , -0.693385 , 0.393386}},
21913 {{-0.016208 , 0.817486 , 0.007879 },{ -0.603709 , -0.693385 , 0.393386}},
21914 {{-0.018328 , 0.817152 , 0.004037 },{ -0.603709 , -0.693385 , 0.393386}},
21915 {{-0.018328 , 0.817152 , 0.004037 },{ -0.514704 , -0.252566 , 0.819323}},
21916 {{-0.015634 , 0.812567 , 0.004316 },{ -0.514704 , -0.252566 , 0.819323}},
21917 {{-0.013760 , 0.814305 , 0.006029 },{ -0.514704 , -0.252566 , 0.819323}},
21918 {{-0.018328 , 0.817152 , 0.004037 },{ -0.422496 , -0.194374 , 0.885277}},
21919 {{-0.016872 , 0.811127 , 0.003409 },{ -0.422496 , -0.194374 , 0.885277}},
21920 {{-0.015634 , 0.812567 , 0.004316 },{ -0.422496 , -0.194374 , 0.885277}},
21921 {{-0.019652 , 0.814882 , 0.000837 },{ -0.818169 , -0.251606 , 0.517004}},
21922 {{-0.016872 , 0.811127 , 0.003409 },{ -0.818169 , -0.251606 , 0.517004}},
21923 {{-0.018328 , 0.817152 , 0.004037 },{ -0.818169 , -0.251606 , 0.517004}},
21924 {{-0.021538 , 0.819195 , -0.000761 },{ -0.851499 , -0.191483 , 0.488143}},
21925 {{-0.019652 , 0.814882 , 0.000837 },{ -0.851499 , -0.191483 , 0.488143}},
21926 {{-0.018328 , 0.817152 , 0.004037 },{ -0.851499 , -0.191483 , 0.488143}},
21927 {{-0.021538 , 0.819195 , -0.000761 },{ -0.831730 , -0.398143 , 0.386921}},
21928 {{-0.018328 , 0.817152 , 0.004037 },{ -0.831730 , -0.398143 , 0.386921}},
21929 {{-0.020367 , 0.820706 , 0.003311 },{ -0.831730 , -0.398143 , 0.386921}},
21930 {{0.001502 , 0.863140 , 0.011723 },{ -0.404487 , 0.671269 , 0.621118}},
21931 {{-0.000044 , 0.864592 , 0.009147 },{ -0.404487 , 0.671269 , 0.621118}},
21932 {{-0.001075 , 0.863868 , 0.009258 },{ -0.404487 , 0.671269 , 0.621118}},
21933 {{-0.001075 , 0.863868 , 0.009258 },{ -0.580830 , 0.380531 , 0.719606}},
21934 {{0.000391 , 0.862263 , 0.011290 },{ -0.580830 , 0.380531 , 0.719606}},
21935 {{0.001502 , 0.863140 , 0.011723 },{ -0.580830 , 0.380531 , 0.719606}},
21936 {{0.001536 , 0.859630 , 0.012803 },{ -0.821886 , -0.030540 , 0.568834}},
21937 {{0.000391 , 0.862263 , 0.011290 },{ -0.821886 , -0.030540 , 0.568834}},
21938 {{-0.001075 , 0.863868 , 0.009258 },{ -0.821886 , -0.030540 , 0.568834}},
21939 {{0.001536 , 0.859630 , 0.012803 },{ 0.220118 , 0.702083 , 0.677221}},
21940 {{-0.001075 , 0.863868 , 0.009258 },{ 0.220118 , 0.702083 , 0.677221}},
21941 {{-0.002063 , 0.864526 , 0.008897 },{ 0.220118 , 0.702083 , 0.677221}},
21942 {{-0.000590 , 0.866502 , 0.006950 },{ 0.147147 , 0.636393 , 0.757200}},
21943 {{-0.002063 , 0.864526 , 0.008897 },{ 0.147147 , 0.636393 , 0.757200}},
21944 {{-0.001075 , 0.863868 , 0.009258 },{ 0.147147 , 0.636393 , 0.757200}},
21945 {{-0.000590 , 0.866502 , 0.006950 },{ -0.383809 , 0.647526 , 0.658332}},
21946 {{-0.001075 , 0.863868 , 0.009258 },{ -0.383809 , 0.647526 , 0.658332}},
21947 {{-0.000044 , 0.864592 , 0.009147 },{ -0.383809 , 0.647526 , 0.658332}},
21948 {{-0.012068 , 0.870191 , 0.011347 },{ 0.048580 , 0.454070 , 0.889641}},
21949 {{-0.013134 , 0.866745 , 0.013164 },{ 0.048580 , 0.454070 , 0.889641}},
21950 {{-0.010811 , 0.866471 , 0.013177 },{ 0.048580 , 0.454070 , 0.889641}},
21951 {{-0.012068 , 0.870191 , 0.011347 },{ 0.229799 , 0.491027 , 0.840288}},
21952 {{-0.010811 , 0.866471 , 0.013177 },{ 0.229799 , 0.491027 , 0.840288}},
21953 {{-0.009043 , 0.869761 , 0.010771 },{ 0.229799 , 0.491027 , 0.840288}},
21954 {{-0.009043 , 0.869761 , 0.010771 },{ 0.386179 , 0.400244 , 0.831066}},
21955 {{-0.010811 , 0.866471 , 0.013177 },{ 0.386179 , 0.400244 , 0.831066}},
21956 {{-0.005263 , 0.868784 , 0.009485 },{ 0.386179 , 0.400244 , 0.831066}},
21957 {{-0.005263 , 0.868784 , 0.009485 },{ 0.361280 , 0.443060 , 0.820472}},
21958 {{-0.010811 , 0.866471 , 0.013177 },{ 0.361280 , 0.443060 , 0.820472}},
21959 {{-0.008557 , 0.865896 , 0.012495 },{ 0.361280 , 0.443060 , 0.820472}},
21960 {{-0.010811 , 0.866471 , 0.013177 },{ 0.362157 , 0.454238 , 0.813947}},
21961 {{-0.010373 , 0.862676 , 0.015100 },{ 0.362157 , 0.454238 , 0.813947}},
21962 {{-0.008557 , 0.865896 , 0.012495 },{ 0.362157 , 0.454238 , 0.813947}},
21963 {{-0.010811 , 0.866471 , 0.013177 },{ 0.172537 , 0.460993 , 0.870469}},
21964 {{-0.012377 , 0.862852 , 0.015404 },{ 0.172537 , 0.460993 , 0.870469}},
21965 {{-0.010373 , 0.862676 , 0.015100 },{ 0.172537 , 0.460993 , 0.870469}},
21966 {{-0.010811 , 0.866471 , 0.013177 },{ -0.152092 , 0.564888 , 0.811030}},
21967 {{-0.014197 , 0.862988 , 0.014968 },{ -0.152092 , 0.564888 , 0.811030}},
21968 {{-0.012377 , 0.862852 , 0.015404 },{ -0.152092 , 0.564888 , 0.811030}},
21969 {{-0.013134 , 0.866745 , 0.013164 },{ 0.044721 , 0.422106 , 0.905443}},
21970 {{-0.014197 , 0.862988 , 0.014968 },{ 0.044721 , 0.422106 , 0.905443}},
21971 {{-0.010811 , 0.866471 , 0.013177 },{ 0.044721 , 0.422106 , 0.905443}},
21972 {{-0.005263 , 0.868784 , 0.009485 },{ 0.371347 , 0.432671 , 0.821521}},
21973 {{-0.008557 , 0.865896 , 0.012495 },{ 0.371347 , 0.432671 , 0.821521}},
21974 {{-0.007545 , 0.865223 , 0.012392 },{ 0.371347 , 0.432671 , 0.821521}},
21975 {{-0.005263 , 0.868784 , 0.009485 },{ 0.615433 , 0.222802 , 0.756044}},
21976 {{-0.007545 , 0.865223 , 0.012392 },{ 0.615433 , 0.222802 , 0.756044}},
21977 {{-0.005789 , 0.865829 , 0.010784 },{ 0.615433 , 0.222802 , 0.756044}},
21978 {{-0.005789 , 0.865829 , 0.010784 },{ 0.544676 , 0.390732 , 0.742062}},
21979 {{-0.007545 , 0.865223 , 0.012392 },{ 0.544676 , 0.390732 , 0.742062}},
21980 {{-0.006351 , 0.862835 , 0.012773 },{ 0.544676 , 0.390732 , 0.742062}},
21981 {{-0.007545 , 0.865223 , 0.012392 },{ 0.494304 , 0.372469 , 0.785450}},
21982 {{-0.008506 , 0.862652 , 0.014216 },{ 0.494304 , 0.372469 , 0.785450}},
21983 {{-0.006351 , 0.862835 , 0.012773 },{ 0.494304 , 0.372469 , 0.785450}},
21984 {{-0.010373 , 0.862676 , 0.015100 },{ 0.390673 , 0.431022 , 0.813385}},
21985 {{-0.008506 , 0.862652 , 0.014216 },{ 0.390673 , 0.431022 , 0.813385}},
21986 {{-0.007545 , 0.865223 , 0.012392 },{ 0.390673 , 0.431022 , 0.813385}},
21987 {{-0.010373 , 0.862676 , 0.015100 },{ 0.377979 , 0.444044 , 0.812377}},
21988 {{-0.007545 , 0.865223 , 0.012392 },{ 0.377979 , 0.444044 , 0.812377}},
21989 {{-0.008557 , 0.865896 , 0.012495 },{ 0.377979 , 0.444044 , 0.812377}},
21990 {{0.041724 , 0.863276 , 0.002772 },{ 0.657893 , -0.171420 , 0.733343}},
21991 {{0.031117 , 0.855427 , 0.010453 },{ 0.657893 , -0.171420 , 0.733343}},
21992 {{0.028611 , 0.844312 , 0.010103 },{ 0.657893 , -0.171420 , 0.733343}},
21993 {{0.041724 , 0.863276 , 0.002772 },{ 0.635708 , -0.146594 , 0.757882}},
21994 {{0.028611 , 0.844312 , 0.010103 },{ 0.635708 , -0.146594 , 0.757882}},
21995 {{0.036428 , 0.849414 , 0.004533 },{ 0.635708 , -0.146594 , 0.757882}},
21996 {{0.036428 , 0.849414 , 0.004533 },{ 0.642169 , -0.167156 , 0.748116}},
21997 {{0.028611 , 0.844312 , 0.010103 },{ 0.642169 , -0.167156 , 0.748116}},
21998 {{0.031609 , 0.836786 , 0.005848 },{ 0.642169 , -0.167156 , 0.748116}},
21999 {{0.028611 , 0.844312 , 0.010103 },{ 0.673185 , -0.142121 , 0.725689}},
22000 {{0.026915 , 0.834425 , 0.009740 },{ 0.673185 , -0.142121 , 0.725689}},
22001 {{0.031609 , 0.836786 , 0.005848 },{ 0.673185 , -0.142121 , 0.725689}},
22002 {{0.028611 , 0.844312 , 0.010103 },{ 0.624126 , -0.135315 , 0.769517}},
22003 {{0.022335 , 0.830156 , 0.012704 },{ 0.624126 , -0.135315 , 0.769517}},
22004 {{0.026915 , 0.834425 , 0.009740 },{ 0.624126 , -0.135315 , 0.769517}},
22005 {{0.028611 , 0.844312 , 0.010103 },{ 0.489749 , -0.057280 , 0.869980}},
22006 {{0.019722 , 0.840682 , 0.014868 },{ 0.489749 , -0.057280 , 0.869980}},
22007 {{0.022335 , 0.830156 , 0.012704 },{ 0.489749 , -0.057280 , 0.869980}},
22008 {{0.017688 , 0.851174 , 0.017021 },{ 0.496427 , -0.081115 , 0.864280}},
22009 {{0.019722 , 0.840682 , 0.014868 },{ 0.496427 , -0.081115 , 0.864280}},
22010 {{0.028611 , 0.844312 , 0.010103 },{ 0.496427 , -0.081115 , 0.864280}},
22011 {{0.031117 , 0.855427 , 0.010453 },{ 0.469178 , -0.133270 , 0.872989}},
22012 {{0.017688 , 0.851174 , 0.017021 },{ 0.469178 , -0.133270 , 0.872989}},
22013 {{0.028611 , 0.844312 , 0.010103 },{ 0.469178 , -0.133270 , 0.872989}},
22014 {{0.011560 , 0.887769 , 0.018387 },{ 0.351920 , 0.121055 , 0.928169}},
22015 {{0.019922 , 0.881800 , 0.015995 },{ 0.351920 , 0.121055 , 0.928169}},
22016 {{0.023855 , 0.882197 , 0.014452 },{ 0.351920 , 0.121055 , 0.928169}},
22017 {{0.011560 , 0.887769 , 0.018387 },{ 0.306287 , 0.003579 , 0.951932}},
22018 {{0.023855 , 0.882197 , 0.014452 },{ 0.306287 , 0.003579 , 0.951932}},
22019 {{0.023077 , 0.886804 , 0.014685 },{ 0.306287 , 0.003579 , 0.951932}},
22020 {{0.023077 , 0.886804 , 0.014685 },{ 0.340711 , 0.009991 , 0.940115}},
22021 {{0.023855 , 0.882197 , 0.014452 },{ 0.340711 , 0.009991 , 0.940115}},
22022 {{0.033515 , 0.883710 , 0.010935 },{ 0.340711 , 0.009991 , 0.940115}},
22023 {{0.033515 , 0.883710 , 0.010935 },{ 0.362245 , -0.193249 , 0.911830}},
22024 {{0.023855 , 0.882197 , 0.014452 },{ 0.362245 , -0.193249 , 0.911830}},
22025 {{0.030111 , 0.878641 , 0.011213 },{ 0.362245 , -0.193249 , 0.911830}},
22026 {{0.023855 , 0.882197 , 0.014452 },{ 0.405193 , -0.113445 , 0.907165}},
22027 {{0.027094 , 0.875086 , 0.012116 },{ 0.405193 , -0.113445 , 0.907165}},
22028 {{0.030111 , 0.878641 , 0.011213 },{ 0.405193 , -0.113445 , 0.907165}},
22029 {{0.023855 , 0.882197 , 0.014452 },{ 0.373525 , -0.131511 , 0.918250}},
22030 {{0.019922 , 0.881800 , 0.015995 },{ 0.373525 , -0.131511 , 0.918250}},
22031 {{0.027094 , 0.875086 , 0.012116 },{ 0.373525 , -0.131511 , 0.918250}},
22032 {{-0.030201 , 0.852676 , -0.056698 },{ -0.957233 , 0.282361 , -0.063060}},
22033 {{-0.030543 , 0.851628 , -0.056199 },{ -0.957233 , 0.282361 , -0.063060}},
22034 {{-0.030498 , 0.852374 , -0.053542 },{ -0.957233 , 0.282361 , -0.063060}},
22035 {{-0.030543 , 0.851628 , -0.056199 },{ -0.999821 , 0.013664 , 0.013098}},
22036 {{-0.030529 , 0.850856 , -0.054325 },{ -0.999821 , 0.013664 , 0.013098}},
22037 {{-0.030498 , 0.852374 , -0.053542 },{ -0.999821 , 0.013664 , 0.013098}},
22038 {{-0.030543 , 0.851628 , -0.056199 },{ -0.935435 , -0.329257 , -0.128650}},
22039 {{-0.030149 , 0.850173 , -0.055340 },{ -0.935435 , -0.329257 , -0.128650}},
22040 {{-0.030529 , 0.850856 , -0.054325 },{ -0.935435 , -0.329257 , -0.128650}},
22041 {{-0.030109 , 0.851448 , -0.057729 },{ -0.904117 , -0.370491 , -0.212859}},
22042 {{-0.030149 , 0.850173 , -0.055340 },{ -0.904117 , -0.370491 , -0.212859}},
22043 {{-0.030543 , 0.851628 , -0.056199 },{ -0.904117 , -0.370491 , -0.212859}},
22044 {{-0.030196 , 0.854050 , -0.060182 },{ -0.937931 , -0.253994 , -0.236161}},
22045 {{-0.030109 , 0.851448 , -0.057729 },{ -0.937931 , -0.253994 , -0.236161}},
22046 {{-0.030543 , 0.851628 , -0.056199 },{ -0.937931 , -0.253994 , -0.236161}},
22047 {{-0.030196 , 0.854050 , -0.060182 },{ -0.918508 , 0.368279 , 0.143921}},
22048 {{-0.030543 , 0.851628 , -0.056199 },{ -0.918508 , 0.368279 , 0.143921}},
22049 {{-0.030201 , 0.852676 , -0.056698 },{ -0.918508 , 0.368279 , 0.143921}},
22050 {{-0.016701 , 0.862513 , 0.004680 },{ -0.872930 , 0.487273 , 0.023632}},
22051 {{-0.019241 , 0.857949 , 0.004962 },{ -0.872930 , 0.487273 , 0.023632}},
22052 {{-0.016386 , 0.862959 , 0.007119 },{ -0.872930 , 0.487273 , 0.023632}},
22053 {{-0.019241 , 0.857949 , 0.004962 },{ -0.880789 , 0.380705 , 0.281556}},
22054 {{-0.018069 , 0.858623 , 0.007717 },{ -0.880789 , 0.380705 , 0.281556}},
22055 {{-0.016386 , 0.862959 , 0.007119 },{ -0.880789 , 0.380705 , 0.281556}},
22056 {{-0.019241 , 0.857949 , 0.004962 },{ -0.912204 , 0.245595 , 0.327975}},
22057 {{-0.019347 , 0.854007 , 0.007619 },{ -0.912204 , 0.245595 , 0.327975}},
22058 {{-0.018069 , 0.858623 , 0.007717 },{ -0.912204 , 0.245595 , 0.327975}},
22059 {{-0.021293 , 0.853817 , 0.004655 },{ -0.791439 , 0.356130 , 0.496785}},
22060 {{-0.019347 , 0.854007 , 0.007619 },{ -0.791439 , 0.356130 , 0.496785}},
22061 {{-0.019241 , 0.857949 , 0.004962 },{ -0.791439 , 0.356130 , 0.496785}},
22062 {{-0.023619 , 0.849358 , 0.001589 },{ -0.896117 , 0.442309 , 0.036563}},
22063 {{-0.021293 , 0.853817 , 0.004655 },{ -0.896117 , 0.442309 , 0.036563}},
22064 {{-0.019241 , 0.857949 , 0.004962 },{ -0.896117 , 0.442309 , 0.036563}},
22065 {{-0.022082 , 0.853537 , 0.001028 },{ -0.899623 , 0.363380 , 0.242145}},
22066 {{-0.023619 , 0.849358 , 0.001589 },{ -0.899623 , 0.363380 , 0.242145}},
22067 {{-0.019241 , 0.857949 , 0.004962 },{ -0.899623 , 0.363380 , 0.242145}},
22068 {{-0.020557 , 0.859905 , 0.000355 },{ -0.896522 , 0.253119 , 0.363563}},
22069 {{-0.022082 , 0.853537 , 0.001028 },{ -0.896522 , 0.253119 , 0.363563}},
22070 {{-0.019241 , 0.857949 , 0.004962 },{ -0.896522 , 0.253119 , 0.363563}},
22071 {{-0.020557 , 0.859905 , 0.000355 },{ -0.782064 , 0.461144 , 0.419192}},
22072 {{-0.019241 , 0.857949 , 0.004962 },{ -0.782064 , 0.461144 , 0.419192}},
22073 {{-0.016701 , 0.862513 , 0.004680 },{ -0.782064 , 0.461144 , 0.419192}},
22074 {{-0.020367 , 0.820706 , 0.003311 },{ -0.861626 , -0.444164 , 0.245599}},
22075 {{-0.018328 , 0.817152 , 0.004037 },{ -0.861626 , -0.444164 , 0.245599}},
22076 {{-0.018636 , 0.820443 , 0.008908 },{ -0.861626 , -0.444164 , 0.245599}},
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22081 {{-0.020335 , 0.843784 , 0.014637 },{ 0.020044 , -0.778735 , -0.627033}},
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22084 {{-0.019318 , 0.844427 , 0.013871 },{ -0.018137 , -0.786024 , -0.617930}},
22085 {{-0.017682 , 0.843361 , 0.015179 },{ -0.018137 , -0.786024 , -0.617930}},
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22087 {{-0.017682 , 0.843361 , 0.015179 },{ 0.345179 , -0.468264 , -0.813376}},
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22089 {{-0.016930 , 0.844353 , 0.014927 },{ 0.339215 , -0.492351 , -0.801576}},
22090 {{-0.019318 , 0.844427 , 0.013871 },{ 0.339215 , -0.492351 , -0.801576}},
22091 {{-0.018526 , 0.845632 , 0.013466 },{ 0.339215 , -0.492351 , -0.801576}},
22092 {{-0.018526 , 0.845632 , 0.013466 },{ 0.649885 , -0.588698 , -0.480712}},
22093 {{-0.019318 , 0.844427 , 0.013871 },{ 0.649885 , -0.588698 , -0.480712}},
22094 {{-0.020265 , 0.845374 , 0.011431 },{ 0.649885 , -0.588698 , -0.480712}},
22095 {{-0.018526 , 0.845632 , 0.013466 },{ 0.661185 , -0.565191 , -0.493349}},
22096 {{-0.020265 , 0.845374 , 0.011431 },{ 0.661185 , -0.565191 , -0.493349}},
22097 {{-0.019461 , 0.846813 , 0.010860 },{ 0.661185 , -0.565191 , -0.493349}},
22098 {{-0.023619 , 0.849358 , 0.001589 },{ -0.749398 , -0.108791 , 0.653121}},
22099 {{-0.022879 , 0.848571 , 0.002307 },{ -0.749398 , -0.108791 , 0.653121}},
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22102 {{-0.021659 , 0.852102 , 0.004295 },{ -0.838462 , 0.065368 , 0.541025}},
22103 {{-0.021293 , 0.853817 , 0.004655 },{ -0.838462 , 0.065368 , 0.541025}},
22104 {{-0.021659 , 0.852102 , 0.004295 },{ -0.836097 , 0.064065 , 0.544829}},
22105 {{-0.019347 , 0.854007 , 0.007619 },{ -0.836097 , 0.064065 , 0.544829}},
22106 {{-0.021293 , 0.853817 , 0.004655 },{ -0.836097 , 0.064065 , 0.544829}},
22107 {{-0.019347 , 0.854007 , 0.007619 },{ -0.361227 , -0.678221 , 0.639947}},
22108 {{-0.021659 , 0.852102 , 0.004295 },{ -0.361227 , -0.678221 , 0.639947}},
22109 {{-0.020301 , 0.852026 , 0.004981 },{ -0.361227 , -0.678221 , 0.639947}},
22110 {{-0.021659 , 0.852102 , 0.004295 },{ -0.433468 , -0.383197 , 0.815638}},
22111 {{-0.021158 , 0.849079 , 0.003141 },{ -0.433468 , -0.383197 , 0.815638}},
22112 {{-0.020301 , 0.852026 , 0.004981 },{ -0.433468 , -0.383197 , 0.815638}},
22113 {{-0.021659 , 0.852102 , 0.004295 },{ -0.308656 , -0.383440 , 0.870463}},
22114 {{-0.022879 , 0.848571 , 0.002307 },{ -0.308656 , -0.383440 , 0.870463}},
22115 {{-0.021158 , 0.849079 , 0.003141 },{ -0.308656 , -0.383440 , 0.870463}},
22116 {{0.023368 , 0.823087 , -0.078125 },{ 0.013621 , 0.362376 , -0.931932}},
22117 {{0.013763 , 0.806418 , -0.084747 },{ 0.013621 , 0.362376 , -0.931932}},
22118 {{0.003927 , 0.821084 , -0.079188 },{ 0.013621 , 0.362376 , -0.931932}},
22119 {{0.023368 , 0.823087 , -0.078125 },{ 0.236341 , 0.238061 , -0.942056}},
22120 {{0.032494 , 0.811803 , -0.078687 },{ 0.236341 , 0.238061 , -0.942056}},
22121 {{0.013763 , 0.806418 , -0.084747 },{ 0.236341 , 0.238061 , -0.942056}},
22122 {{0.023368 , 0.823087 , -0.078125 },{ 0.590451 , 0.508735 , -0.626543}},
22123 {{0.047490 , 0.814479 , -0.062382 },{ 0.590451 , 0.508735 , -0.626543}},
22124 {{0.032494 , 0.811803 , -0.078687 },{ 0.590451 , 0.508735 , -0.626543}},
22125 {{0.023368 , 0.823087 , -0.078125 },{ 0.560921 , 0.062041 , -0.825541}},
22126 {{0.040831 , 0.823042 , -0.066263 },{ 0.560921 , 0.062041 , -0.825541}},
22127 {{0.047490 , 0.814479 , -0.062382 },{ 0.560921 , 0.062041 , -0.825541}},
22128 {{0.035653 , 0.834253 , -0.069663 },{ 0.561888 , 0.008660 , -0.827168}},
22129 {{0.040831 , 0.823042 , -0.066263 },{ 0.561888 , 0.008660 , -0.827168}},
22130 {{0.023368 , 0.823087 , -0.078125 },{ 0.561888 , 0.008660 , -0.827168}},
22131 {{0.016993 , 0.836683 , -0.077401 },{ 0.398264 , 0.233971 , -0.886929}},
22132 {{0.035653 , 0.834253 , -0.069663 },{ 0.398264 , 0.233971 , -0.886929}},
22133 {{0.023368 , 0.823087 , -0.078125 },{ 0.398264 , 0.233971 , -0.886929}},
22134 {{-0.006845 , 0.842749 , -0.075257 },{ -0.086408 , 0.012532 , -0.996181}},
22135 {{0.016993 , 0.836683 , -0.077401 },{ -0.086408 , 0.012532 , -0.996181}},
22136 {{0.023368 , 0.823087 , -0.078125 },{ -0.086408 , 0.012532 , -0.996181}},
22137 {{-0.006845 , 0.842749 , -0.075257 },{ 0.033557 , 0.194558 , -0.980317}},
22138 {{0.023368 , 0.823087 , -0.078125 },{ 0.033557 , 0.194558 , -0.980317}},
22139 {{0.003927 , 0.821084 , -0.079188 },{ 0.033557 , 0.194558 , -0.980317}},
22140 {{-0.017546 , 0.846437 , 0.007323 },{ -0.502531 , 0.341223 , 0.794374}},
22141 {{-0.015884 , 0.845239 , 0.008889 },{ -0.502531 , 0.341223 , 0.794374}},
22142 {{-0.015407 , 0.846591 , 0.008610 },{ -0.502531 , 0.341223 , 0.794374}},
22143 {{-0.017546 , 0.846437 , 0.007323 },{ -0.498052 , 0.372150 , 0.783230}},
22144 {{-0.015407 , 0.846591 , 0.008610 },{ -0.498052 , 0.372150 , 0.783230}},
22145 {{-0.017020 , 0.847846 , 0.006988 },{ -0.498052 , 0.372150 , 0.783230}},
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22147 {{-0.015407 , 0.846591 , 0.008610 },{ -0.785072 , -0.416517 , 0.458449}},
22148 {{-0.016730 , 0.848356 , 0.007948 },{ -0.785072 , -0.416517 , 0.458449}},
22149 {{-0.016730 , 0.848356 , 0.007948 },{ -0.710323 , -0.292271 , 0.640327}},
22150 {{-0.015407 , 0.846591 , 0.008610 },{ -0.710323 , -0.292271 , 0.640327}},
22151 {{-0.015447 , 0.847661 , 0.009054 },{ -0.710323 , -0.292271 , 0.640327}},
22152 {{-0.015407 , 0.846591 , 0.008610 },{ -0.966835 , -0.127886 , 0.221079}},
22153 {{-0.014814 , 0.846485 , 0.011142 },{ -0.966835 , -0.127886 , 0.221079}},
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22155 {{-0.015407 , 0.846591 , 0.008610 },{ -0.938040 , -0.277094 , 0.208086}},
22156 {{-0.014443 , 0.845416 , 0.011391 },{ -0.938040 , -0.277094 , 0.208086}},
22157 {{-0.014814 , 0.846485 , 0.011142 },{ -0.938040 , -0.277094 , 0.208086}},
22158 {{-0.015884 , 0.845239 , 0.008889 },{ -0.820743 , 0.355044 , 0.447577}},
22159 {{-0.014882 , 0.844139 , 0.011599 },{ -0.820743 , 0.355044 , 0.447577}},
22160 {{-0.014443 , 0.845416 , 0.011391 },{ -0.820743 , 0.355044 , 0.447577}},
22161 {{-0.015884 , 0.845239 , 0.008889 },{ -0.813518 , 0.378180 , 0.441779}},
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22163 {{-0.015407 , 0.846591 , 0.008610 },{ -0.813518 , 0.378180 , 0.441779}},
22164 {{-0.018509 , 0.854854 , 0.015055 },{ -0.847544 , 0.383619 , 0.366750}},
22165 {{-0.017627 , 0.854750 , 0.017202 },{ -0.847544 , 0.383619 , 0.366750}},
22166 {{-0.016592 , 0.858615 , 0.015551 },{ -0.847544 , 0.383619 , 0.366750}},
22167 {{-0.017742 , 0.858606 , 0.014019 },{ -0.760551 , 0.312598 , 0.569073}},
22168 {{-0.018509 , 0.854854 , 0.015055 },{ -0.760551 , 0.312598 , 0.569073}},
22169 {{-0.016592 , 0.858615 , 0.015551 },{ -0.760551 , 0.312598 , 0.569073}},
22170 {{-0.016581 , 0.862679 , 0.011854 },{ -0.703158 , 0.479514 , 0.525010}},
22171 {{-0.017742 , 0.858606 , 0.014019 },{ -0.703158 , 0.479514 , 0.525010}},
22172 {{-0.016592 , 0.858615 , 0.015551 },{ -0.703158 , 0.479514 , 0.525010}},
22173 {{-0.016581 , 0.862679 , 0.011854 },{ -0.807244 , 0.398367 , 0.435501}},
22174 {{-0.016592 , 0.858615 , 0.015551 },{ -0.807244 , 0.398367 , 0.435501}},
22175 {{-0.015515 , 0.862891 , 0.013636 },{ -0.807244 , 0.398367 , 0.435501}},
22176 {{-0.015515 , 0.862891 , 0.013636 },{ -0.654063 , 0.440236 , 0.615137}},
22177 {{-0.016592 , 0.858615 , 0.015551 },{ -0.654063 , 0.440236 , 0.615137}},
22178 {{-0.014197 , 0.862988 , 0.014968 },{ -0.654063 , 0.440236 , 0.615137}},
22179 {{-0.014197 , 0.862988 , 0.014968 },{ -0.603490 , 0.420822 , 0.677280}},
22180 {{-0.016592 , 0.858615 , 0.015551 },{ -0.603490 , 0.420822 , 0.677280}},
22181 {{-0.015254 , 0.858609 , 0.016747 },{ -0.603490 , 0.420822 , 0.677280}},
22182 {{-0.017627 , 0.854750 , 0.017202 },{ -0.593435 , 0.444070 , 0.671295}},
22183 {{-0.016265 , 0.854676 , 0.018455 },{ -0.593435 , 0.444070 , 0.671295}},
22184 {{-0.015254 , 0.858609 , 0.016747 },{ -0.593435 , 0.444070 , 0.671295}},
22185 {{-0.017627 , 0.854750 , 0.017202 },{ -0.595650 , 0.445119 , 0.668633}},
22186 {{-0.015254 , 0.858609 , 0.016747 },{ -0.595650 , 0.445119 , 0.668633}},
22187 {{-0.016592 , 0.858615 , 0.015551 },{ -0.595650 , 0.445119 , 0.668633}},
22188 {{-0.019318 , 0.844427 , 0.013871 },{ 0.334583 , -0.827439 , -0.450998}},
22189 {{-0.021646 , 0.844524 , 0.011966 },{ 0.334583 , -0.827439 , -0.450998}},
22190 {{-0.020265 , 0.845374 , 0.011431 },{ 0.334583 , -0.827439 , -0.450998}},
22191 {{-0.019318 , 0.844427 , 0.013871 },{ 0.273380 , -0.884057 , -0.379087}},
22192 {{-0.020335 , 0.843784 , 0.014637 },{ 0.273380 , -0.884057 , -0.379087}},
22193 {{-0.021646 , 0.844524 , 0.011966 },{ 0.273380 , -0.884057 , -0.379087}},
22194 {{-0.015982 , 0.842412 , 0.012291 },{ -0.894277 , 0.383836 , -0.230084}},
22195 {{-0.016612 , 0.842248 , 0.014466 },{ -0.894277 , 0.383836 , -0.230084}},
22196 {{-0.016230 , 0.842951 , 0.014154 },{ -0.894277 , 0.383836 , -0.230084}},
22197 {{-0.015982 , 0.842412 , 0.012291 },{ -0.927230 , 0.308285 , -0.212615}},
22198 {{-0.016230 , 0.842951 , 0.014154 },{ -0.927230 , 0.308285 , -0.212615}},
22199 {{-0.015633 , 0.843161 , 0.011855 },{ -0.927230 , 0.308285 , -0.212615}},
22200 {{-0.015633 , 0.843161 , 0.011855 },{ -0.772231 , 0.618809 , -0.143994}},
22201 {{-0.016230 , 0.842951 , 0.014154 },{ -0.772231 , 0.618809 , -0.143994}},
22202 {{-0.015473 , 0.843850 , 0.013958 },{ -0.772231 , 0.618809 , -0.143994}},
22203 {{-0.015633 , 0.843161 , 0.011855 },{ -0.802545 , 0.582316 , -0.129732}},
22204 {{-0.015473 , 0.843850 , 0.013958 },{ -0.802545 , 0.582316 , -0.129732}},
22205 {{-0.014882 , 0.844139 , 0.011599 },{ -0.802545 , 0.582316 , -0.129732}},
22206 {{-0.015473 , 0.843850 , 0.013958 },{ -0.510214 , 0.250205 , -0.822848}},
22207 {{-0.016230 , 0.842951 , 0.014154 },{ -0.510214 , 0.250205 , -0.822848}},
22208 {{-0.017682 , 0.843361 , 0.015179 },{ -0.510214 , 0.250205 , -0.822848}},
22209 {{-0.015473 , 0.843850 , 0.013958 },{ -0.505098 , 0.167826 , -0.846588}},
22210 {{-0.017682 , 0.843361 , 0.015179 },{ -0.505098 , 0.167826 , -0.846588}},
22211 {{-0.016930 , 0.844353 , 0.014927 },{ -0.505098 , 0.167826 , -0.846588}},
22212 {{0.012207 , 0.787023 , -0.081132 },{ -0.467557 , -0.401977 , -0.787277}},
22213 {{0.006638 , 0.770819 , -0.069551 },{ -0.467557 , -0.401977 , -0.787277}},
22214 {{0.001961 , 0.778670 , -0.070782 },{ -0.467557 , -0.401977 , -0.787277}},
22215 {{0.012207 , 0.787023 , -0.081132 },{ -0.236477 , -0.509865 , -0.827113}},
22216 {{0.021457 , 0.779151 , -0.078924 },{ -0.236477 , -0.509865 , -0.827113}},
22217 {{0.006638 , 0.770819 , -0.069551 },{ -0.236477 , -0.509865 , -0.827113}},
22218 {{0.036796 , 0.788659 , -0.079857 },{ 0.063955 , -0.199134 , -0.977883}},
22219 {{0.021457 , 0.779151 , -0.078924 },{ 0.063955 , -0.199134 , -0.977883}},
22220 {{0.012207 , 0.787023 , -0.081132 },{ 0.063955 , -0.199134 , -0.977883}},
22221 {{0.024943 , 0.796381 , -0.083903 },{ 0.072776 , -0.372947 , -0.924994}},
22222 {{0.036796 , 0.788659 , -0.079857 },{ 0.072776 , -0.372947 , -0.924994}},
22223 {{0.012207 , 0.787023 , -0.081132 },{ 0.072776 , -0.372947 , -0.924994}},
22224 {{0.013763 , 0.806418 , -0.084747 },{ -0.084024 , -0.176066 , -0.980786}},
22225 {{0.024943 , 0.796381 , -0.083903 },{ -0.084024 , -0.176066 , -0.980786}},
22226 {{0.012207 , 0.787023 , -0.081132 },{ -0.084024 , -0.176066 , -0.980786}},
22227 {{0.013763 , 0.806418 , -0.084747 },{ -0.340158 , -0.145863 , -0.928987}},
22228 {{0.012207 , 0.787023 , -0.081132 },{ -0.340158 , -0.145863 , -0.928987}},
22229 {{0.002609 , 0.797426 , -0.079251 },{ -0.340158 , -0.145863 , -0.928987}},
22230 {{-0.031167 , 0.862017 , -0.051935 },{ -0.885283 , -0.413512 , 0.212796}},
22231 {{-0.033852 , 0.868197 , -0.051096 },{ -0.885283 , -0.413512 , 0.212796}},
22232 {{-0.033984 , 0.868157 , -0.051723 },{ -0.885283 , -0.413512 , 0.212796}},
22233 {{-0.033984 , 0.868157 , -0.051723 },{ -0.588755 , -0.243506 , -0.770761}},
22234 {{-0.032680 , 0.866552 , -0.052212 },{ -0.588755 , -0.243506 , -0.770761}},
22235 {{-0.031167 , 0.862017 , -0.051935 },{ -0.588755 , -0.243506 , -0.770761}},
22236 {{-0.031167 , 0.862017 , -0.051935 },{ -0.947283 , -0.302571 , -0.105383}},
22237 {{-0.032371 , 0.864837 , -0.049209 },{ -0.947283 , -0.302571 , -0.105383}},
22238 {{-0.033927 , 0.869704 , -0.049196 },{ -0.947283 , -0.302571 , -0.105383}},
22239 {{-0.031167 , 0.862017 , -0.051935 },{ -0.861250 , -0.414160 , 0.294482}},
22240 {{-0.033927 , 0.869704 , -0.049196 },{ -0.861250 , -0.414160 , 0.294482}},
22241 {{-0.033852 , 0.868197 , -0.051096 },{ -0.861250 , -0.414160 , 0.294482}},
22242 {{-0.035732 , 0.873180 , -0.053075 },{ -0.941420 , -0.281328 , 0.185966}},
22243 {{-0.033852 , 0.868197 , -0.051096 },{ -0.941420 , -0.281328 , 0.185966}},
22244 {{-0.033927 , 0.869704 , -0.049196 },{ -0.941420 , -0.281328 , 0.185966}},
22245 {{-0.035732 , 0.873180 , -0.053075 },{ -0.913348 , -0.020466 , 0.406665}},
22246 {{-0.033927 , 0.869704 , -0.049196 },{ -0.913348 , -0.020466 , 0.406665}},
22247 {{-0.034899 , 0.874494 , -0.051138 },{ -0.913348 , -0.020466 , 0.406665}},
22248 {{-0.017682 , 0.843361 , 0.015179 },{ -0.604080 , -0.352520 , -0.714715}},
22249 {{-0.016230 , 0.842951 , 0.014154 },{ -0.604080 , -0.352520 , -0.714715}},
22250 {{-0.018417 , 0.842591 , 0.016180 },{ -0.604080 , -0.352520 , -0.714715}},
22251 {{-0.016230 , 0.842951 , 0.014154 },{ -0.683028 , 0.047686 , -0.728834}},
22252 {{-0.016612 , 0.842248 , 0.014466 },{ -0.683028 , 0.047686 , -0.728834}},
22253 {{-0.018417 , 0.842591 , 0.016180 },{ -0.683028 , 0.047686 , -0.728834}},
22254 {{-0.018731 , 0.843177 , 0.007681 },{ -0.630663 , 0.504743 , 0.589490}},
22255 {{-0.016662 , 0.842867 , 0.010160 },{ -0.630663 , 0.504743 , 0.589490}},
22256 {{-0.016561 , 0.843952 , 0.009339 },{ -0.630663 , 0.504743 , 0.589490}},
22257 {{-0.018178 , 0.844862 , 0.007957 },{ -0.622490 , 0.076721 , 0.778858}},
22258 {{-0.018731 , 0.843177 , 0.007681 },{ -0.622490 , 0.076721 , 0.778858}},
22259 {{-0.016561 , 0.843952 , 0.009339 },{ -0.622490 , 0.076721 , 0.778858}},
22260 {{-0.018178 , 0.844862 , 0.007957 },{ -0.396632 , 0.481846 , 0.781350}},
22261 {{-0.016561 , 0.843952 , 0.009339 },{ -0.396632 , 0.481846 , 0.781350}},
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22291 {{-0.027249 , 0.855275 , -0.004064 },{ -0.808124 , 0.301999 , 0.505699}},
22292 {{-0.028688 , 0.857980 , -0.007979 },{ -0.808124 , 0.301999 , 0.505699}},
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22294 {{-0.027249 , 0.855275 , -0.004064 },{ -0.696498 , 0.444617 , 0.563210}},
22295 {{-0.023166 , 0.858988 , -0.001946 },{ -0.696498 , 0.444617 , 0.563210}},
22296 {{-0.025978 , 0.855266 , -0.002646 },{ -0.681348 , 0.399402 , 0.613387}},
22297 {{-0.020557 , 0.859905 , 0.000355 },{ -0.681348 , 0.399402 , 0.613387}},
22298 {{-0.023166 , 0.858988 , -0.001946 },{ -0.681348 , 0.399402 , 0.613387}},
22299 {{-0.025978 , 0.855266 , -0.002646 },{ -0.681410 , 0.399470 , 0.613273}},
22300 {{-0.023166 , 0.858988 , -0.001946 },{ -0.681410 , 0.399470 , 0.613273}},
22301 {{-0.027249 , 0.855275 , -0.004064 },{ -0.681410 , 0.399470 , 0.613273}},
22302 {{-0.032606 , 0.864204 , -0.039108 },{ -0.972990 , 0.226627 , 0.043940}},
22303 {{-0.033878 , 0.856234 , -0.026168 },{ -0.972990 , 0.226627 , 0.043940}},
22304 {{-0.032941 , 0.859288 , -0.021171 },{ -0.972990 , 0.226627 , 0.043940}},
22305 {{-0.032606 , 0.864204 , -0.039108 },{ -0.994128 , -0.098187 , -0.045477}},
22306 {{-0.032941 , 0.859288 , -0.021171 },{ -0.994128 , -0.098187 , -0.045477}},
22307 {{-0.033164 , 0.865775 , -0.030302 },{ -0.994128 , -0.098187 , -0.045477}},
22308 {{-0.033164 , 0.865775 , -0.030302 },{ -0.999751 , -0.003317 , 0.022059}},
22309 {{-0.032941 , 0.859288 , -0.021171 },{ -0.999751 , -0.003317 , 0.022059}},
22310 {{-0.033025 , 0.867414 , -0.023756 },{ -0.999751 , -0.003317 , 0.022059}},
22311 {{-0.033025 , 0.867414 , -0.023756 },{ -0.986264 , 0.040727 , 0.160077}},
22312 {{-0.032941 , 0.859288 , -0.021171 },{ -0.986264 , 0.040727 , 0.160077}},
22313 {{-0.032004 , 0.862342 , -0.016175 },{ -0.986264 , 0.040727 , 0.160077}},
22314 {{-0.032941 , 0.859288 , -0.021171 },{ -0.941479 , -0.178692 , 0.285808}},
22315 {{-0.028688 , 0.857980 , -0.007979 },{ -0.941479 , -0.178692 , 0.285808}},
22316 {{-0.032004 , 0.862342 , -0.016175 },{ -0.941479 , -0.178692 , 0.285808}},
22317 {{-0.032941 , 0.859288 , -0.021171 },{ -0.840634 , 0.440779 , 0.314719}},
22318 {{-0.031348 , 0.854427 , -0.010108 },{ -0.840634 , 0.440779 , 0.314719}},
22319 {{-0.028688 , 0.857980 , -0.007979 },{ -0.840634 , 0.440779 , 0.314719}},
22320 {{-0.032941 , 0.859288 , -0.021171 },{ -0.904900 , 0.326063 , 0.273568}},
22321 {{-0.032671 , 0.851800 , -0.011353 },{ -0.904900 , 0.326063 , 0.273568}},
22322 {{-0.031348 , 0.854427 , -0.010108 },{ -0.904900 , 0.326063 , 0.273568}},
22323 {{-0.033878 , 0.856234 , -0.026168 },{ -0.986720 , 0.114923 , 0.114785}},
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22325 {{-0.032941 , 0.859288 , -0.021171 },{ -0.986720 , 0.114923 , 0.114785}},
22326 {{-0.033738 , 0.874844 , -0.051669 },{ 0.274890 , 0.408628 , 0.870321}},
22327 {{-0.034899 , 0.874494 , -0.051138 },{ 0.274890 , 0.408628 , 0.870321}},
22328 {{-0.033927 , 0.869704 , -0.049196 },{ 0.274890 , 0.408628 , 0.870321}},
22329 {{-0.033738 , 0.874844 , -0.051669 },{ -0.549827 , 0.378472 , 0.744613}},
22330 {{-0.033927 , 0.869704 , -0.049196 },{ -0.549827 , 0.378472 , 0.744613}},
22331 {{-0.033256 , 0.871814 , -0.049773 },{ -0.549827 , 0.378472 , 0.744613}},
22332 {{-0.033256 , 0.871814 , -0.049773 },{ -0.066916 , 0.282928 , 0.956804}},
22333 {{-0.033927 , 0.869704 , -0.049196 },{ -0.066916 , 0.282928 , 0.956804}},
22334 {{-0.032441 , 0.865818 , -0.047943 },{ -0.066916 , 0.282928 , 0.956804}},
22335 {{-0.032371 , 0.864837 , -0.049209 },{ -0.936696 , -0.299950 , 0.180640}},
22336 {{-0.032441 , 0.865818 , -0.047943 },{ -0.936696 , -0.299950 , 0.180640}},
22337 {{-0.033927 , 0.869704 , -0.049196 },{ -0.936696 , -0.299950 , 0.180640}},
22338 {{-0.030988 , 0.842863 , -0.049781 },{ -0.998103 , -0.022965 , 0.057121}},
22339 {{-0.030967 , 0.844353 , -0.048815 },{ -0.998103 , -0.022965 , 0.057121}},
22340 {{-0.031134 , 0.846052 , -0.051050 },{ -0.998103 , -0.022965 , 0.057121}},
22341 {{-0.030988 , 0.842863 , -0.049781 },{ -0.998667 , -0.028626 , 0.042961}},
22342 {{-0.031134 , 0.846052 , -0.051050 },{ -0.998667 , -0.028626 , 0.042961}},
22343 {{-0.031116 , 0.844366 , -0.051755 },{ -0.998667 , -0.028626 , 0.042961}},
22344 {{-0.030988 , 0.842863 , -0.049781 },{ -0.892014 , -0.236967 , 0.384912}},
22345 {{-0.030016 , 0.841509 , -0.048362 },{ -0.892014 , -0.236967 , 0.384912}},
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22347 {{-0.031116 , 0.844366 , -0.051755 },{ -0.998984 , 0.007885 , -0.044365}},
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22349 {{-0.031060 , 0.846667 , -0.052607 },{ -0.998984 , 0.007885 , -0.044365}},
22350 {{-0.031116 , 0.844366 , -0.051755 },{ -0.994659 , -0.013672 , -0.102301}},
22351 {{-0.031060 , 0.846667 , -0.052607 },{ -0.994659 , -0.013672 , -0.102301}},
22352 {{-0.030972 , 0.845510 , -0.053308 },{ -0.994659 , -0.013672 , -0.102301}},
22353 {{0.002609 , 0.797426 , -0.079251 },{ -0.582200 , -0.410224 , -0.701969}},
22354 {{0.012207 , 0.787023 , -0.081132 },{ -0.582200 , -0.410224 , -0.701969}},
22355 {{-0.003068 , 0.787187 , -0.068559 },{ -0.582200 , -0.410224 , -0.701969}},
22356 {{-0.003068 , 0.787187 , -0.068559 },{ -0.627140 , -0.172025 , -0.759673}},
22357 {{0.012207 , 0.787023 , -0.081132 },{ -0.627140 , -0.172025 , -0.759673}},
22358 {{0.001961 , 0.778670 , -0.070782 },{ -0.627140 , -0.172025 , -0.759673}},
22359 {{-0.030750 , 0.848890 , -0.051741 },{ -0.960933 , 0.181003 , 0.209394}},
22360 {{-0.031134 , 0.846052 , -0.051050 },{ -0.960933 , 0.181003 , 0.209394}},
22361 {{-0.030967 , 0.844353 , -0.048815 },{ -0.960933 , 0.181003 , 0.209394}},
22362 {{-0.030750 , 0.848890 , -0.051741 },{ -0.998707 , 0.016832 , -0.047967}},
22363 {{-0.030967 , 0.844353 , -0.048815 },{ -0.998707 , 0.016832 , -0.047967}},
22364 {{-0.030924 , 0.847725 , -0.048527 },{ -0.998707 , 0.016832 , -0.047967}},
22365 {{-0.030967 , 0.844353 , -0.048815 },{ -0.950841 , -0.014296 , 0.309351}},
22366 {{-0.029967 , 0.843603 , -0.045776 },{ -0.950841 , -0.014296 , 0.309351}},
22367 {{-0.030924 , 0.847725 , -0.048527 },{ -0.950841 , -0.014296 , 0.309351}},
22368 {{-0.030967 , 0.844353 , -0.048815 },{ -0.947500 , 0.027516 , 0.318571}},
22369 {{-0.030328 , 0.842553 , -0.046759 },{ -0.947500 , 0.027516 , 0.318571}},
22370 {{-0.029967 , 0.843603 , -0.045776 },{ -0.947500 , 0.027516 , 0.318571}},
22371 {{-0.030967 , 0.844353 , -0.048815 },{ -0.949145 , -0.314208 , 0.019908}},
22372 {{-0.030016 , 0.841509 , -0.048362 },{ -0.949145 , -0.314208 , 0.019908}},
22373 {{-0.030328 , 0.842553 , -0.046759 },{ -0.949145 , -0.314208 , 0.019908}},
22374 {{-0.003068 , 0.787187 , -0.068559 },{ -0.916466 , 0.114440 , -0.383397}},
22375 {{-0.008869 , 0.782843 , -0.055989 },{ -0.916466 , 0.114440 , -0.383397}},
22376 {{-0.010742 , 0.791181 , -0.049023 },{ -0.916466 , 0.114440 , -0.383397}},
22377 {{-0.003068 , 0.787187 , -0.068559 },{ -0.918088 , -0.246782 , -0.310183}},
22378 {{-0.010742 , 0.791181 , -0.049023 },{ -0.918088 , -0.246782 , -0.310183}},
22379 {{-0.008801 , 0.797037 , -0.059427 },{ -0.918088 , -0.246782 , -0.310183}},
22380 {{-0.008801 , 0.797037 , -0.059427 },{ -0.954802 , -0.144762 , -0.259610}},
22381 {{-0.010742 , 0.791181 , -0.049023 },{ -0.954802 , -0.144762 , -0.259610}},
22382 {{-0.013671 , 0.801420 , -0.043960 },{ -0.954802 , -0.144762 , -0.259610}},
22383 {{-0.010742 , 0.791181 , -0.049023 },{ -0.961615 , -0.274397 , -0.001389}},
22384 {{-0.012344 , 0.796729 , -0.035944 },{ -0.961615 , -0.274397 , -0.001389}},
22385 {{-0.013671 , 0.801420 , -0.043960 },{ -0.961615 , -0.274397 , -0.001389}},
22386 {{-0.009223 , 0.796487 , -0.027754 },{ -0.651914 , -0.723503 , 0.227050}},
22387 {{-0.012344 , 0.796729 , -0.035944 },{ -0.651914 , -0.723503 , 0.227050}},
22388 {{-0.010742 , 0.791181 , -0.049023 },{ -0.651914 , -0.723503 , 0.227050}},
22389 {{-0.010742 , 0.791181 , -0.049023 },{ -0.986153 , 0.163151 , 0.029729}},
22390 {{-0.010400 , 0.791275 , -0.038194 },{ -0.986153 , 0.163151 , 0.029729}},
22391 {{-0.009223 , 0.796487 , -0.027754 },{ -0.986153 , 0.163151 , 0.029729}},
22392 {{-0.015884 , 0.845239 , 0.008889 },{ -0.699234 , 0.534011 , 0.475294}},
22393 {{-0.016561 , 0.843952 , 0.009339 },{ -0.699234 , 0.534011 , 0.475294}},
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22395 {{-0.016561 , 0.843952 , 0.009339 },{ -0.655191 , 0.617168 , 0.435694}},
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22397 {{-0.014882 , 0.844139 , 0.011599 },{ -0.655191 , 0.617168 , 0.435694}},
22398 {{-0.016561 , 0.843952 , 0.009339 },{ -0.691383 , 0.576021 , 0.436106}},
22399 {{-0.015982 , 0.842412 , 0.012291 },{ -0.691383 , 0.576021 , 0.436106}},
22400 {{-0.015633 , 0.843161 , 0.011855 },{ -0.691383 , 0.576021 , 0.436106}},
22401 {{-0.016561 , 0.843952 , 0.009339 },{ -0.869522 , 0.346925 , 0.351531}},
22402 {{-0.016662 , 0.842867 , 0.010160 },{ -0.869522 , 0.346925 , 0.351531}},
22403 {{-0.015982 , 0.842412 , 0.012291 },{ -0.869522 , 0.346925 , 0.351531}},
22404 {{-0.017512 , 0.870215 , 0.000229 },{ -0.292974 , -0.497732 , 0.816351}},
22405 {{-0.017654 , 0.870028 , 0.000064 },{ -0.292974 , -0.497732 , 0.816351}},
22406 {{-0.014321 , 0.866672 , -0.000786 },{ -0.292974 , -0.497732 , 0.816351}},
22407 {{-0.014321 , 0.866672 , -0.000786 },{ -0.647848 , -0.712004 , 0.270820}},
22408 {{-0.017654 , 0.870028 , 0.000064 },{ -0.647848 , -0.712004 , 0.270820}},
22409 {{-0.015091 , 0.867090 , -0.001529 },{ -0.647848 , -0.712004 , 0.270820}},
22410 {{-0.017654 , 0.870028 , 0.000064 },{ -0.331795 , -0.661623 , 0.672433}},
22411 {{-0.018111 , 0.870000 , -0.000189 },{ -0.331795 , -0.661623 , 0.672433}},
22412 {{-0.015691 , 0.867020 , -0.001927 },{ -0.331795 , -0.661623 , 0.672433}},
22413 {{-0.017654 , 0.870028 , 0.000064 },{ -0.356700 , -0.666257 , 0.654879}},
22414 {{-0.015691 , 0.867020 , -0.001927 },{ -0.356700 , -0.666257 , 0.654879}},
22415 {{-0.015091 , 0.867090 , -0.001529 },{ -0.356700 , -0.666257 , 0.654879}},
22416 {{-0.016265 , 0.854676 , 0.018455 },{ -0.507496 , 0.629086 , 0.588811}},
22417 {{-0.017627 , 0.854750 , 0.017202 },{ -0.507496 , 0.629086 , 0.588811}},
22418 {{-0.018660 , 0.852362 , 0.018863 },{ -0.507496 , 0.629086 , 0.588811}},
22419 {{-0.016265 , 0.854676 , 0.018455 },{ -0.473574 , 0.603299 , 0.641684}},
22420 {{-0.018660 , 0.852362 , 0.018863 },{ -0.473574 , 0.603299 , 0.641684}},
22421 {{-0.017192 , 0.852255 , 0.020047 },{ -0.473574 , 0.603299 , 0.641684}},
22422 {{-0.018660 , 0.852362 , 0.018863 },{ -0.490773 , 0.568921 , 0.659902}},
22423 {{-0.017925 , 0.850167 , 0.021302 },{ -0.490773 , 0.568921 , 0.659902}},
22424 {{-0.017192 , 0.852255 , 0.020047 },{ -0.490773 , 0.568921 , 0.659902}},
22425 {{-0.018660 , 0.852362 , 0.018863 },{ -0.411985 , 0.612080 , 0.675001}},
22426 {{-0.019523 , 0.850310 , 0.020197 },{ -0.411985 , 0.612080 , 0.675001}},
22427 {{-0.017925 , 0.850167 , 0.021302 },{ -0.411985 , 0.612080 , 0.675001}},
22428 {{-0.020578 , 0.850642 , 0.018343 },{ -0.654815 , 0.585825 , 0.477521}},
22429 {{-0.019523 , 0.850310 , 0.020197 },{ -0.654815 , 0.585825 , 0.477521}},
22430 {{-0.018660 , 0.852362 , 0.018863 },{ -0.654815 , 0.585825 , 0.477521}},
22431 {{-0.019605 , 0.852574 , 0.016808 },{ -0.673161 , 0.637188 , 0.375294}},
22432 {{-0.020578 , 0.850642 , 0.018343 },{ -0.673161 , 0.637188 , 0.375294}},
22433 {{-0.018660 , 0.852362 , 0.018863 },{ -0.673161 , 0.637188 , 0.375294}},
22434 {{-0.018509 , 0.854854 , 0.015055 },{ -0.685618 , 0.621286 , 0.379382}},
22435 {{-0.019605 , 0.852574 , 0.016808 },{ -0.685618 , 0.621286 , 0.379382}},
22436 {{-0.018660 , 0.852362 , 0.018863 },{ -0.685618 , 0.621286 , 0.379382}},
22437 {{-0.018509 , 0.854854 , 0.015055 },{ -0.755453 , 0.561570 , 0.337534}},
22438 {{-0.018660 , 0.852362 , 0.018863 },{ -0.755453 , 0.561570 , 0.337534}},
22439 {{-0.017627 , 0.854750 , 0.017202 },{ -0.755453 , 0.561570 , 0.337534}},
22440 {{-0.010742 , 0.791181 , -0.049023 },{ -0.995011 , 0.094958 , 0.030600}},
22441 {{-0.011335 , 0.782913 , -0.042648 },{ -0.995011 , 0.094958 , 0.030600}},
22442 {{-0.010400 , 0.791275 , -0.038194 },{ -0.995011 , 0.094958 , 0.030600}},
22443 {{-0.008869 , 0.782843 , -0.055989 },{ -0.981051 , -0.069179 , -0.180978}},
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22669 {{-0.032670 , 0.873045 , -0.018138 },{ -0.997531 , -0.003387 , 0.070151}},
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22673 {{-0.032586 , 0.876374 , -0.013447 },{ -0.988616 , -0.137897 , 0.060188}},
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22675 {{-0.032457 , 0.845070 , -0.024304 },{ -0.991898 , -0.118692 , 0.045288}},
22676 {{-0.032671 , 0.851800 , -0.011353 },{ -0.991898 , -0.118692 , 0.045288}},
22677 {{-0.032457 , 0.845070 , -0.024304 },{ -0.995597 , -0.088890 , 0.029740}},
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22679 {{-0.032671 , 0.851800 , -0.011353 },{ -0.995597 , -0.088890 , 0.029740}},
22680 {{-0.034927 , 0.884674 , -0.027636 },{ -0.979381 , -0.173105 , 0.104152}},
22681 {{-0.033590 , 0.878911 , -0.024642 },{ -0.979381 , -0.173105 , 0.104152}},
22682 {{-0.033142 , 0.880668 , -0.017509 },{ -0.979381 , -0.173105 , 0.104152}},
22683 {{-0.034927 , 0.884674 , -0.027636 },{ -0.982191 , 0.030864 , 0.185332}},
22684 {{-0.033142 , 0.880668 , -0.017509 },{ -0.982191 , 0.030864 , 0.185332}},
22685 {{-0.032850 , 0.884712 , -0.016635 },{ -0.982191 , 0.030864 , 0.185332}},
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22687 {{-0.030181 , 0.883118 , -0.004778 },{ -0.974699 , 0.022311 , 0.222404}},
22688 {{-0.032850 , 0.884712 , -0.016635 },{ -0.974699 , 0.022311 , 0.222404}},
22689 {{-0.015835 , 0.866098 , -0.002571 },{ -0.369620 , -0.526789 , 0.765424}},
22690 {{-0.015101 , 0.866093 , -0.002220 },{ -0.369620 , -0.526789 , 0.765424}},
22691 {{-0.015091 , 0.867090 , -0.001529 },{ -0.369620 , -0.526789 , 0.765424}},
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22695 {{-0.015101 , 0.866093 , -0.002220 },{ -0.740915 , -0.377531 , 0.555442}},
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22699 {{-0.015101 , 0.866093 , -0.002220 },{ -0.161733 , 0.942469 , -0.292565}},
22700 {{-0.016141 , 0.866070 , -0.001719 },{ -0.161733 , 0.942469 , -0.292565}},
22701 {{-0.033142 , 0.880668 , -0.017509 },{ -0.970234 , 0.137806 , 0.199139}},
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22704 {{-0.032925 , 0.875220 , -0.021659 },{ -0.987659 , -0.117887 , 0.103115}},
22705 {{-0.032511 , 0.879050 , -0.013315 },{ -0.987659 , -0.117887 , 0.103115}},
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22710 {{-0.030553 , 0.846882 , -0.055420 },{ -0.984078 , 0.031170 , -0.174983}},
22711 {{-0.030972 , 0.845510 , -0.053308 },{ -0.984078 , 0.031170 , -0.174983}},
22712 {{-0.031060 , 0.846667 , -0.052607 },{ -0.984078 , 0.031170 , -0.174983}},
22713 {{-0.030553 , 0.846882 , -0.055420 },{ -0.941765 , 0.302629 , -0.146609}},
22714 {{-0.031060 , 0.846667 , -0.052607 },{ -0.941765 , 0.302629 , -0.146609}},
22715 {{-0.030665 , 0.847544 , -0.053334 },{ -0.941765 , 0.302629 , -0.146609}},
22716 {{-0.030665 , 0.847544 , -0.053334 },{ -0.943997 , 0.225482 , -0.240889}},
22717 {{-0.031060 , 0.846667 , -0.052607 },{ -0.943997 , 0.225482 , -0.240889}},
22718 {{-0.030750 , 0.848890 , -0.051741 },{ -0.943997 , 0.225482 , -0.240889}},
22719 {{-0.031060 , 0.846667 , -0.052607 },{ -0.990738 , 0.135632 , 0.006486}},
22720 {{-0.031134 , 0.846052 , -0.051050 },{ -0.990738 , 0.135632 , 0.006486}},
22721 {{-0.030750 , 0.848890 , -0.051741 },{ -0.990738 , 0.135632 , 0.006486}},
22722 {{-0.030427 , 0.843048 , -0.053527 },{ -0.954490 , -0.190905 , -0.229139}},
22723 {{-0.031116 , 0.844366 , -0.051755 },{ -0.954490 , -0.190905 , -0.229139}},
22724 {{-0.030972 , 0.845510 , -0.053308 },{ -0.954490 , -0.190905 , -0.229139}},
22725 {{-0.030427 , 0.843048 , -0.053527 },{ -0.955362 , -0.191466 , -0.224998}},
22726 {{-0.030972 , 0.845510 , -0.053308 },{ -0.955362 , -0.191466 , -0.224998}},
22727 {{-0.030468 , 0.844215 , -0.054346 },{ -0.955362 , -0.191466 , -0.224998}},
22728 {{-0.028945 , 0.842530 , -0.056834 },{ -0.891484 , -0.280823 , -0.355521}},
22729 {{-0.030427 , 0.843048 , -0.053527 },{ -0.891484 , -0.280823 , -0.355521}},
22730 {{-0.030468 , 0.844215 , -0.054346 },{ -0.891484 , -0.280823 , -0.355521}},
22731 {{-0.028945 , 0.842530 , -0.056834 },{ -0.870844 , -0.426658 , -0.244118}},
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22733 {{-0.030156 , 0.844889 , -0.056637 },{ -0.870844 , -0.426658 , -0.244118}},
22734 {{-0.019066 , 0.869865 , -0.001891 },{ -0.545967 , -0.784884 , -0.293047}},
22735 {{-0.019490 , 0.869915 , -0.001235 },{ -0.545967 , -0.784884 , -0.293047}},
22736 {{-0.021926 , 0.871822 , -0.001804 },{ -0.545967 , -0.784884 , -0.293047}},
22737 {{-0.019490 , 0.869915 , -0.001235 },{ -0.583501 , -0.794948 , -0.166086}},
22738 {{-0.022345 , 0.871955 , -0.000969 },{ -0.583501 , -0.794948 , -0.166086}},
22739 {{-0.021926 , 0.871822 , -0.001804 },{ -0.583501 , -0.794948 , -0.166086}},
22740 {{-0.019537 , 0.869869 , -0.000683 },{ -0.585775 , -0.803279 , -0.107755}},
22741 {{-0.022652 , 0.872066 , -0.000127 },{ -0.585775 , -0.803279 , -0.107755}},
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22747 {{-0.019098 , 0.863068 , -0.000336 },{ -0.102783 , 0.182076 , 0.977898}},
22748 {{-0.015868 , 0.864741 , -0.000308 },{ -0.102783 , 0.182076 , 0.977898}},
22749 {{-0.018240 , 0.865647 , -0.000726 },{ 0.053968 , 0.131728 , 0.989816}},
22750 {{-0.021377 , 0.864971 , -0.000465 },{ 0.053968 , 0.131728 , 0.989816}},
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22752 {{-0.023023 , 0.866467 , -0.000708 },{ 0.038136 , 0.200965 , 0.978856}},
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22770 {{-0.017785 , 0.868111 , -0.001708 },{ -0.736969 , -0.665508 , -0.118224}},
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22785 {{-0.026450 , 0.874035 , -0.001037 },{ 0.058308 , 0.924121 , 0.377624}},
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22788 {{-0.013149 , 0.869812 , 0.008457 },{ -0.828557 , 0.504020 , 0.243839}},
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22801 {{-0.016508 , 0.862751 , 0.009707 },{ -0.920725 , 0.390026 , -0.012063}},
22802 {{-0.015397 , 0.865320 , 0.007969 },{ -0.920725 , 0.390026 , -0.012063}},
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22810 {{-0.026726 , 0.874005 , -0.000757 },{ -0.179904 , 0.981040 , -0.072080}},
22811 {{-0.026450 , 0.874035 , -0.001037 },{ -0.179904 , 0.981040 , -0.072080}},
22812 {{-0.026450 , 0.874035 , -0.001037 },{ -0.150148 , 0.983719 , -0.098756}},
22813 {{-0.029737 , 0.873069 , -0.005662 },{ -0.150148 , 0.983719 , -0.098756}},
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22815 {{-0.026234 , 0.873910 , -0.001530 },{ 0.037908 , 0.972440 , -0.230053}},
22816 {{-0.029737 , 0.873069 , -0.005662 },{ 0.037908 , 0.972440 , -0.230053}},
22817 {{-0.026450 , 0.874035 , -0.001037 },{ 0.037908 , 0.972440 , -0.230053}},
22818 {{-0.025540 , 0.872427 , -0.003716 },{ 0.057603 , -0.988947 , 0.136624}},
22819 {{-0.026035 , 0.872525 , -0.002798 },{ 0.057603 , -0.988947 , 0.136624}},
22820 {{-0.028371 , 0.871825 , -0.006880 },{ 0.057603 , -0.988947 , 0.136624}},
22821 {{-0.026035 , 0.872525 , -0.002798 },{ 0.208009 , -0.976924 , 0.048490}},
22822 {{-0.028931 , 0.871751 , -0.005968 },{ 0.208009 , -0.976924 , 0.048490}},
22823 {{-0.028371 , 0.871825 , -0.006880 },{ 0.208009 , -0.976924 , 0.048490}},
22824 {{-0.026035 , 0.872525 , -0.002798 },{ 0.156532 , -0.982901 , 0.096976}},
22825 {{-0.029550 , 0.871749 , -0.004990 },{ 0.156532 , -0.982901 , 0.096976}},
22826 {{-0.028931 , 0.871751 , -0.005968 },{ 0.156532 , -0.982901 , 0.096976}},
22827 {{-0.026035 , 0.872525 , -0.002798 },{ 0.104982 , -0.978406 , 0.178048}},
22828 {{-0.026549 , 0.872656 , -0.001775 },{ 0.104982 , -0.978406 , 0.178048}},
22829 {{-0.029550 , 0.871749 , -0.004990 },{ 0.104982 , -0.978406 , 0.178048}},
22830 {{-0.025531 , 0.864185 , -0.002161 },{ -0.585263 , -0.343368 , 0.734551}},
22831 {{-0.028552 , 0.861203 , -0.005962 },{ -0.585263 , -0.343368 , 0.734551}},
22832 {{-0.024119 , 0.861558 , -0.002264 },{ -0.585263 , -0.343368 , 0.734551}},
22833 {{-0.025531 , 0.864185 , -0.002161 },{ -0.672989 , -0.218805 , 0.706548}},
22834 {{-0.028944 , 0.863949 , -0.005485 },{ -0.672989 , -0.218805 , 0.706548}},
22835 {{-0.028552 , 0.861203 , -0.005962 },{ -0.672989 , -0.218805 , 0.706548}},
22836 {{-0.029155 , 0.866103 , -0.005308 },{ -0.687643 , -0.126115 , 0.715012}},
22837 {{-0.028944 , 0.863949 , -0.005485 },{ -0.687643 , -0.126115 , 0.715012}},
22838 {{-0.025531 , 0.864185 , -0.002161 },{ -0.687643 , -0.126115 , 0.715012}},
22839 {{-0.029155 , 0.866103 , -0.005308 },{ -0.711871 , -0.315875 , 0.627266}},
22840 {{-0.025531 , 0.864185 , -0.002161 },{ -0.711871 , -0.315875 , 0.627266}},
22841 {{-0.026523 , 0.866230 , -0.002257 },{ -0.711871 , -0.315875 , 0.627266}},
22842 {{-0.023023 , 0.866467 , -0.000708 },{ -0.391917 , -0.147484 , 0.908102}},
22843 {{-0.026523 , 0.866230 , -0.002257 },{ -0.391917 , -0.147484 , 0.908102}},
22844 {{-0.025531 , 0.864185 , -0.002161 },{ -0.391917 , -0.147484 , 0.908102}},
22845 {{-0.023023 , 0.866467 , -0.000708 },{ -0.333326 , -0.217750 , 0.917321}},
22846 {{-0.025531 , 0.864185 , -0.002161 },{ -0.333326 , -0.217750 , 0.917321}},
22847 {{-0.021377 , 0.864971 , -0.000465 },{ -0.333326 , -0.217750 , 0.917321}},
22848 {{-0.021377 , 0.864971 , -0.000465 },{ -0.308835 , -0.308877 , 0.899564}},
22849 {{-0.025531 , 0.864185 , -0.002161 },{ -0.308835 , -0.308877 , 0.899564}},
22850 {{-0.019098 , 0.863068 , -0.000336 },{ -0.308835 , -0.308877 , 0.899564}},
22851 {{-0.025531 , 0.864185 , -0.002161 },{ -0.299123 , -0.197376 , 0.933578}},
22852 {{-0.024119 , 0.861558 , -0.002264 },{ -0.299123 , -0.197376 , 0.933578}},
22853 {{-0.019098 , 0.863068 , -0.000336 },{ -0.299123 , -0.197376 , 0.933578}},
22854 {{-0.034309 , 0.868995 , -0.065407 },{ -0.397076 , -0.636889 , 0.660835}},
22855 {{-0.031322 , 0.864546 , -0.067900 },{ -0.397076 , -0.636889 , 0.660835}},
22856 {{-0.033261 , 0.868906 , -0.064863 },{ -0.397076 , -0.636889 , 0.660835}},
22857 {{-0.034309 , 0.868995 , -0.065407 },{ -0.221777 , -0.585730 , 0.779574}},
22858 {{-0.032607 , 0.864375 , -0.068394 },{ -0.221777 , -0.585730 , 0.779574}},
22859 {{-0.031322 , 0.864546 , -0.067900 },{ -0.221777 , -0.585730 , 0.779574}},
22860 {{-0.030492 , 0.849837 , -0.065904 },{ -0.472462 , -0.602989 , -0.642794}},
22861 {{-0.029431 , 0.849834 , -0.066681 },{ -0.472462 , -0.602989 , -0.642794}},
22862 {{-0.029191 , 0.845966 , -0.063229 },{ -0.472462 , -0.602989 , -0.642794}},
22863 {{-0.030492 , 0.849837 , -0.065904 },{ -0.740272 , -0.532455 , -0.410475}},
22864 {{-0.029191 , 0.845966 , -0.063229 },{ -0.740272 , -0.532455 , -0.410475}},
22865 {{-0.029814 , 0.845608 , -0.061641 },{ -0.740272 , -0.532455 , -0.410475}},
22866 {{-0.028945 , 0.842530 , -0.056834 },{ -0.542032 , -0.748783 , -0.381477}},
22867 {{-0.029814 , 0.845608 , -0.061641 },{ -0.542032 , -0.748783 , -0.381477}},
22868 {{-0.029191 , 0.845966 , -0.063229 },{ -0.542032 , -0.748783 , -0.381477}},
22869 {{-0.027851 , 0.845360 , -0.061871 },{ 0.084161 , -0.876416 , -0.474144}},
22870 {{-0.028945 , 0.842530 , -0.056834 },{ 0.084161 , -0.876416 , -0.474144}},
22871 {{-0.029191 , 0.845966 , -0.063229 },{ 0.084161 , -0.876416 , -0.474144}},
22872 {{-0.022652 , 0.872066 , -0.000127 },{ -0.167005 , -0.985051 , 0.042240}},
22873 {{-0.026549 , 0.872656 , -0.001775 },{ -0.167005 , -0.985051 , 0.042240}},
22874 {{-0.026035 , 0.872525 , -0.002798 },{ -0.167005 , -0.985051 , 0.042240}},
22875 {{-0.022652 , 0.872066 , -0.000127 },{ -0.182616 , -0.981185 , 0.062677}},
22876 {{-0.026035 , 0.872525 , -0.002798 },{ -0.182616 , -0.981185 , 0.062677}},
22877 {{-0.022345 , 0.871955 , -0.000969 },{ -0.182616 , -0.981185 , 0.062677}},
22878 {{-0.022345 , 0.871955 , -0.000969 },{ -0.161456 , -0.986711 , 0.018265}},
22879 {{-0.026035 , 0.872525 , -0.002798 },{ -0.161456 , -0.986711 , 0.018265}},
22880 {{-0.025540 , 0.872427 , -0.003716 },{ -0.161456 , -0.986711 , 0.018265}},
22881 {{-0.022345 , 0.871955 , -0.000969 },{ -0.194779 , -0.979111 , 0.058329}},
22882 {{-0.025540 , 0.872427 , -0.003716 },{ -0.194779 , -0.979111 , 0.058329}},
22883 {{-0.021926 , 0.871822 , -0.001804 },{ -0.194779 , -0.979111 , 0.058329}},
22884 {{-0.030682 , 0.870317 , -0.011184 },{ -0.988289 , 0.084765 , 0.126885}},
22885 {{-0.030663 , 0.870064 , -0.010867 },{ -0.988289 , 0.084765 , 0.126885}},
22886 {{-0.029737 , 0.873069 , -0.005662 },{ -0.988289 , 0.084765 , 0.126885}},
22887 {{-0.029737 , 0.873069 , -0.005662 },{ -0.649517 , 0.702794 , -0.290187}},
22888 {{-0.030663 , 0.870064 , -0.010867 },{ -0.649517 , 0.702794 , -0.290187}},
22889 {{-0.029978 , 0.873092 , -0.005067 },{ -0.649517 , 0.702794 , -0.290187}},
22890 {{-0.030663 , 0.870064 , -0.010867 },{ -0.770704 , 0.597648 , -0.220982}},
22891 {{-0.030178 , 0.873016 , -0.004575 },{ -0.770704 , 0.597648 , -0.220982}},
22892 {{-0.029978 , 0.873092 , -0.005067 },{ -0.770704 , 0.597648 , -0.220982}},
22893 {{-0.030663 , 0.870064 , -0.010867 },{ -0.942866 , 0.323632 , -0.079156}},
22894 {{-0.030711 , 0.870057 , -0.010324 },{ -0.942866 , 0.323632 , -0.079156}},
22895 {{-0.030178 , 0.873016 , -0.004575 },{ -0.942866 , 0.323632 , -0.079156}},
22896 {{-0.030326 , 0.866525 , -0.016251 },{ -0.995846 , 0.032076 , 0.085212}},
22897 {{-0.030016 , 0.862994 , -0.011299 },{ -0.995846 , 0.032076 , 0.085212}},
22898 {{-0.029852 , 0.864919 , -0.010107 },{ -0.995846 , 0.032076 , 0.085212}},
22899 {{-0.029624 , 0.866069 , -0.014251 },{ -0.117031 , 0.958599 , 0.259598}},
22900 {{-0.030326 , 0.866525 , -0.016251 },{ -0.117031 , 0.958599 , 0.259598}},
22901 {{-0.029852 , 0.864919 , -0.010107 },{ -0.117031 , 0.958599 , 0.259598}},
22902 {{-0.029624 , 0.866069 , -0.014251 },{ -0.930449 , 0.363053 , 0.049564}},
22903 {{-0.029852 , 0.864919 , -0.010107 },{ -0.930449 , 0.363053 , 0.049564}},
22904 {{-0.029276 , 0.866817 , -0.013197 },{ -0.930449 , 0.363053 , 0.049564}},
22905 {{-0.029276 , 0.866817 , -0.013197 },{ -0.981934 , 0.172932 , -0.076816}},
22906 {{-0.029852 , 0.864919 , -0.010107 },{ -0.981934 , 0.172932 , -0.076816}},
22907 {{-0.029635 , 0.866470 , -0.009389 },{ -0.981934 , 0.172932 , -0.076816}},
22908 {{-0.029852 , 0.864919 , -0.010107 },{ -0.989006 , 0.081138 , 0.123624}},
22909 {{-0.029155 , 0.866103 , -0.005308 },{ -0.989006 , 0.081138 , 0.123624}},
22910 {{-0.029635 , 0.866470 , -0.009389 },{ -0.989006 , 0.081138 , 0.123624}},
22911 {{-0.029852 , 0.864919 , -0.010107 },{ -0.979414 , -0.109857 , 0.169352}},
22912 {{-0.028944 , 0.863949 , -0.005485 },{ -0.979414 , -0.109857 , 0.169352}},
22913 {{-0.029155 , 0.866103 , -0.005308 },{ -0.979414 , -0.109857 , 0.169352}},
22914 {{-0.029852 , 0.864919 , -0.010107 },{ -0.973618 , -0.166155 , 0.156399}},
22915 {{-0.028552 , 0.861203 , -0.005962 },{ -0.973618 , -0.166155 , 0.156399}},
22916 {{-0.028944 , 0.863949 , -0.005485 },{ -0.973618 , -0.166155 , 0.156399}},
22917 {{-0.030016 , 0.862994 , -0.011299 },{ -0.967728 , -0.067836 , 0.242694}},
22918 {{-0.028552 , 0.861203 , -0.005962 },{ -0.967728 , -0.067836 , 0.242694}},
22919 {{-0.029852 , 0.864919 , -0.010107 },{ -0.967728 , -0.067836 , 0.242694}},
22920 {{-0.029917 , 0.867229 , -0.014957 },{ -0.987324 , -0.131432 , -0.088980}},
22921 {{-0.030711 , 0.870057 , -0.010324 },{ -0.987324 , -0.131432 , -0.088980}},
22922 {{-0.030663 , 0.870064 , -0.010867 },{ -0.987324 , -0.131432 , -0.088980}},
22923 {{-0.030035 , 0.867107 , -0.015527 },{ -0.744161 , -0.604846 , 0.283524}},
22924 {{-0.029917 , 0.867229 , -0.014957 },{ -0.744161 , -0.604846 , 0.283524}},
22925 {{-0.030663 , 0.870064 , -0.010867 },{ -0.744161 , -0.604846 , 0.283524}},
22926 {{-0.030035 , 0.867107 , -0.015527 },{ 0.252813 , -0.801148 , 0.542446}},
22927 {{-0.030663 , 0.870064 , -0.010867 },{ 0.252813 , -0.801148 , 0.542446}},
22928 {{-0.030326 , 0.866525 , -0.016251 },{ 0.252813 , -0.801148 , 0.542446}},
22929 {{-0.030326 , 0.866525 , -0.016251 },{ -0.996448 , -0.083901 , -0.007219}},
22930 {{-0.030663 , 0.870064 , -0.010867 },{ -0.996448 , -0.083901 , -0.007219}},
22931 {{-0.030682 , 0.870317 , -0.011184 },{ -0.996448 , -0.083901 , -0.007219}},
22932 {{-0.028495 , 0.868211 , -0.013152 },{ 0.862541 , -0.334220 , 0.379896}},
22933 {{-0.028885 , 0.870161 , -0.010551 },{ 0.862541 , -0.334220 , 0.379896}},
22934 {{-0.029405 , 0.869759 , -0.009724 },{ 0.862541 , -0.334220 , 0.379896}},
22935 {{-0.028495 , 0.868211 , -0.013152 },{ 0.723954 , -0.536030 , 0.434238}},
22936 {{-0.029405 , 0.869759 , -0.009724 },{ 0.723954 , -0.536030 , 0.434238}},
22937 {{-0.028949 , 0.867742 , -0.012974 },{ 0.723954 , -0.536030 , 0.434238}},
22938 {{-0.028949 , 0.867742 , -0.012974 },{ 0.532354 , -0.683777 , 0.499048}},
22939 {{-0.029405 , 0.869759 , -0.009724 },{ 0.532354 , -0.683777 , 0.499048}},
22940 {{-0.029476 , 0.867936 , -0.012146 },{ 0.532354 , -0.683777 , 0.499048}},
22941 {{-0.029476 , 0.867936 , -0.012146 },{ 0.719120 , -0.565164 , 0.404297}},
22942 {{-0.029405 , 0.869759 , -0.009724 },{ 0.719120 , -0.565164 , 0.404297}},
22943 {{-0.029975 , 0.869455 , -0.009135 },{ 0.719120 , -0.565164 , 0.404297}},
22944 {{-0.029405 , 0.869759 , -0.009724 },{ 0.673388 , -0.673932 , 0.303916}},
22945 {{-0.029550 , 0.871749 , -0.004990 },{ 0.673388 , -0.673932 , 0.303916}},
22946 {{-0.029975 , 0.869455 , -0.009135 },{ 0.673388 , -0.673932 , 0.303916}},
22947 {{-0.028931 , 0.871751 , -0.005968 },{ 0.540024 , -0.769852 , 0.340152}},
22948 {{-0.029550 , 0.871749 , -0.004990 },{ 0.540024 , -0.769852 , 0.340152}},
22949 {{-0.029405 , 0.869759 , -0.009724 },{ 0.540024 , -0.769852 , 0.340152}},
22950 {{-0.028371 , 0.871825 , -0.006880 },{ 0.605050 , -0.732461 , 0.312115}},
22951 {{-0.028931 , 0.871751 , -0.005968 },{ 0.605050 , -0.732461 , 0.312115}},
22952 {{-0.029405 , 0.869759 , -0.009724 },{ 0.605050 , -0.732461 , 0.312115}},
22953 {{-0.028885 , 0.870161 , -0.010551 },{ 0.761791 , -0.623471 , 0.175952}},
22954 {{-0.028371 , 0.871825 , -0.006880 },{ 0.761791 , -0.623471 , 0.175952}},
22955 {{-0.029405 , 0.869759 , -0.009724 },{ 0.761791 , -0.623471 , 0.175952}},
22956 {{-0.027849 , 0.850136 , -0.066161 },{ 0.411567 , -0.609117 , -0.677930}},
22957 {{-0.027851 , 0.845360 , -0.061871 },{ 0.411567 , -0.609117 , -0.677930}},
22958 {{-0.029191 , 0.845966 , -0.063229 },{ 0.411567 , -0.609117 , -0.677930}},
22959 {{-0.027849 , 0.850136 , -0.066161 },{ 0.350008 , -0.611555 , -0.709573}},
22960 {{-0.029191 , 0.845966 , -0.063229 },{ 0.350008 , -0.611555 , -0.709573}},
22961 {{-0.029431 , 0.849834 , -0.066681 },{ 0.350008 , -0.611555 , -0.709573}},
22962 {{-0.030606 , 0.848834 , -0.059611 },{ -0.732061 , 0.613952 , 0.295211}},
22963 {{-0.030553 , 0.846882 , -0.055420 },{ -0.732061 , 0.613952 , 0.295211}},
22964 {{-0.029864 , 0.848031 , -0.056101 },{ -0.732061 , 0.613952 , 0.295211}},
22965 {{-0.030606 , 0.848834 , -0.059611 },{ -0.714883 , 0.633482 , 0.296047}},
22966 {{-0.029864 , 0.848031 , -0.056101 },{ -0.714883 , 0.633482 , 0.296047}},
22967 {{-0.029835 , 0.849591 , -0.059369 },{ -0.714883 , 0.633482 , 0.296047}},
22968 {{-0.031218 , 0.852417 , -0.063765 },{ -0.670188 , 0.510318 , 0.538910}},
22969 {{-0.030606 , 0.848834 , -0.059611 },{ -0.670188 , 0.510318 , 0.538910}},
22970 {{-0.029835 , 0.849591 , -0.059369 },{ -0.670188 , 0.510318 , 0.538910}},
22971 {{-0.031218 , 0.852417 , -0.063765 },{ -0.592840 , 0.579598 , 0.559113}},
22972 {{-0.029835 , 0.849591 , -0.059369 },{ -0.592840 , 0.579598 , 0.559113}},
22973 {{-0.030213 , 0.852925 , -0.063226 },{ -0.592840 , 0.579598 , 0.559113}},
22974 {{-0.028900 , 0.853057 , -0.063112 },{ -0.131686 , 0.743522 , 0.655617}},
22975 {{-0.030213 , 0.852925 , -0.063226 },{ -0.131686 , 0.743522 , 0.655617}},
22976 {{-0.029835 , 0.849591 , -0.059369 },{ -0.131686 , 0.743522 , 0.655617}},
22977 {{-0.028738 , 0.849800 , -0.059629 },{ 0.022466 , 0.730739 , 0.682287}},
22978 {{-0.028900 , 0.853057 , -0.063112 },{ 0.022466 , 0.730739 , 0.682287}},
22979 {{-0.029835 , 0.849591 , -0.059369 },{ 0.022466 , 0.730739 , 0.682287}},
22980 {{-0.025709 , 0.870566 , -0.068645 },{ -0.898877 , -0.024497 , -0.437517}},
22981 {{-0.025821 , 0.866210 , -0.068171 },{ -0.898877 , -0.024497 , -0.437517}},
22982 {{-0.028782 , 0.868324 , -0.062206 },{ -0.898877 , -0.024497 , -0.437517}},
22983 {{-0.025709 , 0.870566 , -0.068645 },{ -0.910602 , 0.180873 , -0.371604}},
22984 {{-0.028782 , 0.868324 , -0.062206 },{ -0.910602 , 0.180873 , -0.371604}},
22985 {{-0.030759 , 0.869876 , -0.056606 },{ -0.910602 , 0.180873 , -0.371604}},
22986 {{-0.028782 , 0.868324 , -0.062206 },{ -0.939960 , -0.200297 , -0.276327}},
22987 {{-0.032441 , 0.865818 , -0.047943 },{ -0.939960 , -0.200297 , -0.276327}},
22988 {{-0.030759 , 0.869876 , -0.056606 },{ -0.939960 , -0.200297 , -0.276327}},
22989 {{-0.028782 , 0.868324 , -0.062206 },{ 0.969180 , -0.068878 , 0.236530}},
22990 {{-0.029562 , 0.869646 , -0.058625 },{ 0.969180 , -0.068878 , 0.236530}},
22991 {{-0.032441 , 0.865818 , -0.047943 },{ 0.969180 , -0.068878 , 0.236530}},
22992 {{-0.026505 , 0.868731 , -0.067505 },{ 0.851147 , -0.404398 , 0.334682}},
22993 {{-0.029562 , 0.869646 , -0.058625 },{ 0.851147 , -0.404398 , 0.334682}},
22994 {{-0.028782 , 0.868324 , -0.062206 },{ 0.851147 , -0.404398 , 0.334682}},
22995 {{-0.025821 , 0.866210 , -0.068171 },{ 0.905760 , 0.140090 , 0.399968}},
22996 {{-0.026505 , 0.868731 , -0.067505 },{ 0.905760 , 0.140090 , 0.399968}},
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23180 {{-0.029069 , 0.862313 , -0.057449 },{ -0.940657 , -0.337866 , 0.031796}},
23181 {{-0.029069 , 0.862313 , -0.057449 },{ -0.877706 , -0.408314 , -0.250823}},
23182 {{-0.028043 , 0.859543 , -0.056530 },{ -0.877706 , -0.408314 , -0.250823}},
23183 {{-0.029599 , 0.861634 , -0.054489 },{ -0.877706 , -0.408314 , -0.250823}},
23184 {{-0.028043 , 0.859543 , -0.056530 },{ -0.877203 , -0.256781 , -0.405684}},
23185 {{-0.028749 , 0.858201 , -0.054154 },{ -0.877203 , -0.256781 , -0.405684}},
23186 {{-0.029599 , 0.861634 , -0.054489 },{ -0.877203 , -0.256781 , -0.405684}},
23187 {{-0.019281 , 0.852482 , 0.008161 },{ -0.915179 , 0.348401 , -0.202644}},
23188 {{-0.020278 , 0.851790 , 0.011474 },{ -0.915179 , 0.348401 , -0.202644}},
23189 {{-0.019560 , 0.852970 , 0.010260 },{ -0.915179 , 0.348401 , -0.202644}},
23190 {{-0.019281 , 0.852482 , 0.008161 },{ -0.938924 , 0.286050 , -0.191304}},
23191 {{-0.019560 , 0.852970 , 0.010260 },{ -0.938924 , 0.286050 , -0.191304}},
23192 {{-0.019152 , 0.852866 , 0.008102 },{ -0.938924 , 0.286050 , -0.191304}},
23193 {{-0.019087 , 0.851876 , 0.005834 },{ -0.943422 , 0.293140 , -0.154992}},
23194 {{-0.019281 , 0.852482 , 0.008161 },{ -0.943422 , 0.293140 , -0.154992}},
23195 {{-0.019152 , 0.852866 , 0.008102 },{ -0.943422 , 0.293140 , -0.154992}},
23196 {{-0.019087 , 0.851876 , 0.005834 },{ -0.989492 , 0.119959 , -0.080720}},
23197 {{-0.019152 , 0.852866 , 0.008102 },{ -0.989492 , 0.119959 , -0.080720}},
23198 {{-0.019042 , 0.852548 , 0.006281 },{ -0.989492 , 0.119959 , -0.080720}},
23199 {{-0.019042 , 0.852548 , 0.006281 },{ -0.983290 , -0.179882 , -0.027985}},
23200 {{-0.019152 , 0.852866 , 0.008102 },{ -0.983290 , -0.179882 , -0.027985}},
23201 {{-0.019347 , 0.854007 , 0.007619 },{ -0.983290 , -0.179882 , -0.027985}},
23202 {{-0.019347 , 0.854007 , 0.007619 },{ -0.957004 , -0.235331 , -0.169593}},
23203 {{-0.019152 , 0.852866 , 0.008102 },{ -0.957004 , -0.235331 , -0.169593}},
23204 {{-0.019560 , 0.852970 , 0.010260 },{ -0.957004 , -0.235331 , -0.169593}},
23205 {{-0.019649 , 0.845427 , 0.009057 },{ 0.722820 , -0.620825 , 0.303492}},
23206 {{-0.021646 , 0.844524 , 0.011966 },{ 0.722820 , -0.620825 , 0.303492}},
23207 {{-0.020470 , 0.844476 , 0.009067 },{ 0.722820 , -0.620825 , 0.303492}},
23208 {{-0.019649 , 0.845427 , 0.009057 },{ 0.554864 , -0.822403 , 0.125619}},
23209 {{-0.020265 , 0.845374 , 0.011431 },{ 0.554864 , -0.822403 , 0.125619}},
23210 {{-0.021646 , 0.844524 , 0.011966 },{ 0.554864 , -0.822403 , 0.125619}},
23211 {{-0.019649 , 0.845427 , 0.009057 },{ 0.886115 , -0.407471 , 0.220833}},
23212 {{-0.019461 , 0.846813 , 0.010860 },{ 0.886115 , -0.407471 , 0.220833}},
23213 {{-0.020265 , 0.845374 , 0.011431 },{ 0.886115 , -0.407471 , 0.220833}},
23214 {{-0.018936 , 0.847021 , 0.008397 },{ 0.923928 , -0.343751 , 0.167908}},
23215 {{-0.019461 , 0.846813 , 0.010860 },{ 0.923928 , -0.343751 , 0.167908}},
23216 {{-0.019649 , 0.845427 , 0.009057 },{ 0.923928 , -0.343751 , 0.167908}},
23217 {{-0.019649 , 0.845427 , 0.009057 },{ 0.614458 , 0.069777 , 0.785858}},
23218 {{-0.018178 , 0.844862 , 0.007957 },{ 0.614458 , 0.069777 , 0.785858}},
23219 {{-0.017546 , 0.846437 , 0.007323 },{ 0.614458 , 0.069777 , 0.785858}},
23220 {{-0.019649 , 0.845427 , 0.009057 },{ 0.622569 , 0.045010 , 0.781270}},
23221 {{-0.017546 , 0.846437 , 0.007323 },{ 0.622569 , 0.045010 , 0.781270}},
23222 {{-0.018936 , 0.847021 , 0.008397 },{ 0.622569 , 0.045010 , 0.781270}},
23223 {{-0.019649 , 0.845427 , 0.009057 },{ 0.496271 , -0.296530 , 0.815956}},
23224 {{-0.018731 , 0.843177 , 0.007681 },{ 0.496271 , -0.296530 , 0.815956}},
23225 {{-0.018178 , 0.844862 , 0.007957 },{ 0.496271 , -0.296530 , 0.815956}},
23226 {{-0.019649 , 0.845427 , 0.009057 },{ 0.412213 , -0.347009 , 0.842417}},
23227 {{-0.020470 , 0.844476 , 0.009067 },{ 0.412213 , -0.347009 , 0.842417}},
23228 {{-0.018731 , 0.843177 , 0.007681 },{ 0.412213 , -0.347009 , 0.842417}},
23229 {{0.001961 , 0.778670 , -0.070782 },{ -0.752767 , -0.290272 , -0.590834}},
23230 {{-0.006450 , 0.773535 , -0.057543 },{ -0.752767 , -0.290272 , -0.590834}},
23231 {{-0.003068 , 0.787187 , -0.068559 },{ -0.752767 , -0.290272 , -0.590834}},
23232 {{-0.003068 , 0.787187 , -0.068559 },{ -0.876530 , -0.151519 , -0.456877}},
23233 {{-0.006450 , 0.773535 , -0.057543 },{ -0.876530 , -0.151519 , -0.456877}},
23234 {{-0.008869 , 0.782843 , -0.055989 },{ -0.876530 , -0.151519 , -0.456877}},
23235 {{-0.006450 , 0.773535 , -0.057543 },{ -0.959470 , -0.219934 , -0.176198}},
23236 {{-0.011335 , 0.782913 , -0.042648 },{ -0.959470 , -0.219934 , -0.176198}},
23237 {{-0.008869 , 0.782843 , -0.055989 },{ -0.959470 , -0.219934 , -0.176198}},
23238 {{-0.006450 , 0.773535 , -0.057543 },{ -0.962521 , -0.102706 , -0.251007}},
23239 {{-0.010082 , 0.772622 , -0.043242 },{ -0.962521 , -0.102706 , -0.251007}},
23240 {{-0.011335 , 0.782913 , -0.042648 },{ -0.962521 , -0.102706 , -0.251007}},
23241 {{-0.006450 , 0.773535 , -0.057543 },{ -0.940560 , -0.226227 , -0.253315}},
23242 {{-0.007735 , 0.761367 , -0.041905 },{ -0.940560 , -0.226227 , -0.253315}},
23243 {{-0.010082 , 0.772622 , -0.043242 },{ -0.940560 , -0.226227 , -0.253315}},
23244 {{-0.006450 , 0.773535 , -0.057543 },{ -0.911185 , -0.285509 , -0.297029}},
23245 {{-0.003757 , 0.763742 , -0.056391 },{ -0.911185 , -0.285509 , -0.297029}},
23246 {{-0.007735 , 0.761367 , -0.041905 },{ -0.911185 , -0.285509 , -0.297029}},
23247 {{-0.006450 , 0.773535 , -0.057543 },{ -0.680971 , -0.267455 , -0.681723}},
23248 {{0.006638 , 0.770819 , -0.069551 },{ -0.680971 , -0.267455 , -0.681723}},
23249 {{-0.003757 , 0.763742 , -0.056391 },{ -0.680971 , -0.267455 , -0.681723}},
23250 {{0.001961 , 0.778670 , -0.070782 },{ -0.645616 , -0.477993 , -0.595569}},
23251 {{0.006638 , 0.770819 , -0.069551 },{ -0.645616 , -0.477993 , -0.595569}},
23252 {{-0.006450 , 0.773535 , -0.057543 },{ -0.645616 , -0.477993 , -0.595569}},
23253 {{-0.032547 , 0.868684 , -0.064864 },{ -0.221113 , -0.896731 , 0.383383}},
23254 {{-0.032887 , 0.870555 , -0.060684 },{ -0.221113 , -0.896731 , 0.383383}},
23255 {{-0.033725 , 0.870933 , -0.060283 },{ -0.221113 , -0.896731 , 0.383383}},
23256 {{-0.032182 , 0.868550 , -0.064658 },{ -0.482094 , -0.813626 , 0.324958}},
23257 {{-0.032887 , 0.870555 , -0.060684 },{ -0.482094 , -0.813626 , 0.324958}},
23258 {{-0.032547 , 0.868684 , -0.064864 },{ -0.482094 , -0.813626 , 0.324958}},
23259 {{-0.030978 , 0.864935 , -0.067685 },{ -0.542578 , -0.638122 , 0.546269}},
23260 {{-0.032182 , 0.868550 , -0.064658 },{ -0.542578 , -0.638122 , 0.546269}},
23261 {{-0.032547 , 0.868684 , -0.064864 },{ -0.542578 , -0.638122 , 0.546269}},
23262 {{-0.033261 , 0.868906 , -0.064863 },{ -0.122362 , -0.603329 , 0.788049}},
23263 {{-0.031322 , 0.864546 , -0.067900 },{ -0.122362 , -0.603329 , 0.788049}},
23264 {{-0.030776 , 0.864558 , -0.067806 },{ -0.122362 , -0.603329 , 0.788049}},
23265 {{-0.033261 , 0.868906 , -0.064863 },{ -0.192716 , -0.623176 , 0.757966}},
23266 {{-0.030776 , 0.864558 , -0.067806 },{ -0.192716 , -0.623176 , 0.757966}},
23267 {{-0.032547 , 0.868684 , -0.064864 },{ -0.192716 , -0.623176 , 0.757966}},
23268 {{-0.033725 , 0.870933 , -0.060283 },{ -0.238108 , -0.896844 , 0.372795}},
23269 {{-0.034726 , 0.871274 , -0.060102 },{ -0.238108 , -0.896844 , 0.372795}},
23270 {{-0.033261 , 0.868906 , -0.064863 },{ -0.238108 , -0.896844 , 0.372795}},
23271 {{-0.033725 , 0.870933 , -0.060283 },{ -0.275924 , -0.888981 , 0.365484}},
23272 {{-0.033261 , 0.868906 , -0.064863 },{ -0.275924 , -0.888981 , 0.365484}},
23273 {{-0.032547 , 0.868684 , -0.064864 },{ -0.275924 , -0.888981 , 0.365484}},
23274 {{-0.030156 , 0.844889 , -0.056637 },{ -0.982026 , -0.096598 , -0.162156}},
23275 {{-0.030468 , 0.844215 , -0.054346 },{ -0.982026 , -0.096598 , -0.162156}},
23276 {{-0.030553 , 0.846882 , -0.055420 },{ -0.982026 , -0.096598 , -0.162156}},
23277 {{-0.030553 , 0.846882 , -0.055420 },{ -0.948753 , -0.143601 , -0.281507}},
23278 {{-0.030468 , 0.844215 , -0.054346 },{ -0.948753 , -0.143601 , -0.281507}},
23279 {{-0.030972 , 0.845510 , -0.053308 },{ -0.948753 , -0.143601 , -0.281507}},
23280 {{-0.028043 , 0.859543 , -0.056530 },{ -0.960270 , 0.011506 , -0.278834}},
23281 {{-0.028593 , 0.856026 , -0.054781 },{ -0.960270 , 0.011506 , -0.278834}},
23282 {{-0.028749 , 0.858201 , -0.054154 },{ -0.960270 , 0.011506 , -0.278834}},
23283 {{-0.028043 , 0.859543 , -0.056530 },{ -0.918626 , -0.051184 , -0.391799}},
23284 {{-0.027938 , 0.856472 , -0.056375 },{ -0.918626 , -0.051184 , -0.391799}},
23285 {{-0.028593 , 0.856026 , -0.054781 },{ -0.918626 , -0.051184 , -0.391799}},
23286 {{-0.028227 , 0.857789 , -0.070151 },{ 0.694408 , -0.305403 , -0.651558}},
23287 {{-0.026297 , 0.859039 , -0.068680 },{ 0.694408 , -0.305403 , -0.651558}},
23288 {{-0.027849 , 0.850136 , -0.066161 },{ 0.694408 , -0.305403 , -0.651558}},
23289 {{-0.026297 , 0.859039 , -0.068680 },{ 0.528901 , -0.315155 , -0.787998}},
23290 {{-0.025614 , 0.850964 , -0.064992 },{ 0.528901 , -0.315155 , -0.787998}},
23291 {{-0.027849 , 0.850136 , -0.066161 },{ 0.528901 , -0.315155 , -0.787998}},
23292 {{-0.026297 , 0.859039 , -0.068680 },{ 0.462403 , -0.335699 , -0.820664}},
23293 {{-0.023063 , 0.850295 , -0.063281 },{ 0.462403 , -0.335699 , -0.820664}},
23294 {{-0.025614 , 0.850964 , -0.064992 },{ 0.462403 , -0.335699 , -0.820664}},
23295 {{-0.024005 , 0.859503 , -0.068012 },{ 0.330419 , -0.404370 , -0.852823}},
23296 {{-0.023063 , 0.850295 , -0.063281 },{ 0.330419 , -0.404370 , -0.852823}},
23297 {{-0.026297 , 0.859039 , -0.068680 },{ 0.330419 , -0.404370 , -0.852823}},
23298 {{-0.031736 , 0.891581 , -0.018653 },{ -0.897129 , 0.325265 , 0.298936}},
23299 {{-0.030181 , 0.883118 , -0.004778 },{ -0.897129 , 0.325265 , 0.298936}},
23300 {{-0.028373 , 0.894607 , -0.011853 },{ -0.897129 , 0.325265 , 0.298936}},
23301 {{-0.031736 , 0.891581 , -0.018653 },{ -0.943826 , 0.224346 , 0.242615}},
23302 {{-0.032850 , 0.884712 , -0.016635 },{ -0.943826 , 0.224346 , 0.242615}},
23303 {{-0.030181 , 0.883118 , -0.004778 },{ -0.943826 , 0.224346 , 0.242615}},
23304 {{-0.034927 , 0.884674 , -0.027636 },{ -0.961078 , 0.208963 , 0.180730}},
23305 {{-0.032850 , 0.884712 , -0.016635 },{ -0.961078 , 0.208963 , 0.180730}},
23306 {{-0.031736 , 0.891581 , -0.018653 },{ -0.961078 , 0.208963 , 0.180730}},
23307 {{-0.034927 , 0.884674 , -0.027636 },{ -0.958035 , 0.241239 , 0.154832}},
23308 {{-0.031736 , 0.891581 , -0.018653 },{ -0.958035 , 0.241239 , 0.154832}},
23309 {{-0.031806 , 0.896408 , -0.026607 },{ -0.958035 , 0.241239 , 0.154832}},
23310 {{-0.031806 , 0.896408 , -0.026607 },{ -0.933741 , 0.302305 , 0.191676}},
23311 {{-0.031736 , 0.891581 , -0.018653 },{ -0.933741 , 0.302305 , 0.191676}},
23312 {{-0.027981 , 0.906267 , -0.023523 },{ -0.933741 , 0.302305 , 0.191676}},
23313 {{-0.027981 , 0.906267 , -0.023523 },{ -0.896637 , 0.327914 , 0.297514}},
23314 {{-0.031736 , 0.891581 , -0.018653 },{ -0.896637 , 0.327914 , 0.297514}},
23315 {{-0.028373 , 0.894607 , -0.011853 },{ -0.896637 , 0.327914 , 0.297514}},
23316 {{-0.029053 , 0.866893 , -0.014625 },{ -0.910258 , 0.413287 , -0.024969}},
23317 {{-0.028895 , 0.867337 , -0.013036 },{ -0.910258 , 0.413287 , -0.024969}},
23318 {{-0.028495 , 0.868211 , -0.013152 },{ -0.910258 , 0.413287 , -0.024969}},
23319 {{0.040823 , 0.804532 , -0.074403 },{ 0.861495 , 0.034778 , -0.506574}},
23320 {{0.047490 , 0.814479 , -0.062382 },{ 0.861495 , 0.034778 , -0.506574}},
23321 {{0.051446 , 0.809400 , -0.056003 },{ 0.861495 , 0.034778 , -0.506574}},
23322 {{0.047490 , 0.814479 , -0.062382 },{ 0.656088 , 0.361110 , -0.662682}},
23323 {{0.040823 , 0.804532 , -0.074403 },{ 0.656088 , 0.361110 , -0.662682}},
23324 {{0.032494 , 0.811803 , -0.078687 },{ 0.656088 , 0.361110 , -0.662682}},
23325 {{0.032494 , 0.811803 , -0.078687 },{ 0.343610 , -0.152376 , -0.926668}},
23326 {{0.040823 , 0.804532 , -0.074403 },{ 0.343610 , -0.152376 , -0.926668}},
23327 {{0.013763 , 0.806418 , -0.084747 },{ 0.343610 , -0.152376 , -0.926668}},
23328 {{0.013763 , 0.806418 , -0.084747 },{ 0.357393 , 0.324448 , -0.875787}},
23329 {{0.040823 , 0.804532 , -0.074403 },{ 0.357393 , 0.324448 , -0.875787}},
23330 {{0.024943 , 0.796381 , -0.083903 },{ 0.357393 , 0.324448 , -0.875787}},
23331 {{0.040823 , 0.804532 , -0.074403 },{ 0.428060 , 0.194644 , -0.882541}},
23332 {{0.036796 , 0.788659 , -0.079857 },{ 0.428060 , 0.194644 , -0.882541}},
23333 {{0.024943 , 0.796381 , -0.083903 },{ 0.428060 , 0.194644 , -0.882541}},
23334 {{0.040823 , 0.804532 , -0.074403 },{ 0.674379 , 0.081086 , -0.733920}},
23335 {{0.048754 , 0.799268 , -0.067697 },{ 0.674379 , 0.081086 , -0.733920}},
23336 {{0.036796 , 0.788659 , -0.079857 },{ 0.674379 , 0.081086 , -0.733920}},
23337 {{0.040823 , 0.804532 , -0.074403 },{ 0.716638 , 0.572781 , -0.397934}},
23338 {{0.054050 , 0.806065 , -0.048376 },{ 0.716638 , 0.572781 , -0.397934}},
23339 {{0.048754 , 0.799268 , -0.067697 },{ 0.716638 , 0.572781 , -0.397934}},
23340 {{0.040823 , 0.804532 , -0.074403 },{ 0.860175 , -0.289142 , -0.420114}},
23341 {{0.051446 , 0.809400 , -0.056003 },{ 0.860175 , -0.289142 , -0.420114}},
23342 {{0.054050 , 0.806065 , -0.048376 },{ 0.860175 , -0.289142 , -0.420114}},
23343 {{-0.032947 , 0.871181 , -0.032001 },{ -0.989452 , -0.134208 , 0.054519}},
23344 {{-0.032925 , 0.875220 , -0.021659 },{ -0.989452 , -0.134208 , 0.054519}},
23345 {{-0.033590 , 0.878911 , -0.024642 },{ -0.989452 , -0.134208 , 0.054519}},
23346 {{-0.032947 , 0.871181 , -0.032001 },{ -0.990691 , -0.127588 , 0.047457}},
23347 {{-0.033590 , 0.878911 , -0.024642 },{ -0.990691 , -0.127588 , 0.047457}},
23348 {{-0.033391 , 0.874899 , -0.031274 },{ -0.990691 , -0.127588 , 0.047457}},
23349 {{-0.032606 , 0.864204 , -0.039108 },{ -0.987301 , -0.134450 , 0.084620}},
23350 {{-0.032947 , 0.871181 , -0.032001 },{ -0.987301 , -0.134450 , 0.084620}},
23351 {{-0.033391 , 0.874899 , -0.031274 },{ -0.987301 , -0.134450 , 0.084620}},
23352 {{-0.032606 , 0.864204 , -0.039108 },{ -0.995916 , -0.087975 , 0.020309}},
23353 {{-0.033391 , 0.874899 , -0.031274 },{ -0.995916 , -0.087975 , 0.020309}},
23354 {{-0.033540 , 0.875142 , -0.037528 },{ -0.995916 , -0.087975 , 0.020309}},
23355 {{-0.033540 , 0.875142 , -0.037528 },{ -0.986728 , -0.161465 , 0.017235}},
23356 {{-0.033391 , 0.874899 , -0.031274 },{ -0.986728 , -0.161465 , 0.017235}},
23357 {{-0.034927 , 0.884674 , -0.027636 },{ -0.986728 , -0.161465 , 0.017235}},
23358 {{-0.033391 , 0.874899 , -0.031274 },{ -0.979387 , -0.184498 , 0.082223}},
23359 {{-0.033590 , 0.878911 , -0.024642 },{ -0.979387 , -0.184498 , 0.082223}},
23360 {{-0.034927 , 0.884674 , -0.027636 },{ -0.979387 , -0.184498 , 0.082223}},
23361 {{-0.027922 , 0.849958 , -0.060348 },{ 0.738553 , 0.508844 , 0.442287}},
23362 {{-0.029113 , 0.848368 , -0.056530 },{ 0.738553 , 0.508844 , 0.442287}},
23363 {{-0.028534 , 0.848475 , -0.057620 },{ 0.738553 , 0.508844 , 0.442287}},
23364 {{-0.027922 , 0.849958 , -0.060348 },{ 0.209826 , 0.877648 , 0.430938}},
23365 {{-0.028738 , 0.849800 , -0.059629 },{ 0.209826 , 0.877648 , 0.430938}},
23366 {{-0.029113 , 0.848368 , -0.056530 },{ 0.209826 , 0.877648 , 0.430938}},
23367 {{-0.011898 , 0.884344 , 0.011359 },{ -0.530620 , 0.112649 , 0.840091}},
23368 {{-0.019364 , 0.882922 , 0.006834 },{ -0.530620 , 0.112649 , 0.840091}},
23369 {{-0.012209 , 0.879553 , 0.011805 },{ -0.530620 , 0.112649 , 0.840091}},
23370 {{-0.019364 , 0.882922 , 0.006834 },{ -0.508930 , 0.165567 , 0.844736}},
23371 {{-0.017560 , 0.879513 , 0.008589 },{ -0.508930 , 0.165567 , 0.844736}},
23372 {{-0.012209 , 0.879553 , 0.011805 },{ -0.508930 , 0.165567 , 0.844736}},
23373 {{-0.019364 , 0.882922 , 0.006834 },{ -0.586046 , 0.103593 , 0.803628}},
23374 {{-0.021730 , 0.879296 , 0.005576 },{ -0.586046 , 0.103593 , 0.803628}},
23375 {{-0.017560 , 0.879513 , 0.008589 },{ -0.586046 , 0.103593 , 0.803628}},
23376 {{-0.019364 , 0.882922 , 0.006834 },{ -0.619094 , 0.135603 , 0.773521}},
23377 {{-0.025042 , 0.880923 , 0.002640 },{ -0.619094 , 0.135603 , 0.773521}},
23378 {{-0.021730 , 0.879296 , 0.005576 },{ -0.619094 , 0.135603 , 0.773521}},
23379 {{-0.030181 , 0.883118 , -0.004778 },{ -0.616962 , 0.527946 , 0.583636}},
23380 {{-0.025042 , 0.880923 , 0.002640 },{ -0.616962 , 0.527946 , 0.583636}},
23381 {{-0.019364 , 0.882922 , 0.006834 },{ -0.616962 , 0.527946 , 0.583636}},
23382 {{-0.030181 , 0.883118 , -0.004778 },{ -0.718968 , 0.174827 , 0.672696}},
23383 {{-0.019364 , 0.882922 , 0.006834 },{ -0.718968 , 0.174827 , 0.672696}},
23384 {{-0.021016 , 0.888291 , 0.003673 },{ -0.718968 , 0.174827 , 0.672696}},
23385 {{-0.026505 , 0.868731 , -0.067505 },{ 0.254923 , 0.121766 , -0.959264}},
23386 {{-0.024005 , 0.859503 , -0.068012 },{ 0.254923 , 0.121766 , -0.959264}},
23387 {{-0.026297 , 0.859039 , -0.068680 },{ 0.254923 , 0.121766 , -0.959264}},
23388 {{-0.027512 , 0.867425 , -0.070153 },{ 0.921358 , 0.066210 , -0.383035}},
23389 {{-0.026505 , 0.868731 , -0.067505 },{ 0.921358 , 0.066210 , -0.383035}},
23390 {{-0.026297 , 0.859039 , -0.068680 },{ 0.921358 , 0.066210 , -0.383035}},
23391 {{-0.027512 , 0.867425 , -0.070153 },{ 0.674292 , -0.031896 , -0.737776}},
23392 {{-0.026297 , 0.859039 , -0.068680 },{ 0.674292 , -0.031896 , -0.737776}},
23393 {{-0.029280 , 0.865994 , -0.071707 },{ 0.674292 , -0.031896 , -0.737776}},
23394 {{-0.029280 , 0.865994 , -0.071707 },{ 0.631371 , -0.065509 , -0.772709}},
23395 {{-0.026297 , 0.859039 , -0.068680 },{ 0.631371 , -0.065509 , -0.772709}},
23396 {{-0.028227 , 0.857789 , -0.070151 },{ 0.631371 , -0.065509 , -0.772709}},
23397 {{-0.032428 , 0.877266 , -0.055899 },{ -0.134197 , 0.877312 , 0.460776}},
23398 {{-0.033884 , 0.877329 , -0.056443 },{ -0.134197 , 0.877312 , 0.460776}},
23399 {{-0.033738 , 0.874844 , -0.051669 },{ -0.134197 , 0.877312 , 0.460776}},
23400 {{-0.033738 , 0.874844 , -0.051669 },{ -0.055277 , 0.884973 , 0.462351}},
23401 {{-0.033884 , 0.877329 , -0.056443 },{ -0.055277 , 0.884973 , 0.462351}},
23402 {{-0.034899 , 0.874494 , -0.051138 },{ -0.055277 , 0.884973 , 0.462351}},
23403 {{-0.033884 , 0.877329 , -0.056443 },{ -0.887599 , 0.454763 , 0.073201}},
23404 {{-0.035732 , 0.873180 , -0.053075 },{ -0.887599 , 0.454763 , 0.073201}},
23405 {{-0.034899 , 0.874494 , -0.051138 },{ -0.887599 , 0.454763 , 0.073201}},
23406 {{-0.035050 , 0.876134 , -0.057760 },{ -0.809467 , 0.542630 , 0.224314}},
23407 {{-0.035732 , 0.873180 , -0.053075 },{ -0.809467 , 0.542630 , 0.224314}},
23408 {{-0.033884 , 0.877329 , -0.056443 },{ -0.809467 , 0.542630 , 0.224314}},
23409 {{-0.011374 , 0.890545 , 0.010570 },{ -0.601251 , 0.259869 , 0.755622}},
23410 {{-0.021016 , 0.888291 , 0.003673 },{ -0.601251 , 0.259869 , 0.755622}},
23411 {{-0.019364 , 0.882922 , 0.006834 },{ -0.601251 , 0.259869 , 0.755622}},
23412 {{-0.011374 , 0.890545 , 0.010570 },{ -0.533245 , 0.150971 , 0.832380}},
23413 {{-0.019364 , 0.882922 , 0.006834 },{ -0.533245 , 0.150971 , 0.832380}},
23414 {{-0.011898 , 0.884344 , 0.011359 },{ -0.533245 , 0.150971 , 0.832380}},
23415 {{-0.033493 , 0.876131 , -0.063309 },{ -0.604956 , 0.777860 , -0.170180}},
23416 {{-0.035050 , 0.876134 , -0.057760 },{ -0.604956 , 0.777860 , -0.170180}},
23417 {{-0.033884 , 0.877329 , -0.056443 },{ -0.604956 , 0.777860 , -0.170180}},
23418 {{-0.031783 , 0.877377 , -0.062765 },{ -0.543094 , 0.821392 , -0.174253}},
23419 {{-0.033493 , 0.876131 , -0.063309 },{ -0.543094 , 0.821392 , -0.174253}},
23420 {{-0.033884 , 0.877329 , -0.056443 },{ -0.543094 , 0.821392 , -0.174253}},
23421 {{-0.030920 , 0.876892 , -0.061243 },{ 0.324714 , 0.938790 , 0.115038}},
23422 {{-0.031783 , 0.877377 , -0.062765 },{ 0.324714 , 0.938790 , 0.115038}},
23423 {{-0.033884 , 0.877329 , -0.056443 },{ 0.324714 , 0.938790 , 0.115038}},
23424 {{-0.030920 , 0.876892 , -0.061243 },{ 0.062591 , 0.996679 , -0.052094}},
23425 {{-0.033884 , 0.877329 , -0.056443 },{ 0.062591 , 0.996679 , -0.052094}},
23426 {{-0.032428 , 0.877266 , -0.055899 },{ 0.062591 , 0.996679 , -0.052094}},
23427 {{0.065248 , 0.882593 , -0.048360 },{ 0.990312 , 0.073164 , 0.118023}},
23428 {{0.063796 , 0.895394 , -0.044112 },{ 0.990312 , 0.073164 , 0.118023}},
23429 {{0.064671 , 0.870271 , -0.035880 },{ 0.990312 , 0.073164 , 0.118023}},
23430 {{0.063796 , 0.895394 , -0.044112 },{ 0.996930 , 0.009247 , -0.077745}},
23431 {{0.065035 , 0.880826 , -0.029957 },{ 0.996930 , 0.009247 , -0.077745}},
23432 {{0.064671 , 0.870271 , -0.035880 },{ 0.996930 , 0.009247 , -0.077745}},
23433 {{0.061884 , 0.872559 , -0.054818 },{ 0.962191 , -0.214750 , -0.167545}},
23434 {{0.065248 , 0.882593 , -0.048360 },{ 0.962191 , -0.214750 , -0.167545}},
23435 {{0.064671 , 0.870271 , -0.035880 },{ 0.962191 , -0.214750 , -0.167545}},
23436 {{0.061884 , 0.872559 , -0.054818 },{ 0.948431 , -0.266414 , -0.171762}},
23437 {{0.064671 , 0.870271 , -0.035880 },{ 0.948431 , -0.266414 , -0.171762}},
23438 {{0.060132 , 0.859110 , -0.043632 },{ 0.948431 , -0.266414 , -0.171762}},
23439 {{0.060132 , 0.859110 , -0.043632 },{ 0.930586 , -0.365605 , -0.018502}},
23440 {{0.064671 , 0.870271 , -0.035880 },{ 0.930586 , -0.365605 , -0.018502}},
23441 {{0.054133 , 0.843110 , -0.029195 },{ 0.930586 , -0.365605 , -0.018502}},
23442 {{0.064671 , 0.870271 , -0.035880 },{ 0.903975 , -0.392485 , -0.169662}},
23443 {{0.061844 , 0.859361 , -0.025704 },{ 0.903975 , -0.392485 , -0.169662}},
23444 {{0.054133 , 0.843110 , -0.029195 },{ 0.903975 , -0.392485 , -0.169662}},
23445 {{0.064671 , 0.870271 , -0.035880 },{ 0.979443 , -0.189632 , 0.068789}},
23446 {{0.063255 , 0.869509 , -0.017819 },{ 0.979443 , -0.189632 , 0.068789}},
23447 {{0.061844 , 0.859361 , -0.025704 },{ 0.979443 , -0.189632 , 0.068789}},
23448 {{0.064671 , 0.870271 , -0.035880 },{ 0.994285 , -0.076228 , 0.074737}},
23449 {{0.065035 , 0.880826 , -0.029957 },{ 0.994285 , -0.076228 , 0.074737}},
23450 {{0.063255 , 0.869509 , -0.017819 },{ 0.994285 , -0.076228 , 0.074737}},
23451 {{0.002669 , 0.872289 , 0.014657 },{ -0.481400 , -0.624277 , 0.615251}},
23452 {{0.001506 , 0.869694 , 0.011114 },{ -0.481400 , -0.624277 , 0.615251}},
23453 {{0.002085 , 0.869625 , 0.011497 },{ -0.481400 , -0.624277 , 0.615251}},
23454 {{0.002669 , 0.872289 , 0.014657 },{ -0.371166 , -0.675011 , 0.637649}},
23455 {{0.002085 , 0.869625 , 0.011497 },{ -0.371166 , -0.675011 , 0.637649}},
23456 {{0.003264 , 0.871787 , 0.014472 },{ -0.371166 , -0.675011 , 0.637649}},
23457 {{0.002085 , 0.869625 , 0.011497 },{ -0.470420 , -0.653076 , 0.593462}},
23458 {{0.001506 , 0.869694 , 0.011114 },{ -0.470420 , -0.653076 , 0.593462}},
23459 {{0.001667 , 0.867070 , 0.008354 },{ -0.470420 , -0.653076 , 0.593462}},
23460 {{0.002085 , 0.869625 , 0.011497 },{ -0.295911 , -0.721562 , 0.625928}},
23461 {{0.001667 , 0.867070 , 0.008354 },{ -0.295911 , -0.721562 , 0.625928}},
23462 {{0.002020 , 0.867876 , 0.009450 },{ -0.295911 , -0.721562 , 0.625928}},
23463 {{0.001506 , 0.869694 , 0.011114 },{ -0.620882 , -0.575346 , 0.532431}},
23464 {{0.000926 , 0.869785 , 0.010536 },{ -0.620882 , -0.575346 , 0.532431}},
23465 {{0.001102 , 0.866817 , 0.007534 },{ -0.620882 , -0.575346 , 0.532431}},
23466 {{0.001506 , 0.869694 , 0.011114 },{ -0.538193 , -0.626275 , 0.564028}},
23467 {{0.001102 , 0.866817 , 0.007534 },{ -0.538193 , -0.626275 , 0.564028}},
23468 {{0.001667 , 0.867070 , 0.008354 },{ -0.538193 , -0.626275 , 0.564028}},
23469 {{0.001506 , 0.869694 , 0.011114 },{ -0.654695 , -0.491120 , 0.574609}},
23470 {{0.002669 , 0.872289 , 0.014657 },{ -0.654695 , -0.491120 , 0.574609}},
23471 {{0.002201 , 0.872742 , 0.014511 },{ -0.654695 , -0.491120 , 0.574609}},
23472 {{0.001506 , 0.869694 , 0.011114 },{ -0.651570 , -0.493508 , 0.576113}},
23473 {{0.002201 , 0.872742 , 0.014511 },{ -0.651570 , -0.493508 , 0.576113}},
23474 {{0.000926 , 0.869785 , 0.010536 },{ -0.651570 , -0.493508 , 0.576113}},
23475 {{0.010848 , 0.871906 , 0.018474 },{ -0.295664 , -0.723753 , 0.623510}},
23476 {{0.006209 , 0.872987 , 0.017529 },{ -0.295664 , -0.723753 , 0.623510}},
23477 {{0.006704 , 0.872292 , 0.016957 },{ -0.295664 , -0.723753 , 0.623510}},
23478 {{0.010848 , 0.871906 , 0.018474 },{ -0.298730 , -0.712680 , 0.634703}},
23479 {{0.006704 , 0.872292 , 0.016957 },{ -0.298730 , -0.712680 , 0.634703}},
23480 {{0.010990 , 0.871289 , 0.017848 },{ -0.298730 , -0.712680 , 0.634703}},
23481 {{0.006209 , 0.872987 , 0.017529 },{ -0.377053 , -0.679100 , 0.629805}},
23482 {{0.002669 , 0.872289 , 0.014657 },{ -0.377053 , -0.679100 , 0.629805}},
23483 {{0.003264 , 0.871787 , 0.014472 },{ -0.377053 , -0.679100 , 0.629805}},
23484 {{0.006209 , 0.872987 , 0.017529 },{ -0.327649 , -0.728505 , 0.601604}},
23485 {{0.003264 , 0.871787 , 0.014472 },{ -0.327649 , -0.728505 , 0.601604}},
23486 {{0.006704 , 0.872292 , 0.016957 },{ -0.327649 , -0.728505 , 0.601604}},
23487 {{-0.020296 , 0.866966 , -0.001515 },{ 0.085301 , 0.962262 , 0.258410}},
23488 {{-0.022995 , 0.867277 , -0.001782 },{ 0.085301 , 0.962262 , 0.258410}},
23489 {{-0.023404 , 0.867151 , -0.001178 },{ 0.085301 , 0.962262 , 0.258410}},
23490 {{-0.019802 , 0.867217 , -0.001969 },{ 0.046547 , 0.851904 , 0.521626}},
23491 {{-0.022995 , 0.867277 , -0.001782 },{ 0.046547 , 0.851904 , 0.521626}},
23492 {{-0.020296 , 0.866966 , -0.001515 },{ 0.046547 , 0.851904 , 0.521626}},
23493 {{-0.017609 , 0.867592 , -0.002600 },{ 0.357021 , 0.080527 , 0.930619}},
23494 {{-0.020296 , 0.866966 , -0.001515 },{ 0.357021 , 0.080527 , 0.930619}},
23495 {{-0.017826 , 0.866705 , -0.002440 },{ 0.357021 , 0.080527 , 0.930619}},
23496 {{-0.019940 , 0.866430 , -0.001132 },{ 0.341579 , 0.641444 , 0.686930}},
23497 {{-0.017477 , 0.866260 , -0.002198 },{ 0.341579 , 0.641444 , 0.686930}},
23498 {{-0.017826 , 0.866705 , -0.002440 },{ 0.341579 , 0.641444 , 0.686930}},
23499 {{-0.019940 , 0.866430 , -0.001132 },{ 0.318604 , 0.681984 , 0.658323}},
23500 {{-0.017826 , 0.866705 , -0.002440 },{ 0.318604 , 0.681984 , 0.658323}},
23501 {{-0.020296 , 0.866966 , -0.001515 },{ 0.318604 , 0.681984 , 0.658323}},
23502 {{-0.029155 , 0.866103 , -0.005308 },{ -0.741657 , 0.229662 , 0.630238}},
23503 {{-0.026523 , 0.866230 , -0.002257 },{ -0.741657 , 0.229662 , 0.630238}},
23504 {{-0.026672 , 0.867110 , -0.002753 },{ -0.741657 , 0.229662 , 0.630238}},
23505 {{-0.029006 , 0.867074 , -0.005734 },{ -0.735599 , 0.363624 , 0.571552}},
23506 {{-0.029155 , 0.866103 , -0.005308 },{ -0.735599 , 0.363624 , 0.571552}},
23507 {{-0.026672 , 0.867110 , -0.002753 },{ -0.735599 , 0.363624 , 0.571552}},
23508 {{-0.028537 , 0.867311 , -0.006302 },{ -0.253363 , 0.949143 , 0.186910}},
23509 {{-0.029006 , 0.867074 , -0.005734 },{ -0.253363 , 0.949143 , 0.186910}},
23510 {{-0.026672 , 0.867110 , -0.002753 },{ -0.253363 , 0.949143 , 0.186910}},
23511 {{-0.028537 , 0.867311 , -0.006302 },{ -0.138945 , 0.981910 , 0.128639}},
23512 {{-0.026672 , 0.867110 , -0.002753 },{ -0.138945 , 0.981910 , 0.128639}},
23513 {{-0.026242 , 0.867251 , -0.003365 },{ -0.138945 , 0.981910 , 0.128639}},
23514 {{0.053203 , 0.895127 , -0.004689 },{ 0.708836 , 0.010550 , 0.705294}},
23515 {{0.044311 , 0.889689 , 0.004329 },{ 0.708836 , 0.010550 , 0.705294}},
23516 {{0.049326 , 0.875304 , -0.000496 },{ 0.708836 , 0.010550 , 0.705294}},
23517 {{0.053203 , 0.895127 , -0.004689 },{ 0.672555 , 0.024909 , 0.739628}},
23518 {{0.049326 , 0.875304 , -0.000496 },{ 0.672555 , 0.024909 , 0.739628}},
23519 {{0.057667 , 0.881611 , -0.008293 },{ 0.672555 , 0.024909 , 0.739628}},
23520 {{0.063255 , 0.869509 , -0.017819 },{ 0.738902 , -0.171697 , 0.651570}},
23521 {{0.057667 , 0.881611 , -0.008293 },{ 0.738902 , -0.171697 , 0.651570}},
23522 {{0.049326 , 0.875304 , -0.000496 },{ 0.738902 , -0.171697 , 0.651570}},
23523 {{0.063255 , 0.869509 , -0.017819 },{ 0.793387 , 0.128125 , 0.595081}},
23524 {{0.049326 , 0.875304 , -0.000496 },{ 0.793387 , 0.128125 , 0.595081}},
23525 {{0.055858 , 0.868789 , -0.007802 },{ 0.793387 , 0.128125 , 0.595081}},
23526 {{0.049326 , 0.875304 , -0.000496 },{ 0.694734 , -0.101911 , 0.712011}},
23527 {{0.049244 , 0.864803 , -0.001919 },{ 0.694734 , -0.101911 , 0.712011}},
23528 {{0.055858 , 0.868789 , -0.007802 },{ 0.694734 , -0.101911 , 0.712011}},
23529 {{0.049326 , 0.875304 , -0.000496 },{ 0.564237 , -0.115192 , 0.817537}},
23530 {{0.046320 , 0.864164 , 0.000009 },{ 0.564237 , -0.115192 , 0.817537}},
23531 {{0.049244 , 0.864803 , -0.001919 },{ 0.564237 , -0.115192 , 0.817537}},
23532 {{0.041069 , 0.874166 , 0.004512 },{ 0.527045 , -0.103083 , 0.843562}},
23533 {{0.041724 , 0.863276 , 0.002772 },{ 0.527045 , -0.103083 , 0.843562}},
23534 {{0.046320 , 0.864164 , 0.000009 },{ 0.527045 , -0.103083 , 0.843562}},
23535 {{0.041069 , 0.874166 , 0.004512 },{ 0.526201 , -0.103728 , 0.844010}},
23536 {{0.046320 , 0.864164 , 0.000009 },{ 0.526201 , -0.103728 , 0.844010}},
23537 {{0.049326 , 0.875304 , -0.000496 },{ 0.526201 , -0.103728 , 0.844010}},
23538 {{0.033515 , 0.883710 , 0.010935 },{ 0.527653 , -0.145585 , 0.836892}},
23539 {{0.041069 , 0.874166 , 0.004512 },{ 0.527653 , -0.145585 , 0.836892}},
23540 {{0.049326 , 0.875304 , -0.000496 },{ 0.527653 , -0.145585 , 0.836892}},
23541 {{0.044311 , 0.889689 , 0.004329 },{ 0.553794 , -0.084769 , 0.828327}},
23542 {{0.033515 , 0.883710 , 0.010935 },{ 0.553794 , -0.084769 , 0.828327}},
23543 {{0.049326 , 0.875304 , -0.000496 },{ 0.553794 , -0.084769 , 0.828327}},
23544 {{0.002201 , 0.872742 , 0.014511 },{ -0.555496 , -0.327518 , 0.764301}},
23545 {{0.002669 , 0.872289 , 0.014657 },{ -0.555496 , -0.327518 , 0.764301}},
23546 {{0.006209 , 0.872987 , 0.017529 },{ -0.555496 , -0.327518 , 0.764301}},
23547 {{0.002201 , 0.872742 , 0.014511 },{ -0.547949 , -0.356701 , 0.756648}},
23548 {{0.006209 , 0.872987 , 0.017529 },{ -0.547949 , -0.356701 , 0.756648}},
23549 {{0.005949 , 0.873643 , 0.017650 },{ -0.547949 , -0.356701 , 0.756648}},
23550 {{0.006209 , 0.872987 , 0.017529 },{ -0.232898 , -0.161048 , 0.959073}},
23551 {{0.010848 , 0.871906 , 0.018474 },{ -0.232898 , -0.161048 , 0.959073}},
23552 {{0.010984 , 0.872543 , 0.018614 },{ -0.232898 , -0.161048 , 0.959073}},
23553 {{0.006209 , 0.872987 , 0.017529 },{ -0.237050 , -0.266257 , 0.934299}},
23554 {{0.010984 , 0.872543 , 0.018614 },{ -0.237050 , -0.266257 , 0.934299}},
23555 {{0.005949 , 0.873643 , 0.017650 },{ -0.237050 , -0.266257 , 0.934299}},
23556 {{0.045255 , 0.912233 , -0.069020 },{ 0.519084 , 0.364503 , -0.773104}},
23557 {{0.039947 , 0.895634 , -0.080410 },{ 0.519084 , 0.364503 , -0.773104}},
23558 {{0.037088 , 0.911197 , -0.074992 },{ 0.519084 , 0.364503 , -0.773104}},
23559 {{0.045255 , 0.912233 , -0.069020 },{ 0.568798 , 0.333888 , -0.751656}},
23560 {{0.050826 , 0.907076 , -0.067095 },{ 0.568798 , 0.333888 , -0.751656}},
23561 {{0.039947 , 0.895634 , -0.080410 },{ 0.568798 , 0.333888 , -0.751656}},
23562 {{0.045255 , 0.912233 , -0.069020 },{ 0.677711 , 0.549896 , -0.488183}},
23563 {{0.054813 , 0.914244 , -0.053486 },{ 0.677711 , 0.549896 , -0.488183}},
23564 {{0.050826 , 0.907076 , -0.067095 },{ 0.677711 , 0.549896 , -0.488183}},
23565 {{0.045255 , 0.912233 , -0.069020 },{ 0.634693 , 0.613448 , -0.469942}},
23566 {{0.045083 , 0.919782 , -0.059398 },{ 0.634693 , 0.613448 , -0.469942}},
23567 {{0.054813 , 0.914244 , -0.053486 },{ 0.634693 , 0.613448 , -0.469942}},
23568 {{0.045255 , 0.912233 , -0.069020 },{ 0.412204 , 0.720373 , -0.557808}},
23569 {{0.032604 , 0.921184 , -0.066809 },{ 0.412204 , 0.720373 , -0.557808}},
23570 {{0.045083 , 0.919782 , -0.059398 },{ 0.412204 , 0.720373 , -0.557808}},
23571 {{0.045255 , 0.912233 , -0.069020 },{ 0.373035 , 0.682484 , -0.628538}},
23572 {{0.037088 , 0.911197 , -0.074992 },{ 0.373035 , 0.682484 , -0.628538}},
23573 {{0.032604 , 0.921184 , -0.066809 },{ 0.373035 , 0.682484 , -0.628538}},
23574 {{0.018384 , 0.866657 , 0.013357 },{ -0.149706 , -0.819711 , 0.552868}},
23575 {{0.015306 , 0.869161 , 0.016236 },{ -0.149706 , -0.819711 , 0.552868}},
23576 {{0.016999 , 0.867370 , 0.014039 },{ -0.149706 , -0.819711 , 0.552868}},
23577 {{0.016999 , 0.867370 , 0.014039 },{ 0.076777 , -0.743007 , 0.664865}},
23578 {{0.015306 , 0.869161 , 0.016236 },{ 0.076777 , -0.743007 , 0.664865}},
23579 {{0.014711 , 0.868925 , 0.016041 },{ 0.076777 , -0.743007 , 0.664865}},
23580 {{0.010990 , 0.871289 , 0.017848 },{ -0.011883 , -0.618988 , 0.785311}},
23581 {{0.014711 , 0.868925 , 0.016041 },{ -0.011883 , -0.618988 , 0.785311}},
23582 {{0.015306 , 0.869161 , 0.016236 },{ -0.011883 , -0.618988 , 0.785311}},
23583 {{0.015306 , 0.869161 , 0.016236 },{ -0.098232 , -0.719798 , 0.687198}},
23584 {{0.010848 , 0.871906 , 0.018474 },{ -0.098232 , -0.719798 , 0.687198}},
23585 {{0.010990 , 0.871289 , 0.017848 },{ -0.098232 , -0.719798 , 0.687198}},
23586 {{0.010848 , 0.871906 , 0.018474 },{ 0.303780 , -0.255063 , 0.917966}},
23587 {{0.015306 , 0.869161 , 0.016236 },{ 0.303780 , -0.255063 , 0.917966}},
23588 {{0.016120 , 0.869497 , 0.016060 },{ 0.303780 , -0.255063 , 0.917966}},
23589 {{0.010848 , 0.871906 , 0.018474 },{ 0.298599 , -0.265220 , 0.916786}},
23590 {{0.016120 , 0.869497 , 0.016060 },{ 0.298599 , -0.265220 , 0.916786}},
23591 {{0.010984 , 0.872543 , 0.018614 },{ 0.298599 , -0.265220 , 0.916786}},
23592 {{0.016120 , 0.869497 , 0.016060 },{ 0.361106 , -0.445687 , 0.819125}},
23593 {{0.015306 , 0.869161 , 0.016236 },{ 0.361106 , -0.445687 , 0.819125}},
23594 {{0.019618 , 0.866619 , 0.012952 },{ 0.361106 , -0.445687 , 0.819125}},
23595 {{0.015306 , 0.869161 , 0.016236 },{ 0.233773 , -0.595948 , 0.768242}},
23596 {{0.018384 , 0.866657 , 0.013357 },{ 0.233773 , -0.595948 , 0.768242}},
23597 {{0.019618 , 0.866619 , 0.012952 },{ 0.233773 , -0.595948 , 0.768242}},
23598 {{-0.023728 , 0.878515 , 0.003293 },{ -0.702933 , -0.198354 , 0.683038}},
23599 {{-0.021730 , 0.879296 , 0.005576 },{ -0.702933 , -0.198354 , 0.683038}},
23600 {{-0.025042 , 0.880923 , 0.002640 },{ -0.702933 , -0.198354 , 0.683038}},
23601 {{-0.023728 , 0.878515 , 0.003293 },{ -0.697601 , -0.193601 , 0.689834}},
23602 {{-0.025042 , 0.880923 , 0.002640 },{ -0.697601 , -0.193601 , 0.689834}},
23603 {{-0.027452 , 0.879092 , -0.000311 },{ -0.697601 , -0.193601 , 0.689834}},
23604 {{-0.026242 , 0.867251 , -0.003365 },{ -0.090735 , 0.982503 , 0.162649}},
23605 {{-0.026672 , 0.867110 , -0.002753 },{ -0.090735 , 0.982503 , 0.162649}},
23606 {{-0.023404 , 0.867151 , -0.001178 },{ -0.090735 , 0.982503 , 0.162649}},
23607 {{-0.026242 , 0.867251 , -0.003365 },{ -0.081230 , 0.985276 , 0.150442}},
23608 {{-0.023404 , 0.867151 , -0.001178 },{ -0.081230 , 0.985276 , 0.150442}},
23609 {{-0.022995 , 0.867277 , -0.001782 },{ -0.081230 , 0.985276 , 0.150442}},
23610 {{-0.026672 , 0.867110 , -0.002753 },{ -0.393431 , 0.399980 , 0.827785}},
23611 {{-0.026523 , 0.866230 , -0.002257 },{ -0.393431 , 0.399980 , 0.827785}},
23612 {{-0.023023 , 0.866467 , -0.000708 },{ -0.393431 , 0.399980 , 0.827785}},
23613 {{-0.026672 , 0.867110 , -0.002753 },{ -0.410248 , 0.350082 , 0.842104}},
23614 {{-0.023023 , 0.866467 , -0.000708 },{ -0.410248 , 0.350082 , 0.842104}},
23615 {{-0.023404 , 0.867151 , -0.001178 },{ -0.410248 , 0.350082 , 0.842104}},
23616 {{-0.029276 , 0.866817 , -0.013197 },{ -0.932059 , 0.358070 , -0.055245}},
23617 {{-0.029635 , 0.866470 , -0.009389 },{ -0.932059 , 0.358070 , -0.055245}},
23618 {{-0.029313 , 0.867273 , -0.009617 },{ -0.932059 , 0.358070 , -0.055245}},
23619 {{-0.029276 , 0.866817 , -0.013197 },{ -0.790918 , 0.605940 , -0.085361}},
23620 {{-0.029313 , 0.867273 , -0.009617 },{ -0.790918 , 0.605940 , -0.085361}},
23621 {{-0.028895 , 0.867337 , -0.013036 },{ -0.790918 , 0.605940 , -0.085361}},
23622 {{-0.028495 , 0.868211 , -0.013152 },{ -0.909528 , 0.402508 , -0.103668}},
23623 {{-0.028895 , 0.867337 , -0.013036 },{ -0.909528 , 0.402508 , -0.103668}},
23624 {{-0.029313 , 0.867273 , -0.009617 },{ -0.909528 , 0.402508 , -0.103668}},
23625 {{-0.028495 , 0.868211 , -0.013152 },{ -0.548955 , 0.830621 , 0.093360}},
23626 {{-0.029313 , 0.867273 , -0.009617 },{ -0.548955 , 0.830621 , 0.093360}},
23627 {{-0.028871 , 0.867628 , -0.010176 },{ -0.548955 , 0.830621 , 0.093360}},
23628 {{-0.028537 , 0.867311 , -0.006302 },{ -0.530008 , 0.840234 , 0.114445}},
23629 {{-0.028871 , 0.867628 , -0.010176 },{ -0.530008 , 0.840234 , 0.114445}},
23630 {{-0.029313 , 0.867273 , -0.009617 },{ -0.530008 , 0.840234 , 0.114445}},
23631 {{-0.028537 , 0.867311 , -0.006302 },{ -0.373950 , 0.924251 , 0.076951}},
23632 {{-0.029313 , 0.867273 , -0.009617 },{ -0.373950 , 0.924251 , 0.076951}},
23633 {{-0.029006 , 0.867074 , -0.005734 },{ -0.373950 , 0.924251 , 0.076951}},
23634 {{-0.032606 , 0.864204 , -0.039108 },{ -0.996444 , -0.082967 , -0.014671}},
23635 {{-0.033540 , 0.875142 , -0.037528 },{ -0.996444 , -0.082967 , -0.014671}},
23636 {{-0.033501 , 0.876378 , -0.047167 },{ -0.996444 , -0.082967 , -0.014671}},
23637 {{-0.032606 , 0.864204 , -0.039108 },{ -0.996162 , -0.085535 , -0.018580}},
23638 {{-0.033501 , 0.876378 , -0.047167 },{ -0.996162 , -0.085535 , -0.018580}},
23639 {{-0.032588 , 0.865155 , -0.044451 },{ -0.996162 , -0.085535 , -0.018580}},
23640 {{-0.032441 , 0.865818 , -0.047943 },{ -0.993639 , -0.095336 , -0.059930}},
23641 {{-0.032588 , 0.865155 , -0.044451 },{ -0.993639 , -0.095336 , -0.059930}},
23642 {{-0.033501 , 0.876378 , -0.047167 },{ -0.993639 , -0.095336 , -0.059930}},
23643 {{-0.030759 , 0.869876 , -0.056606 },{ -0.970695 , -0.080806 , -0.226321}},
23644 {{-0.032441 , 0.865818 , -0.047943 },{ -0.970695 , -0.080806 , -0.226321}},
23645 {{-0.033501 , 0.876378 , -0.047167 },{ -0.970695 , -0.080806 , -0.226321}},
23646 {{-0.025709 , 0.870566 , -0.068645 },{ -0.913778 , 0.157947 , -0.374250}},
23647 {{-0.030759 , 0.869876 , -0.056606 },{ -0.913778 , 0.157947 , -0.374250}},
23648 {{-0.033501 , 0.876378 , -0.047167 },{ -0.913778 , 0.157947 , -0.374250}},
23649 {{-0.025709 , 0.870566 , -0.068645 },{ -0.941203 , -0.157667 , -0.298794}},
23650 {{-0.033501 , 0.876378 , -0.047167 },{ -0.941203 , -0.157667 , -0.298794}},
23651 {{-0.031044 , 0.882771 , -0.058280 },{ -0.941203 , -0.157667 , -0.298794}},
23652 {{-0.031044 , 0.882771 , -0.058280 },{ -0.980557 , 0.044716 , -0.191070}},
23653 {{-0.033501 , 0.876378 , -0.047167 },{ -0.980557 , 0.044716 , -0.191070}},
23654 {{-0.031563 , 0.896280 , -0.052455 },{ -0.980557 , 0.044716 , -0.191070}},
23655 {{-0.031563 , 0.896280 , -0.052455 },{ -0.970390 , 0.030840 , -0.239567}},
23656 {{-0.033501 , 0.876378 , -0.047167 },{ -0.970390 , 0.030840 , -0.239567}},
23657 {{-0.034757 , 0.890768 , -0.040227 },{ -0.970390 , 0.030840 , -0.239567}},
23658 {{-0.033501 , 0.876378 , -0.047167 },{ -0.996849 , -0.065279 , -0.045054}},
23659 {{-0.034927 , 0.884674 , -0.027636 },{ -0.996849 , -0.065279 , -0.045054}},
23660 {{-0.034757 , 0.890768 , -0.040227 },{ -0.996849 , -0.065279 , -0.045054}},
23661 {{-0.033501 , 0.876378 , -0.047167 },{ -0.992117 , -0.123732 , -0.019880}},
23662 {{-0.033540 , 0.875142 , -0.037528 },{ -0.992117 , -0.123732 , -0.019880}},
23663 {{-0.034927 , 0.884674 , -0.027636 },{ -0.992117 , -0.123732 , -0.019880}},
23664 {{-0.027452 , 0.879092 , -0.000311 },{ -0.612955 , -0.575659 , 0.541205}},
23665 {{-0.023453 , 0.876906 , 0.001893 },{ -0.612955 , -0.575659 , 0.541205}},
23666 {{-0.023728 , 0.878515 , 0.003293 },{ -0.612955 , -0.575659 , 0.541205}},
23667 {{-0.027452 , 0.879092 , -0.000311 },{ -0.610531 , -0.487830 , 0.623919}},
23668 {{-0.027840 , 0.877420 , -0.001998 },{ -0.610531 , -0.487830 , 0.623919}},
23669 {{-0.023453 , 0.876906 , 0.001893 },{ -0.610531 , -0.487830 , 0.623919}},
23670 {{0.039947 , 0.895634 , -0.080410 },{ 0.733954 , 0.100636 , -0.671703}},
23671 {{0.055985 , 0.896713 , -0.062724 },{ 0.733954 , 0.100636 , -0.671703}},
23672 {{0.059424 , 0.888979 , -0.060125 },{ 0.733954 , 0.100636 , -0.671703}},
23673 {{0.039947 , 0.895634 , -0.080410 },{ 0.738748 , 0.208110 , -0.641047}},
23674 {{0.059424 , 0.888979 , -0.060125 },{ 0.738748 , 0.208110 , -0.641047}},
23675 {{0.055406 , 0.883180 , -0.066638 },{ 0.738748 , 0.208110 , -0.641047}},
23676 {{0.055406 , 0.883180 , -0.066638 },{ 0.863560 , -0.033243 , -0.503149}},
23677 {{0.059424 , 0.888979 , -0.060125 },{ 0.863560 , -0.033243 , -0.503149}},
23678 {{0.061884 , 0.872559 , -0.054818 },{ 0.863560 , -0.033243 , -0.503149}},
23679 {{0.059424 , 0.888979 , -0.060125 },{ 0.893754 , -0.011031 , -0.448421}},
23680 {{0.065248 , 0.882593 , -0.048360 },{ 0.893754 , -0.011031 , -0.448421}},
23681 {{0.061884 , 0.872559 , -0.054818 },{ 0.893754 , -0.011031 , -0.448421}},
23682 {{0.059424 , 0.888979 , -0.060125 },{ 0.916590 , 0.215688 , -0.336662}},
23683 {{0.063796 , 0.895394 , -0.044112 },{ 0.916590 , 0.215688 , -0.336662}},
23684 {{0.065248 , 0.882593 , -0.048360 },{ 0.916590 , 0.215688 , -0.336662}},
23685 {{0.055985 , 0.896713 , -0.062724 },{ 0.892695 , 0.277661 , -0.354964}},
23686 {{0.063796 , 0.895394 , -0.044112 },{ 0.892695 , 0.277661 , -0.354964}},
23687 {{0.059424 , 0.888979 , -0.060125 },{ 0.892695 , 0.277661 , -0.354964}},
23688 {{-0.031270 , 0.877184 , -0.007272 },{ -0.779323 , -0.346162 , 0.522329}},
23689 {{-0.027840 , 0.877420 , -0.001998 },{ -0.779323 , -0.346162 , 0.522329}},
23690 {{-0.027452 , 0.879092 , -0.000311 },{ -0.779323 , -0.346162 , 0.522329}},
23691 {{-0.031270 , 0.877184 , -0.007272 },{ -0.743436 , -0.417771 , 0.522274}},
23692 {{-0.027452 , 0.879092 , -0.000311 },{ -0.743436 , -0.417771 , 0.522274}},
23693 {{-0.031042 , 0.879121 , -0.005398 },{ -0.743436 , -0.417771 , 0.522274}},
23694 {{-0.031042 , 0.879121 , -0.005398 },{ -0.813762 , 0.086136 , 0.574780}},
23695 {{-0.027452 , 0.879092 , -0.000311 },{ -0.813762 , 0.086136 , 0.574780}},
23696 {{-0.030181 , 0.883118 , -0.004778 },{ -0.813762 , 0.086136 , 0.574780}},
23697 {{-0.030181 , 0.883118 , -0.004778 },{ -0.801862 , 0.108416 , 0.587590}},
23698 {{-0.027452 , 0.879092 , -0.000311 },{ -0.801862 , 0.108416 , 0.587590}},
23699 {{-0.025042 , 0.880923 , 0.002640 },{ -0.801862 , 0.108416 , 0.587590}},
23700 {{-0.007416 , 0.919388 , 0.004211 },{ 0.018228 , 0.603109 , 0.797450}},
23701 {{-0.010461 , 0.912529 , 0.009468 },{ 0.018228 , 0.603109 , 0.797450}},
23702 {{0.011823 , 0.913704 , 0.008070 },{ 0.018228 , 0.603109 , 0.797450}},
23703 {{0.015153 , 0.920578 , 0.002049 },{ 0.038737 , 0.647712 , 0.760900}},
23704 {{-0.007416 , 0.919388 , 0.004211 },{ 0.038737 , 0.647712 , 0.760900}},
23705 {{0.011823 , 0.913704 , 0.008070 },{ 0.038737 , 0.647712 , 0.760900}},
23706 {{-0.029313 , 0.867273 , -0.009617 },{ -0.978255 , 0.188277 , 0.086996}},
23707 {{-0.029155 , 0.866103 , -0.005308 },{ -0.978255 , 0.188277 , 0.086996}},
23708 {{-0.029006 , 0.867074 , -0.005734 },{ -0.978255 , 0.188277 , 0.086996}},
23709 {{-0.029313 , 0.867273 , -0.009617 },{ -0.904026 , 0.402999 , 0.142582}},
23710 {{-0.029635 , 0.866470 , -0.009389 },{ -0.904026 , 0.402999 , 0.142582}},
23711 {{-0.029155 , 0.866103 , -0.005308 },{ -0.904026 , 0.402999 , 0.142582}},
23712 {{0.043100 , 0.921309 , -0.014013 },{ 0.431385 , 0.467084 , 0.771842}},
23713 {{0.015153 , 0.920578 , 0.002049 },{ 0.431385 , 0.467084 , 0.771842}},
23714 {{0.011823 , 0.913704 , 0.008070 },{ 0.431385 , 0.467084 , 0.771842}},
23715 {{0.043100 , 0.921309 , -0.014013 },{ 0.262709 , 0.734936 , 0.625182}},
23716 {{0.011823 , 0.913704 , 0.008070 },{ 0.262709 , 0.734936 , 0.625182}},
23717 {{0.033415 , 0.912370 , 0.000565 },{ 0.262709 , 0.734936 , 0.625182}},
23718 {{0.011823 , 0.913704 , 0.008070 },{ 0.309817 , 0.513789 , 0.800021}},
23719 {{0.026806 , 0.905823 , 0.007329 },{ 0.309817 , 0.513789 , 0.800021}},
23720 {{0.033415 , 0.912370 , 0.000565 },{ 0.309817 , 0.513789 , 0.800021}},
23721 {{0.011823 , 0.913704 , 0.008070 },{ 0.185717 , 0.264089 , 0.946449}},
23722 {{0.007571 , 0.906172 , 0.011006 },{ 0.185717 , 0.264089 , 0.946449}},
23723 {{0.026806 , 0.905823 , 0.007329 },{ 0.185717 , 0.264089 , 0.946449}},
23724 {{0.011823 , 0.913704 , 0.008070 },{ -0.086682 , 0.403923 , 0.910677}},
23725 {{-0.010568 , 0.905668 , 0.009503 },{ -0.086682 , 0.403923 , 0.910677}},
23726 {{0.007571 , 0.906172 , 0.011006 },{ -0.086682 , 0.403923 , 0.910677}},
23727 {{0.011823 , 0.913704 , 0.008070 },{ 0.062396 , 0.004118 , 0.998043}},
23728 {{-0.010461 , 0.912529 , 0.009468 },{ 0.062396 , 0.004118 , 0.998043}},
23729 {{-0.010568 , 0.905668 , 0.009503 },{ 0.062396 , 0.004118 , 0.998043}},
23730 {{0.043100 , 0.921309 , -0.014013 },{ 0.498373 , 0.551268 , 0.669125}},
23731 {{0.033415 , 0.912370 , 0.000565 },{ 0.498373 , 0.551268 , 0.669125}},
23732 {{0.041626 , 0.903205 , 0.002000 },{ 0.498373 , 0.551268 , 0.669125}},
23733 {{0.043100 , 0.921309 , -0.014013 },{ 0.475557 , 0.560775 , 0.677773}},
23734 {{0.041626 , 0.903205 , 0.002000 },{ 0.475557 , 0.560775 , 0.677773}},
23735 {{0.050872 , 0.908554 , -0.008913 },{ 0.475557 , 0.560775 , 0.677773}},
23736 {{0.050872 , 0.908554 , -0.008913 },{ 0.634249 , 0.330052 , 0.699138}},
23737 {{0.041626 , 0.903205 , 0.002000 },{ 0.634249 , 0.330052 , 0.699138}},
23738 {{0.053203 , 0.895127 , -0.004689 },{ 0.634249 , 0.330052 , 0.699138}},
23739 {{0.041626 , 0.903205 , 0.002000 },{ 0.609481 , 0.250677 , 0.752127}},
23740 {{0.044311 , 0.889689 , 0.004329 },{ 0.609481 , 0.250677 , 0.752127}},
23741 {{0.053203 , 0.895127 , -0.004689 },{ 0.609481 , 0.250677 , 0.752127}},
23742 {{0.031240 , 0.895511 , 0.008923 },{ 0.412211 , 0.229781 , 0.881636}},
23743 {{0.033515 , 0.883710 , 0.010935 },{ 0.412211 , 0.229781 , 0.881636}},
23744 {{0.044311 , 0.889689 , 0.004329 },{ 0.412211 , 0.229781 , 0.881636}},
23745 {{0.031240 , 0.895511 , 0.008923 },{ 0.413419 , 0.233767 , 0.880021}},
23746 {{0.044311 , 0.889689 , 0.004329 },{ 0.413419 , 0.233767 , 0.880021}},
23747 {{0.041626 , 0.903205 , 0.002000 },{ 0.413419 , 0.233767 , 0.880021}},
23748 {{0.026806 , 0.905823 , 0.007329 },{ 0.369028 , 0.294918 , 0.881386}},
23749 {{0.031240 , 0.895511 , 0.008923 },{ 0.369028 , 0.294918 , 0.881386}},
23750 {{0.041626 , 0.903205 , 0.002000 },{ 0.369028 , 0.294918 , 0.881386}},
23751 {{0.033415 , 0.912370 , 0.000565 },{ 0.371308 , 0.459033 , 0.807105}},
23752 {{0.026806 , 0.905823 , 0.007329 },{ 0.371308 , 0.459033 , 0.807105}},
23753 {{0.041626 , 0.903205 , 0.002000 },{ 0.371308 , 0.459033 , 0.807105}},
23754 {{0.039947 , 0.895634 , -0.080410 },{ 0.707159 , 0.104491 , -0.699291}},
23755 {{0.055406 , 0.883180 , -0.066638 },{ 0.707159 , 0.104491 , -0.699291}},
23756 {{0.050834 , 0.875239 , -0.072448 },{ 0.707159 , 0.104491 , -0.699291}},
23757 {{0.039947 , 0.895634 , -0.080410 },{ 0.630804 , 0.034101 , -0.775192}},
23758 {{0.050834 , 0.875239 , -0.072448 },{ 0.630804 , 0.034101 , -0.775192}},
23759 {{0.040114 , 0.875950 , -0.081140 },{ 0.630804 , 0.034101 , -0.775192}},
23760 {{0.040114 , 0.875950 , -0.081140 },{ 0.614533 , -0.165109 , -0.771419}},
23761 {{0.050834 , 0.875239 , -0.072448 },{ 0.614533 , -0.165109 , -0.771419}},
23762 {{0.038790 , 0.861402 , -0.079081 },{ 0.614533 , -0.165109 , -0.771419}},
23763 {{0.050834 , 0.875239 , -0.072448 },{ 0.663101 , -0.236781 , -0.710093}},
23764 {{0.053136 , 0.863968 , -0.066540 },{ 0.663101 , -0.236781 , -0.710093}},
23765 {{0.038790 , 0.861402 , -0.079081 },{ 0.663101 , -0.236781 , -0.710093}},
23766 {{0.050834 , 0.875239 , -0.072448 },{ 0.834132 , -0.112658 , -0.539937}},
23767 {{0.061884 , 0.872559 , -0.054818 },{ 0.834132 , -0.112658 , -0.539937}},
23768 {{0.053136 , 0.863968 , -0.066540 },{ 0.834132 , -0.112658 , -0.539937}},
23769 {{0.050834 , 0.875239 , -0.072448 },{ 0.837910 , -0.088352 , -0.538610}},
23770 {{0.055406 , 0.883180 , -0.066638 },{ 0.837910 , -0.088352 , -0.538610}},
23771 {{0.061884 , 0.872559 , -0.054818 },{ 0.837910 , -0.088352 , -0.538610}},
23772 {{0.002680 , 0.867344 , 0.008834 },{ -0.979744 , 0.095966 , 0.175759}},
23773 {{0.002639 , 0.866451 , 0.009093 },{ -0.979744 , 0.095966 , 0.175759}},
23774 {{0.003128 , 0.866676 , 0.011696 },{ -0.979744 , 0.095966 , 0.175759}},
23775 {{0.004755 , 0.866933 , 0.013877 },{ -0.456309 , 0.857003 , 0.239433}},
23776 {{0.003265 , 0.866932 , 0.011041 },{ -0.456309 , 0.857003 , 0.239433}},
23777 {{0.003128 , 0.866676 , 0.011696 },{ -0.456309 , 0.857003 , 0.239433}},
23778 {{0.004755 , 0.866933 , 0.013877 },{ -0.247392 , 0.966332 , 0.070702}},
23779 {{0.003128 , 0.866676 , 0.011696 },{ -0.247392 , 0.966332 , 0.070702}},
23780 {{0.004448 , 0.866806 , 0.014538 },{ -0.247392 , 0.966332 , 0.070702}},
23781 {{0.003837 , 0.866135 , 0.014446 },{ -0.724088 , 0.617073 , 0.308085}},
23782 {{0.004448 , 0.866806 , 0.014538 },{ -0.724088 , 0.617073 , 0.308085}},
23783 {{0.003128 , 0.866676 , 0.011696 },{ -0.724088 , 0.617073 , 0.308085}},
23784 {{0.003837 , 0.866135 , 0.014446 },{ -0.707703 , 0.636037 , 0.307592}},
23785 {{0.003128 , 0.866676 , 0.011696 },{ -0.707703 , 0.636037 , 0.307592}},
23786 {{0.002607 , 0.866151 , 0.011583 },{ -0.707703 , 0.636037 , 0.307592}},
23787 {{0.002607 , 0.866151 , 0.011583 },{ -0.715840 , 0.694283 , 0.074463}},
23788 {{0.003128 , 0.866676 , 0.011696 },{ -0.715840 , 0.694283 , 0.074463}},
23789 {{0.002639 , 0.866451 , 0.009093 },{ -0.715840 , 0.694283 , 0.074463}},
23790 {{0.002607 , 0.866151 , 0.011583 },{ -0.752311 , 0.655155 , 0.069279}},
23791 {{0.002639 , 0.866451 , 0.009093 },{ -0.752311 , 0.655155 , 0.069279}},
23792 {{0.002243 , 0.866015 , 0.008916 },{ -0.752311 , 0.655155 , 0.069279}},
23793 {{0.004755 , 0.866933 , 0.013877 },{ -0.065092 , 0.985133 , 0.158982}},
23794 {{0.004448 , 0.866806 , 0.014538 },{ -0.065092 , 0.985133 , 0.158982}},
23795 {{0.007485 , 0.866687 , 0.016519 },{ -0.065092 , 0.985133 , 0.158982}},
23796 {{0.004755 , 0.866933 , 0.013877 },{ -0.077233 , 0.982195 , 0.171254}},
23797 {{0.007485 , 0.866687 , 0.016519 },{ -0.077233 , 0.982195 , 0.171254}},
23798 {{0.007789 , 0.866830 , 0.015836 },{ -0.077233 , 0.982195 , 0.171254}},
23799 {{0.007789 , 0.866830 , 0.015836 },{ 0.004446 , 0.978371 , 0.206809}},
23800 {{0.007485 , 0.866687 , 0.016519 },{ 0.004446 , 0.978371 , 0.206809}},
23801 {{0.011245 , 0.866575 , 0.016968 },{ 0.004446 , 0.978371 , 0.206809}},
23802 {{0.007789 , 0.866830 , 0.015836 },{ -0.033675 , 0.948041 , 0.316362}},
23803 {{0.011245 , 0.866575 , 0.016968 },{ -0.033675 , 0.948041 , 0.316362}},
23804 {{0.011492 , 0.866815 , 0.016275 },{ -0.033675 , 0.948041 , 0.316362}},
23805 {{0.007485 , 0.866687 , 0.016519 },{ -0.100494 , 0.353955 , 0.929848}},
23806 {{0.010941 , 0.865606 , 0.017304 },{ -0.100494 , 0.353955 , 0.929848}},
23807 {{0.011245 , 0.866575 , 0.016968 },{ -0.100494 , 0.353955 , 0.929848}},
23808 {{0.007485 , 0.866687 , 0.016519 },{ -0.150339 , 0.219389 , 0.963985}},
23809 {{0.006969 , 0.865815 , 0.016637 },{ -0.150339 , 0.219389 , 0.963985}},
23810 {{0.010941 , 0.865606 , 0.017304 },{ -0.150339 , 0.219389 , 0.963985}},
23811 {{0.003837 , 0.866135 , 0.014446 },{ -0.497941 , 0.398823 , 0.770062}},
23812 {{0.006969 , 0.865815 , 0.016637 },{ -0.497941 , 0.398823 , 0.770062}},
23813 {{0.007485 , 0.866687 , 0.016519 },{ -0.497941 , 0.398823 , 0.770062}},
23814 {{0.003837 , 0.866135 , 0.014446 },{ -0.502360 , 0.348955 , 0.791116}},
23815 {{0.007485 , 0.866687 , 0.016519 },{ -0.502360 , 0.348955 , 0.791116}},
23816 {{0.004448 , 0.866806 , 0.014538 },{ -0.502360 , 0.348955 , 0.791116}},
23817 {{0.039947 , 0.895634 , -0.080410 },{ 0.741871 , 0.070602 , -0.666815}},
23818 {{0.050826 , 0.907076 , -0.067095 },{ 0.741871 , 0.070602 , -0.666815}},
23819 {{0.056239 , 0.903626 , -0.061438 },{ 0.741871 , 0.070602 , -0.666815}},
23820 {{0.039947 , 0.895634 , -0.080410 },{ 0.734230 , 0.097993 , -0.671792}},
23821 {{0.056239 , 0.903626 , -0.061438 },{ 0.734230 , 0.097993 , -0.671792}},
23822 {{0.055985 , 0.896713 , -0.062724 },{ 0.734230 , 0.097993 , -0.671792}},
23823 {{0.055985 , 0.896713 , -0.062724 },{ 0.922385 , 0.037624 , -0.384436}},
23824 {{0.056239 , 0.903626 , -0.061438 },{ 0.922385 , 0.037624 , -0.384436}},
23825 {{0.063796 , 0.895394 , -0.044112 },{ 0.922385 , 0.037624 , -0.384436}},
23826 {{0.056239 , 0.903626 , -0.061438 },{ 0.930156 , 0.178020 , -0.321120}},
23827 {{0.060356 , 0.906977 , -0.047655 },{ 0.930156 , 0.178020 , -0.321120}},
23828 {{0.063796 , 0.895394 , -0.044112 },{ 0.930156 , 0.178020 , -0.321120}},
23829 {{0.056239 , 0.903626 , -0.061438 },{ 0.858851 , 0.375920 , -0.347935}},
23830 {{0.054813 , 0.914244 , -0.053486 },{ 0.858851 , 0.375920 , -0.347935}},
23831 {{0.060356 , 0.906977 , -0.047655 },{ 0.858851 , 0.375920 , -0.347935}},
23832 {{0.050826 , 0.907076 , -0.067095 },{ 0.766523 , 0.447746 , -0.460399}},
23833 {{0.054813 , 0.914244 , -0.053486 },{ 0.766523 , 0.447746 , -0.460399}},
23834 {{0.056239 , 0.903626 , -0.061438 },{ 0.766523 , 0.447746 , -0.460399}},
23835 {{0.014733 , 0.866727 , 0.015214 },{ 0.145998 , 0.917552 , 0.369841}},
23836 {{0.011492 , 0.866815 , 0.016275 },{ 0.145998 , 0.917552 , 0.369841}},
23837 {{0.011245 , 0.866575 , 0.016968 },{ 0.145998 , 0.917552 , 0.369841}},
23838 {{0.014989 , 0.867084 , 0.014549 },{ 0.193059 , 0.831607 , 0.520728}},
23839 {{0.011492 , 0.866815 , 0.016275 },{ 0.193059 , 0.831607 , 0.520728}},
23840 {{0.014733 , 0.866727 , 0.015214 },{ 0.193059 , 0.831607 , 0.520728}},
23841 {{0.017355 , 0.867646 , 0.012683 },{ 0.219326 , 0.821941 , 0.525651}},
23842 {{0.014989 , 0.867084 , 0.014549 },{ 0.219326 , 0.821941 , 0.525651}},
23843 {{0.014733 , 0.866727 , 0.015214 },{ 0.219326 , 0.821941 , 0.525651}},
23844 {{0.017355 , 0.867646 , 0.012683 },{ 0.568820 , 0.382444 , 0.728134}},
23845 {{0.014733 , 0.866727 , 0.015214 },{ 0.568820 , 0.382444 , 0.728134}},
23846 {{0.017445 , 0.866762 , 0.013077 },{ 0.568820 , 0.382444 , 0.728134}},
23847 {{0.017445 , 0.866762 , 0.013077 },{ 0.495120 , 0.589758 , 0.637998}},
23848 {{0.014733 , 0.866727 , 0.015214 },{ 0.495120 , 0.589758 , 0.637998}},
23849 {{0.017771 , 0.866233 , 0.013313 },{ 0.495120 , 0.589758 , 0.637998}},
23850 {{0.014733 , 0.866727 , 0.015214 },{ 0.538130 , 0.337817 , 0.772202}},
23851 {{0.014690 , 0.865920 , 0.015597 },{ 0.538130 , 0.337817 , 0.772202}},
23852 {{0.017771 , 0.866233 , 0.013313 },{ 0.538130 , 0.337817 , 0.772202}},
23853 {{0.014733 , 0.866727 , 0.015214 },{ 0.355487 , 0.385233 , 0.851601}},
23854 {{0.010941 , 0.865606 , 0.017304 },{ 0.355487 , 0.385233 , 0.851601}},
23855 {{0.014690 , 0.865920 , 0.015597 },{ 0.355487 , 0.385233 , 0.851601}},
23856 {{0.014733 , 0.866727 , 0.015214 },{ 0.436881 , 0.169276 , 0.883448}},
23857 {{0.011245 , 0.866575 , 0.016968 },{ 0.436881 , 0.169276 , 0.883448}},
23858 {{0.010941 , 0.865606 , 0.017304 },{ 0.436881 , 0.169276 , 0.883448}},
23859 {{-0.000774 , 0.877528 , 0.016245 },{ -0.152221 , -0.660280 , 0.735431}},
23860 {{-0.002205 , 0.875354 , 0.013997 },{ -0.152221 , -0.660280 , 0.735431}},
23861 {{-0.000107 , 0.876404 , 0.015374 },{ -0.152221 , -0.660280 , 0.735431}},
23862 {{-0.000774 , 0.877528 , 0.016245 },{ -0.222259 , -0.626340 , 0.747194}},
23863 {{-0.002997 , 0.877446 , 0.015515 },{ -0.222259 , -0.626340 , 0.747194}},
23864 {{-0.002205 , 0.875354 , 0.013997 },{ -0.222259 , -0.626340 , 0.747194}},
23865 {{-0.001927 , 0.879796 , 0.016683 },{ -0.284992 , -0.319414 , 0.903745}},
23866 {{-0.002997 , 0.877446 , 0.015515 },{ -0.284992 , -0.319414 , 0.903745}},
23867 {{-0.000774 , 0.877528 , 0.016245 },{ -0.284992 , -0.319414 , 0.903745}},
23868 {{-0.001927 , 0.879796 , 0.016683 },{ -0.233052 , -0.297289 , 0.925908}},
23869 {{-0.000774 , 0.877528 , 0.016245 },{ -0.233052 , -0.297289 , 0.925908}},
23870 {{0.001050 , 0.879060 , 0.017196 },{ -0.233052 , -0.297289 , 0.925908}},
23871 {{0.001050 , 0.879060 , 0.017196 },{ -0.072124 , -0.462631 , 0.883612}},
23872 {{-0.000774 , 0.877528 , 0.016245 },{ -0.072124 , -0.462631 , 0.883612}},
23873 {{0.002060 , 0.877067 , 0.016235 },{ -0.072124 , -0.462631 , 0.883612}},
23874 {{-0.000774 , 0.877528 , 0.016245 },{ -0.102500 , -0.646626 , 0.755889}},
23875 {{-0.000107 , 0.876404 , 0.015374 },{ -0.102500 , -0.646626 , 0.755889}},
23876 {{0.002060 , 0.877067 , 0.016235 },{ -0.102500 , -0.646626 , 0.755889}},
23877 {{0.063796 , 0.895394 , -0.044112 },{ 0.961620 , 0.232914 , 0.145046}},
23878 {{0.059896 , 0.897895 , -0.022272 },{ 0.961620 , 0.232914 , 0.145046}},
23879 {{0.062062 , 0.887393 , -0.019768 },{ 0.961620 , 0.232914 , 0.145046}},
23880 {{0.063796 , 0.895394 , -0.044112 },{ 0.965566 , 0.218830 , 0.140698}},
23881 {{0.062062 , 0.887393 , -0.019768 },{ 0.965566 , 0.218830 , 0.140698}},
23882 {{0.065035 , 0.880826 , -0.029957 },{ 0.965566 , 0.218830 , 0.140698}},
23883 {{0.059896 , 0.897895 , -0.022272 },{ 0.884068 , 0.272813 , 0.379469}},
23884 {{0.053203 , 0.895127 , -0.004689 },{ 0.884068 , 0.272813 , 0.379469}},
23885 {{0.062062 , 0.887393 , -0.019768 },{ 0.884068 , 0.272813 , 0.379469}},
23886 {{0.006171 , 0.882086 , 0.018399 },{ 0.024262 , -0.229271 , 0.973060}},
23887 {{0.007766 , 0.879963 , 0.017859 },{ 0.024262 , -0.229271 , 0.973060}},
23888 {{0.014109 , 0.881169 , 0.017985 },{ 0.024262 , -0.229271 , 0.973060}},
23889 {{0.006171 , 0.882086 , 0.018399 },{ 0.021887 , -0.247799 , 0.968564}},
23890 {{0.014109 , 0.881169 , 0.017985 },{ 0.021887 , -0.247799 , 0.968564}},
23891 {{0.012458 , 0.883982 , 0.018742 },{ 0.021887 , -0.247799 , 0.968564}},
23892 {{0.065035 , 0.880826 , -0.029957 },{ 0.970138 , 0.089293 , 0.225521}},
23893 {{0.062062 , 0.887393 , -0.019768 },{ 0.970138 , 0.089293 , 0.225521}},
23894 {{0.063255 , 0.869509 , -0.017819 },{ 0.970138 , 0.089293 , 0.225521}},
23895 {{0.062062 , 0.887393 , -0.019768 },{ 0.910033 , 0.104425 , 0.401166}},
23896 {{0.057667 , 0.881611 , -0.008293 },{ 0.910033 , 0.104425 , 0.401166}},
23897 {{0.063255 , 0.869509 , -0.017819 },{ 0.910033 , 0.104425 , 0.401166}},
23898 {{0.062062 , 0.887393 , -0.019768 },{ 0.885599 , 0.178116 , 0.428939}},
23899 {{0.053203 , 0.895127 , -0.004689 },{ 0.885599 , 0.178116 , 0.428939}},
23900 {{0.057667 , 0.881611 , -0.008293 },{ 0.885599 , 0.178116 , 0.428939}},
23901 {{0.006171 , 0.882086 , 0.018399 },{ -0.106032 , -0.319192 , 0.941740}},
23902 {{0.002060 , 0.877067 , 0.016235 },{ -0.106032 , -0.319192 , 0.941740}},
23903 {{0.007766 , 0.879963 , 0.017859 },{ -0.106032 , -0.319192 , 0.941740}},
23904 {{0.006171 , 0.882086 , 0.018399 },{ 0.034916 , -0.419665 , 0.907007}},
23905 {{0.001050 , 0.879060 , 0.017196 },{ 0.034916 , -0.419665 , 0.907007}},
23906 {{0.002060 , 0.877067 , 0.016235 },{ 0.034916 , -0.419665 , 0.907007}},
23907 {{0.006171 , 0.882086 , 0.018399 },{ -0.186902 , -0.073162 , 0.979650}},
23908 {{-0.001927 , 0.879796 , 0.016683 },{ -0.186902 , -0.073162 , 0.979650}},
23909 {{0.001050 , 0.879060 , 0.017196 },{ -0.186902 , -0.073162 , 0.979650}},
23910 {{0.002416 , 0.883566 , 0.017907 },{ -0.174155 , -0.116824 , 0.977764}},
23911 {{-0.001927 , 0.879796 , 0.016683 },{ -0.174155 , -0.116824 , 0.977764}},
23912 {{0.006171 , 0.882086 , 0.018399 },{ -0.174155 , -0.116824 , 0.977764}},
23913 {{0.011560 , 0.887769 , 0.018387 },{ -0.093957 , 0.091191 , 0.991391}},
23914 {{0.002416 , 0.883566 , 0.017907 },{ -0.093957 , 0.091191 , 0.991391}},
23915 {{0.006171 , 0.882086 , 0.018399 },{ -0.093957 , 0.091191 , 0.991391}},
23916 {{0.011560 , 0.887769 , 0.018387 },{ -0.076852 , 0.074976 , 0.994219}},
23917 {{0.006171 , 0.882086 , 0.018399 },{ -0.076852 , 0.074976 , 0.994219}},
23918 {{0.012458 , 0.883982 , 0.018742 },{ -0.076852 , 0.074976 , 0.994219}},
23919 {{0.017783 , 0.882124 , 0.017108 },{ 0.267832 , -0.157505 , 0.950504}},
23920 {{0.014109 , 0.881169 , 0.017985 },{ 0.267832 , -0.157505 , 0.950504}},
23921 {{0.020007 , 0.878990 , 0.015962 },{ 0.267832 , -0.157505 , 0.950504}},
23922 {{0.012458 , 0.883982 , 0.018742 },{ 0.257186 , -0.107493 , 0.960365}},
23923 {{0.014109 , 0.881169 , 0.017985 },{ 0.257186 , -0.107493 , 0.960365}},
23924 {{0.017783 , 0.882124 , 0.017108 },{ 0.257186 , -0.107493 , 0.960365}},
23925 {{0.011560 , 0.887769 , 0.018387 },{ 0.342243 , 0.167820 , 0.924503}},
23926 {{0.012458 , 0.883982 , 0.018742 },{ 0.342243 , 0.167820 , 0.924503}},
23927 {{0.017783 , 0.882124 , 0.017108 },{ 0.342243 , 0.167820 , 0.924503}},
23928 {{0.011560 , 0.887769 , 0.018387 },{ 0.474177 , 0.338590 , 0.812719}},
23929 {{0.017783 , 0.882124 , 0.017108 },{ 0.474177 , 0.338590 , 0.812719}},
23930 {{0.019922 , 0.881800 , 0.015995 },{ 0.474177 , 0.338590 , 0.812719}},
23931 {{0.020007 , 0.878990 , 0.015962 },{ 0.478744 , 0.004171 , 0.877945}},
23932 {{0.027094 , 0.875086 , 0.012116 },{ 0.478744 , 0.004171 , 0.877945}},
23933 {{0.019922 , 0.881800 , 0.015995 },{ 0.478744 , 0.004171 , 0.877945}},
23934 {{0.020007 , 0.878990 , 0.015962 },{ 0.462010 , 0.003560 , 0.886868}},
23935 {{0.019922 , 0.881800 , 0.015995 },{ 0.462010 , 0.003560 , 0.886868}},
23936 {{0.017783 , 0.882124 , 0.017108 },{ 0.462010 , 0.003560 , 0.886868}},
23937 {{0.054813 , 0.914244 , -0.053486 },{ 0.563755 , 0.808072 , -0.170879}},
23938 {{0.045083 , 0.919782 , -0.059398 },{ 0.563755 , 0.808072 , -0.170879}},
23939 {{0.040688 , 0.926009 , -0.044451 },{ 0.563755 , 0.808072 , -0.170879}},
23940 {{0.054813 , 0.914244 , -0.053486 },{ 0.572640 , 0.805325 , -0.153411}},
23941 {{0.040688 , 0.926009 , -0.044451 },{ 0.572640 , 0.805325 , -0.153411}},
23942 {{0.052553 , 0.919279 , -0.035491 },{ 0.572640 , 0.805325 , -0.153411}},
23943 {{0.052553 , 0.919279 , -0.035491 },{ 0.429845 , 0.896844 , 0.104422}},
23944 {{0.040688 , 0.926009 , -0.044451 },{ 0.429845 , 0.896844 , 0.104422}},
23945 {{0.043100 , 0.921309 , -0.014013 },{ 0.429845 , 0.896844 , 0.104422}},
23946 {{0.043100 , 0.921309 , -0.014013 },{ 0.464192 , 0.880170 , 0.099125}},
23947 {{0.040688 , 0.926009 , -0.044451 },{ 0.464192 , 0.880170 , 0.099125}},
23948 {{0.031382 , 0.928947 , -0.026960 },{ 0.464192 , 0.880170 , 0.099125}},
23949 {{0.040688 , 0.926009 , -0.044451 },{ 0.180261 , 0.981202 , -0.068910}},
23950 {{0.015042 , 0.931357 , -0.035388 },{ 0.180261 , 0.981202 , -0.068910}},
23951 {{0.031382 , 0.928947 , -0.026960 },{ 0.180261 , 0.981202 , -0.068910}},
23952 {{0.040688 , 0.926009 , -0.044451 },{ 0.191136 , 0.980831 , -0.037916}},
23953 {{0.025294 , 0.928653 , -0.053655 },{ 0.191136 , 0.980831 , -0.037916}},
23954 {{0.015042 , 0.931357 , -0.035388 },{ 0.191136 , 0.980831 , -0.037916}},
23955 {{0.040688 , 0.926009 , -0.044451 },{ 0.340122 , 0.886321 , -0.314249}},
23956 {{0.032604 , 0.921184 , -0.066809 },{ 0.340122 , 0.886321 , -0.314249}},
23957 {{0.025294 , 0.928653 , -0.053655 },{ 0.340122 , 0.886321 , -0.314249}},
23958 {{0.045083 , 0.919782 , -0.059398 },{ 0.279542 , 0.912704 , -0.298039}},
23959 {{0.032604 , 0.921184 , -0.066809 },{ 0.279542 , 0.912704 , -0.298039}},
23960 {{0.040688 , 0.926009 , -0.044451 },{ 0.279542 , 0.912704 , -0.298039}},
23961 {{0.016477 , 0.926626 , -0.009708 },{ 0.001912 , 0.983467 , 0.181076}},
23962 {{0.015042 , 0.931357 , -0.035388 },{ 0.001912 , 0.983467 , 0.181076}},
23963 {{0.001732 , 0.927052 , -0.011866 },{ 0.001912 , 0.983467 , 0.181076}},
23964 {{0.031382 , 0.928947 , -0.026960 },{ 0.053084 , 0.982588 , 0.178055}},
23965 {{0.015042 , 0.931357 , -0.035388 },{ 0.053084 , 0.982588 , 0.178055}},
23966 {{0.016477 , 0.926626 , -0.009708 },{ 0.053084 , 0.982588 , 0.178055}},
23967 {{0.043100 , 0.921309 , -0.014013 },{ 0.235626 , 0.915282 , 0.326709}},
23968 {{0.031382 , 0.928947 , -0.026960 },{ 0.235626 , 0.915282 , 0.326709}},
23969 {{0.016477 , 0.926626 , -0.009708 },{ 0.235626 , 0.915282 , 0.326709}},
23970 {{0.043100 , 0.921309 , -0.014013 },{ 0.245100 , 0.850614 , 0.465169}},
23971 {{0.016477 , 0.926626 , -0.009708 },{ 0.245100 , 0.850614 , 0.465169}},
23972 {{0.015153 , 0.920578 , 0.002049 },{ 0.245100 , 0.850614 , 0.465169}},
23973 {{0.016477 , 0.926626 , -0.009708 },{ -0.003103 , 0.889379 , 0.457160}},
23974 {{-0.007416 , 0.919388 , 0.004211 },{ -0.003103 , 0.889379 , 0.457160}},
23975 {{0.015153 , 0.920578 , 0.002049 },{ -0.003103 , 0.889379 , 0.457160}},
23976 {{0.016477 , 0.926626 , -0.009708 },{ -0.034324 , 0.909593 , 0.414079}},
23977 {{0.001732 , 0.927052 , -0.011866 },{ -0.034324 , 0.909593 , 0.414079}},
23978 {{-0.007416 , 0.919388 , 0.004211 },{ -0.034324 , 0.909593 , 0.414079}},
23979 {{-0.032511 , 0.879050 , -0.013315 },{ -0.954529 , 0.266556 , 0.133501}},
23980 {{-0.032405 , 0.878199 , -0.010858 },{ -0.954529 , 0.266556 , 0.133501}},
23981 {{-0.030181 , 0.883118 , -0.004778 },{ -0.954529 , 0.266556 , 0.133501}},
23982 {{-0.032405 , 0.878199 , -0.010858 },{ -0.961859 , 0.174523 , 0.210641}},
23983 {{-0.031042 , 0.879121 , -0.005398 },{ -0.961859 , 0.174523 , 0.210641}},
23984 {{-0.030181 , 0.883118 , -0.004778 },{ -0.961859 , 0.174523 , 0.210641}},
23985 {{-0.032405 , 0.878199 , -0.010858 },{ -0.954628 , -0.141265 , 0.262163}},
23986 {{-0.031270 , 0.877184 , -0.007272 },{ -0.954628 , -0.141265 , 0.262163}},
23987 {{-0.031042 , 0.879121 , -0.005398 },{ -0.954628 , -0.141265 , 0.262163}},
23988 {{-0.032586 , 0.876374 , -0.013447 },{ -0.943754 , -0.235562 , 0.232031}},
23989 {{-0.031270 , 0.877184 , -0.007272 },{ -0.943754 , -0.235562 , 0.232031}},
23990 {{-0.032405 , 0.878199 , -0.010858 },{ -0.943754 , -0.235562 , 0.232031}},
23991 {{-0.032586 , 0.876374 , -0.013447 },{ -0.998330 , 0.025422 , 0.051874}},
23992 {{-0.032405 , 0.878199 , -0.010858 },{ -0.998330 , 0.025422 , 0.051874}},
23993 {{-0.032511 , 0.879050 , -0.013315 },{ -0.998330 , 0.025422 , 0.051874}},
23994 {{-0.032586 , 0.876374 , -0.013447 },{ -0.998952 , 0.026145 , 0.037564}},
23995 {{-0.032511 , 0.879050 , -0.013315 },{ -0.998952 , 0.026145 , 0.037564}},
23996 {{-0.032925 , 0.875220 , -0.021659 },{ -0.998952 , 0.026145 , 0.037564}},
23997 {{0.025294 , 0.928653 , -0.053655 },{ -0.045482 , 0.984184 , -0.171210}},
23998 {{0.009419 , 0.926455 , -0.062073 },{ -0.045482 , 0.984184 , -0.171210}},
23999 {{0.015042 , 0.931357 , -0.035388 },{ -0.045482 , 0.984184 , -0.171210}},
24000 {{0.015042 , 0.931357 , -0.035388 },{ -0.013879 , 0.983964 , -0.177828}},
24001 {{0.009419 , 0.926455 , -0.062073 },{ -0.013879 , 0.983964 , -0.177828}},
24002 {{-0.000645 , 0.929397 , -0.045009 },{ -0.013879 , 0.983964 , -0.177828}},
24003 {{0.009419 , 0.926455 , -0.062073 },{ -0.308186 , 0.890295 , -0.335256}},
24004 {{-0.017877 , 0.922164 , -0.048376 },{ -0.308186 , 0.890295 , -0.335256}},
24005 {{-0.000645 , 0.929397 , -0.045009 },{ -0.308186 , 0.890295 , -0.335256}},
24006 {{0.009419 , 0.926455 , -0.062073 },{ -0.294211 , 0.906681 , -0.302272}},
24007 {{-0.004489 , 0.920087 , -0.067637 },{ -0.294211 , 0.906681 , -0.302272}},
24008 {{-0.017877 , 0.922164 , -0.048376 },{ -0.294211 , 0.906681 , -0.302272}},
24009 {{0.009591 , 0.914894 , -0.078971 },{ -0.149544 , 0.815335 , -0.559344}},
24010 {{-0.004489 , 0.920087 , -0.067637 },{ -0.149544 , 0.815335 , -0.559344}},
24011 {{0.009419 , 0.926455 , -0.062073 },{ -0.149544 , 0.815335 , -0.559344}},
24012 {{0.019783 , 0.920148 , -0.073657 },{ -0.129173 , 0.817798 , -0.560822}},
24013 {{0.009591 , 0.914894 , -0.078971 },{ -0.129173 , 0.817798 , -0.560822}},
24014 {{0.009419 , 0.926455 , -0.062073 },{ -0.129173 , 0.817798 , -0.560822}},
24015 {{-0.021967 , 0.877791 , 0.004304 },{ -0.597432 , -0.460682 , 0.656389}},
24016 {{-0.020193 , 0.877659 , 0.005826 },{ -0.597432 , -0.460682 , 0.656389}},
24017 {{-0.021730 , 0.879296 , 0.005576 },{ -0.597432 , -0.460682 , 0.656389}},
24018 {{-0.021967 , 0.877791 , 0.004304 },{ -0.576819 , -0.472405 , 0.666418}},
24019 {{-0.021730 , 0.879296 , 0.005576 },{ -0.576819 , -0.472405 , 0.666418}},
24020 {{-0.023728 , 0.878515 , 0.003293 },{ -0.576819 , -0.472405 , 0.666418}},
24021 {{0.050582 , 0.850728 , -0.059306 },{ 0.865838 , -0.381766 , -0.323387}},
24022 {{0.061884 , 0.872559 , -0.054818 },{ 0.865838 , -0.381766 , -0.323387}},
24023 {{0.060132 , 0.859110 , -0.043632 },{ 0.865838 , -0.381766 , -0.323387}},
24024 {{0.053136 , 0.863968 , -0.066540 },{ 0.854190 , -0.366367 , -0.368964}},
24025 {{0.061884 , 0.872559 , -0.054818 },{ 0.854190 , -0.366367 , -0.368964}},
24026 {{0.050582 , 0.850728 , -0.059306 },{ 0.854190 , -0.366367 , -0.368964}},
24027 {{0.038790 , 0.861402 , -0.079081 },{ 0.628935 , -0.462690 , -0.624787}},
24028 {{0.053136 , 0.863968 , -0.066540 },{ 0.628935 , -0.462690 , -0.624787}},
24029 {{0.050582 , 0.850728 , -0.059306 },{ 0.628935 , -0.462690 , -0.624787}},
24030 {{0.038790 , 0.861402 , -0.079081 },{ 0.722497 , -0.328685 , -0.608247}},
24031 {{0.050582 , 0.850728 , -0.059306 },{ 0.722497 , -0.328685 , -0.608247}},
24032 {{0.036138 , 0.847271 , -0.074595 },{ 0.722497 , -0.328685 , -0.608247}},
24033 {{0.036138 , 0.847271 , -0.074595 },{ 0.730048 , -0.265735 , -0.629614}},
24034 {{0.050582 , 0.850728 , -0.059306 },{ 0.730048 , -0.265735 , -0.629614}},
24035 {{0.035653 , 0.834253 , -0.069663 },{ 0.730048 , -0.265735 , -0.629614}},
24036 {{0.035653 , 0.834253 , -0.069663 },{ 0.787789 , -0.448384 , -0.422304}},
24037 {{0.050582 , 0.850728 , -0.059306 },{ 0.787789 , -0.448384 , -0.422304}},
24038 {{0.047073 , 0.837208 , -0.051497 },{ 0.787789 , -0.448384 , -0.422304}},
24039 {{0.050582 , 0.850728 , -0.059306 },{ 0.915360 , -0.351254 , -0.196815}},
24040 {{0.054133 , 0.843110 , -0.029195 },{ 0.915360 , -0.351254 , -0.196815}},
24041 {{0.047073 , 0.837208 , -0.051497 },{ 0.915360 , -0.351254 , -0.196815}},
24042 {{0.050582 , 0.850728 , -0.059306 },{ 0.826172 , -0.515311 , -0.227803}},
24043 {{0.060132 , 0.859110 , -0.043632 },{ 0.826172 , -0.515311 , -0.227803}},
24044 {{0.054133 , 0.843110 , -0.029195 },{ 0.826172 , -0.515311 , -0.227803}},
24045 {{0.001600 , 0.907811 , -0.080767 },{ -0.202667 , 0.197338 , -0.959158}},
24046 {{0.015438 , 0.904209 , -0.084432 },{ -0.202667 , 0.197338 , -0.959158}},
24047 {{-0.003376 , 0.896309 , -0.082082 },{ -0.202667 , 0.197338 , -0.959158}},
24048 {{0.015438 , 0.904209 , -0.084432 },{ -0.144900 , 0.051148 , -0.988123}},
24049 {{0.016538 , 0.897260 , -0.084953 },{ -0.144900 , 0.051148 , -0.988123}},
24050 {{-0.003376 , 0.896309 , -0.082082 },{ -0.144900 , 0.051148 , -0.988123}},
24051 {{0.015438 , 0.904209 , -0.084432 },{ 0.196449 , 0.104195 , -0.974962}},
24052 {{0.039947 , 0.895634 , -0.080410 },{ 0.196449 , 0.104195 , -0.974962}},
24053 {{0.016538 , 0.897260 , -0.084953 },{ 0.196449 , 0.104195 , -0.974962}},
24054 {{0.023143 , 0.907477 , -0.082696 },{ 0.187772 , 0.077427 , -0.979156}},
24055 {{0.039947 , 0.895634 , -0.080410 },{ 0.187772 , 0.077427 , -0.979156}},
24056 {{0.015438 , 0.904209 , -0.084432 },{ 0.187772 , 0.077427 , -0.979156}},
24057 {{0.009591 , 0.914894 , -0.078971 },{ 0.006156 , 0.457756 , -0.889057}},
24058 {{0.023143 , 0.907477 , -0.082696 },{ 0.006156 , 0.457756 , -0.889057}},
24059 {{0.015438 , 0.904209 , -0.084432 },{ 0.006156 , 0.457756 , -0.889057}},
24060 {{0.009591 , 0.914894 , -0.078971 },{ -0.139972 , 0.388814 , -0.910622}},
24061 {{0.015438 , 0.904209 , -0.084432 },{ -0.139972 , 0.388814 , -0.910622}},
24062 {{0.001600 , 0.907811 , -0.080767 },{ -0.139972 , 0.388814 , -0.910622}},
24063 {{0.032604 , 0.921184 , -0.066809 },{ 0.130023 , 0.915028 , -0.381861}},
24064 {{0.019783 , 0.920148 , -0.073657 },{ 0.130023 , 0.915028 , -0.381861}},
24065 {{0.009419 , 0.926455 , -0.062073 },{ 0.130023 , 0.915028 , -0.381861}},
24066 {{0.032604 , 0.921184 , -0.066809 },{ 0.111740 , 0.889535 , -0.442992}},
24067 {{0.009419 , 0.926455 , -0.062073 },{ 0.111740 , 0.889535 , -0.442992}},
24068 {{0.025294 , 0.928653 , -0.053655 },{ 0.111740 , 0.889535 , -0.442992}},
24069 {{-0.019344 , 0.875567 , 0.004341 },{ -0.535797 , -0.622440 , 0.570517}},
24070 {{-0.020193 , 0.877659 , 0.005826 },{ -0.535797 , -0.622440 , 0.570517}},
24071 {{-0.021967 , 0.877791 , 0.004304 },{ -0.535797 , -0.622440 , 0.570517}},
24072 {{-0.019344 , 0.875567 , 0.004341 },{ -0.562516 , -0.655053 , 0.504461}},
24073 {{-0.021967 , 0.877791 , 0.004304 },{ -0.562516 , -0.655053 , 0.504461}},
24074 {{-0.021588 , 0.876670 , 0.003271 },{ -0.562516 , -0.655053 , 0.504461}},
24075 {{-0.021588 , 0.876670 , 0.003271 },{ -0.492260 , -0.674010 , 0.550810}},
24076 {{-0.021967 , 0.877791 , 0.004304 },{ -0.492260 , -0.674010 , 0.550810}},
24077 {{-0.023453 , 0.876906 , 0.001893 },{ -0.492260 , -0.674010 , 0.550810}},
24078 {{-0.021967 , 0.877791 , 0.004304 },{ -0.570258 , -0.592519 , 0.568970}},
24079 {{-0.023728 , 0.878515 , 0.003293 },{ -0.570258 , -0.592519 , 0.568970}},
24080 {{-0.023453 , 0.876906 , 0.001893 },{ -0.570258 , -0.592519 , 0.568970}},
24081 {{-0.025709 , 0.870566 , -0.068645 },{ -0.814247 , 0.125436 , -0.566805}},
24082 {{-0.031044 , 0.882771 , -0.058280 },{ -0.814247 , 0.125436 , -0.566805}},
24083 {{-0.023431 , 0.888530 , -0.067942 },{ -0.814247 , 0.125436 , -0.566805}},
24084 {{-0.023431 , 0.888530 , -0.067942 },{ -0.701353 , 0.116459 , -0.703237}},
24085 {{-0.016074 , 0.881823 , -0.076390 },{ -0.701353 , 0.116459 , -0.703237}},
24086 {{-0.025709 , 0.870566 , -0.068645 },{ -0.701353 , 0.116459 , -0.703237}},
24087 {{-0.003376 , 0.896309 , -0.082082 },{ -0.621118 , 0.252992 , -0.741760}},
24088 {{-0.016074 , 0.881823 , -0.076390 },{ -0.621118 , 0.252992 , -0.741760}},
24089 {{-0.023431 , 0.888530 , -0.067942 },{ -0.621118 , 0.252992 , -0.741760}},
24090 {{-0.003376 , 0.896309 , -0.082082 },{ -0.620930 , 0.250980 , -0.742600}},
24091 {{-0.023431 , 0.888530 , -0.067942 },{ -0.620930 , 0.250980 , -0.742600}},
24092 {{-0.019986 , 0.898991 , -0.067287 },{ -0.620930 , 0.250980 , -0.742600}},
24093 {{-0.023431 , 0.888530 , -0.067942 },{ -0.779199 , 0.291351 , -0.554945}},
24094 {{-0.031563 , 0.896280 , -0.052455 },{ -0.779199 , 0.291351 , -0.554945}},
24095 {{-0.019986 , 0.898991 , -0.067287 },{ -0.779199 , 0.291351 , -0.554945}},
24096 {{-0.023431 , 0.888530 , -0.067942 },{ -0.823791 , 0.197480 , -0.531384}},
24097 {{-0.031044 , 0.882771 , -0.058280 },{ -0.823791 , 0.197480 , -0.531384}},
24098 {{-0.031563 , 0.896280 , -0.052455 },{ -0.823791 , 0.197480 , -0.531384}},
24099 {{0.016915 , 0.850886 , -0.081195 },{ 0.344929 , -0.240470 , -0.907303}},
24100 {{0.035653 , 0.834253 , -0.069663 },{ 0.344929 , -0.240470 , -0.907303}},
24101 {{0.016993 , 0.836683 , -0.077401 },{ 0.344929 , -0.240470 , -0.907303}},
24102 {{0.016915 , 0.850886 , -0.081195 },{ 0.244199 , -0.351504 , -0.903777}},
24103 {{0.036138 , 0.847271 , -0.074595 },{ 0.244199 , -0.351504 , -0.903777}},
24104 {{0.035653 , 0.834253 , -0.069663 },{ 0.244199 , -0.351504 , -0.903777}},
24105 {{0.038790 , 0.861402 , -0.079081 },{ 0.248947 , -0.335184 , -0.908668}},
24106 {{0.036138 , 0.847271 , -0.074595 },{ 0.248947 , -0.335184 , -0.908668}},
24107 {{0.016915 , 0.850886 , -0.081195 },{ 0.248947 , -0.335184 , -0.908668}},
24108 {{0.021001 , 0.864302 , -0.085376 },{ 0.258971 , -0.358395 , -0.896932}},
24109 {{0.038790 , 0.861402 , -0.079081 },{ 0.258971 , -0.358395 , -0.896932}},
24110 {{0.016915 , 0.850886 , -0.081195 },{ 0.258971 , -0.358395 , -0.896932}},
24111 {{0.006769 , 0.873157 , -0.086968 },{ -0.066085 , -0.278479 , -0.958166}},
24112 {{0.021001 , 0.864302 , -0.085376 },{ -0.066085 , -0.278479 , -0.958166}},
24113 {{0.016915 , 0.850886 , -0.081195 },{ -0.066085 , -0.278479 , -0.958166}},
24114 {{0.006769 , 0.873157 , -0.086968 },{ -0.082245 , -0.285017 , -0.954988}},
24115 {{0.016915 , 0.850886 , -0.081195 },{ -0.082245 , -0.285017 , -0.954988}},
24116 {{-0.000632 , 0.859481 , -0.082249 },{ -0.082245 , -0.285017 , -0.954988}},
24117 {{-0.000632 , 0.859481 , -0.082249 },{ -0.113924 , -0.346751 , -0.931013}},
24118 {{0.016915 , 0.850886 , -0.081195 },{ -0.113924 , -0.346751 , -0.931013}},
24119 {{-0.006845 , 0.842749 , -0.075257 },{ -0.113924 , -0.346751 , -0.931013}},
24120 {{0.016915 , 0.850886 , -0.081195 },{ -0.150995 , -0.255892 , -0.954840}},
24121 {{0.016993 , 0.836683 , -0.077401 },{ -0.150995 , -0.255892 , -0.954840}},
24122 {{-0.006845 , 0.842749 , -0.075257 },{ -0.150995 , -0.255892 , -0.954840}},
24123 {{-0.007733 , 0.926964 , -0.023351 },{ -0.508116 , 0.860315 , 0.040951}},
24124 {{-0.017877 , 0.922164 , -0.048376 },{ -0.508116 , 0.860315 , 0.040951}},
24125 {{-0.017199 , 0.921032 , -0.016183 },{ -0.508116 , 0.860315 , 0.040951}},
24126 {{-0.000645 , 0.929397 , -0.045009 },{ -0.383325 , 0.923358 , -0.021726}},
24127 {{-0.017877 , 0.922164 , -0.048376 },{ -0.383325 , 0.923358 , -0.021726}},
24128 {{-0.007733 , 0.926964 , -0.023351 },{ -0.383325 , 0.923358 , -0.021726}},
24129 {{0.015042 , 0.931357 , -0.035388 },{ -0.159101 , 0.985519 , 0.058639}},
24130 {{-0.000645 , 0.929397 , -0.045009 },{ -0.159101 , 0.985519 , 0.058639}},
24131 {{-0.007733 , 0.926964 , -0.023351 },{ -0.159101 , 0.985519 , 0.058639}},
24132 {{0.015042 , 0.931357 , -0.035388 },{ -0.135175 , 0.985364 , 0.103852}},
24133 {{-0.007733 , 0.926964 , -0.023351 },{ -0.135175 , 0.985364 , 0.103852}},
24134 {{0.001732 , 0.927052 , -0.011866 },{ -0.135175 , 0.985364 , 0.103852}},
24135 {{0.001732 , 0.927052 , -0.011866 },{ -0.317568 , 0.913384 , 0.254717}},
24136 {{-0.007733 , 0.926964 , -0.023351 },{ -0.317568 , 0.913384 , 0.254717}},
24137 {{-0.007416 , 0.919388 , 0.004211 },{ -0.317568 , 0.913384 , 0.254717}},
24138 {{-0.007416 , 0.919388 , 0.004211 },{ -0.371050 , 0.894303 , 0.250087}},
24139 {{-0.007733 , 0.926964 , -0.023351 },{ -0.371050 , 0.894303 , 0.250087}},
24140 {{-0.017199 , 0.921032 , -0.016183 },{ -0.371050 , 0.894303 , 0.250087}},
24141 {{-0.013981 , 0.910221 , -0.068280 },{ -0.756148 , 0.284874 , -0.589142}},
24142 {{-0.031563 , 0.896280 , -0.052455 },{ -0.756148 , 0.284874 , -0.589142}},
24143 {{-0.026491 , 0.909629 , -0.052510 },{ -0.756148 , 0.284874 , -0.589142}},
24144 {{-0.013981 , 0.910221 , -0.068280 },{ -0.765674 , 0.362440 , -0.531394}},
24145 {{-0.019986 , 0.898991 , -0.067287 },{ -0.765674 , 0.362440 , -0.531394}},
24146 {{-0.031563 , 0.896280 , -0.052455 },{ -0.765674 , 0.362440 , -0.531394}},
24147 {{-0.013981 , 0.910221 , -0.068280 },{ -0.617263 , 0.264551 , -0.740944}},
24148 {{-0.003376 , 0.896309 , -0.082082 },{ -0.617263 , 0.264551 , -0.740944}},
24149 {{-0.019986 , 0.898991 , -0.067287 },{ -0.617263 , 0.264551 , -0.740944}},
24150 {{-0.013981 , 0.910221 , -0.068280 },{ -0.559085 , 0.328887 , -0.761090}},
24151 {{0.001600 , 0.907811 , -0.080767 },{ -0.559085 , 0.328887 , -0.761090}},
24152 {{-0.003376 , 0.896309 , -0.082082 },{ -0.559085 , 0.328887 , -0.761090}},
24153 {{0.009591 , 0.914894 , -0.078971 },{ -0.419533 , 0.637232 , -0.646473}},
24154 {{0.001600 , 0.907811 , -0.080767 },{ -0.419533 , 0.637232 , -0.646473}},
24155 {{-0.013981 , 0.910221 , -0.068280 },{ -0.419533 , 0.637232 , -0.646473}},
24156 {{-0.004489 , 0.920087 , -0.067637 },{ -0.439977 , 0.473046 , -0.763314}},
24157 {{0.009591 , 0.914894 , -0.078971 },{ -0.439977 , 0.473046 , -0.763314}},
24158 {{-0.013981 , 0.910221 , -0.068280 },{ -0.439977 , 0.473046 , -0.763314}},
24159 {{-0.004489 , 0.920087 , -0.067637 },{ -0.611252 , 0.620129 , -0.491742}},
24160 {{-0.013981 , 0.910221 , -0.068280 },{ -0.611252 , 0.620129 , -0.491742}},
24161 {{-0.017877 , 0.922164 , -0.048376 },{ -0.611252 , 0.620129 , -0.491742}},
24162 {{-0.013981 , 0.910221 , -0.068280 },{ -0.638475 , 0.598388 , -0.484026}},
24163 {{-0.026491 , 0.909629 , -0.052510 },{ -0.638475 , 0.598388 , -0.484026}},
24164 {{-0.017877 , 0.922164 , -0.048376 },{ -0.638475 , 0.598388 , -0.484026}},
24165 {{-0.010051 , 0.870967 , -0.080903 },{ -0.461925 , -0.224178 , -0.858120}},
24166 {{-0.006845 , 0.842749 , -0.075257 },{ -0.461925 , -0.224178 , -0.858120}},
24167 {{-0.016798 , 0.859954 , -0.074394 },{ -0.461925 , -0.224178 , -0.858120}},
24168 {{-0.010051 , 0.870967 , -0.080903 },{ -0.399356 , -0.223286 , -0.889190}},
24169 {{-0.000632 , 0.859481 , -0.082249 },{ -0.399356 , -0.223286 , -0.889190}},
24170 {{-0.006845 , 0.842749 , -0.075257 },{ -0.399356 , -0.223286 , -0.889190}},
24171 {{0.006769 , 0.873157 , -0.086968 },{ -0.317864 , -0.150970 , -0.936040}},
24172 {{-0.000632 , 0.859481 , -0.082249 },{ -0.317864 , -0.150970 , -0.936040}},
24173 {{-0.010051 , 0.870967 , -0.080903 },{ -0.317864 , -0.150970 , -0.936040}},
24174 {{0.006769 , 0.873157 , -0.086968 },{ -0.318425 , -0.147615 , -0.936384}},
24175 {{-0.010051 , 0.870967 , -0.080903 },{ -0.318425 , -0.147615 , -0.936384}},
24176 {{-0.000468 , 0.883389 , -0.086120 },{ -0.318425 , -0.147615 , -0.936384}},
24177 {{-0.003376 , 0.896309 , -0.082082 },{ -0.588156 , 0.117693 , -0.800138}},
24178 {{-0.000468 , 0.883389 , -0.086120 },{ -0.588156 , 0.117693 , -0.800138}},
24179 {{-0.010051 , 0.870967 , -0.080903 },{ -0.588156 , 0.117693 , -0.800138}},
24180 {{-0.003376 , 0.896309 , -0.082082 },{ -0.489937 , 0.088701 , -0.867233}},
24181 {{-0.010051 , 0.870967 , -0.080903 },{ -0.489937 , 0.088701 , -0.867233}},
24182 {{-0.016074 , 0.881823 , -0.076390 },{ -0.489937 , 0.088701 , -0.867233}},
24183 {{-0.016074 , 0.881823 , -0.076390 },{ -0.616136 , -0.014460 , -0.787507}},
24184 {{-0.010051 , 0.870967 , -0.080903 },{ -0.616136 , -0.014460 , -0.787507}},
24185 {{-0.025709 , 0.870566 , -0.068645 },{ -0.616136 , -0.014460 , -0.787507}},
24186 {{-0.010051 , 0.870967 , -0.080903 },{ -0.612577 , -0.088902 , -0.785396}},
24187 {{-0.016798 , 0.859954 , -0.074394 },{ -0.612577 , -0.088902 , -0.785396}},
24188 {{-0.025709 , 0.870566 , -0.068645 },{ -0.612577 , -0.088902 , -0.785396}},
24189 {{-0.016679 , 0.867291 , -0.001983 },{ -0.211748 , -0.614967 , 0.759591}},
24190 {{-0.015691 , 0.867020 , -0.001927 },{ -0.211748 , -0.614967 , 0.759591}},
24191 {{-0.018111 , 0.870000 , -0.000189 },{ -0.211748 , -0.614967 , 0.759591}},
24192 {{-0.016679 , 0.867291 , -0.001983 },{ -0.137133 , -0.596300 , 0.790962}},
24193 {{-0.018111 , 0.870000 , -0.000189 },{ -0.137133 , -0.596300 , 0.790962}},
24194 {{-0.018908 , 0.869922 , -0.000386 },{ -0.137133 , -0.596300 , 0.790962}},
24195 {{-0.017785 , 0.868111 , -0.001708 },{ -0.347388 , -0.683807 , 0.641662}},
24196 {{-0.016679 , 0.867291 , -0.001983 },{ -0.347388 , -0.683807 , 0.641662}},
24197 {{-0.018908 , 0.869922 , -0.000386 },{ -0.347388 , -0.683807 , 0.641662}},
24198 {{-0.017785 , 0.868111 , -0.001708 },{ -0.269516 , -0.671202 , 0.690543}},
24199 {{-0.018908 , 0.869922 , -0.000386 },{ -0.269516 , -0.671202 , 0.690543}},
24200 {{-0.019537 , 0.869869 , -0.000683 },{ -0.269516 , -0.671202 , 0.690543}},
24201 {{-0.022652 , 0.872066 , -0.000127 },{ -0.296801 , -0.607323 , 0.736931}},
24202 {{-0.019537 , 0.869869 , -0.000683 },{ -0.296801 , -0.607323 , 0.736931}},
24203 {{-0.018908 , 0.869922 , -0.000386 },{ -0.296801 , -0.607323 , 0.736931}},
24204 {{-0.022652 , 0.872066 , -0.000127 },{ -0.346961 , -0.683478 , 0.642243}},
24205 {{-0.018908 , 0.869922 , -0.000386 },{ -0.346961 , -0.683478 , 0.642243}},
24206 {{-0.022492 , 0.872558 , 0.000483 },{ -0.346961 , -0.683478 , 0.642243}},
24207 {{-0.022492 , 0.872558 , 0.000483 },{ -0.161380 , -0.499937 , 0.850893}},
24208 {{-0.018908 , 0.869922 , -0.000386 },{ -0.161380 , -0.499937 , 0.850893}},
24209 {{-0.018111 , 0.870000 , -0.000189 },{ -0.161380 , -0.499937 , 0.850893}},
24210 {{-0.022492 , 0.872558 , 0.000483 },{ -0.157903 , -0.494922 , 0.854470}},
24211 {{-0.018111 , 0.870000 , -0.000189 },{ -0.157903 , -0.494922 , 0.854470}},
24212 {{-0.022116 , 0.873006 , 0.000812 },{ -0.157903 , -0.494922 , 0.854470}},
24213 {{-0.026769 , 0.873347 , -0.001048 },{ -0.371372 , -0.326566 , 0.869159}},
24214 {{-0.022492 , 0.872558 , 0.000483 },{ -0.371372 , -0.326566 , 0.869159}},
24215 {{-0.022116 , 0.873006 , 0.000812 },{ -0.371372 , -0.326566 , 0.869159}},
24216 {{-0.026769 , 0.873347 , -0.001048 },{ -0.369277 , -0.355595 , 0.858596}},
24217 {{-0.022116 , 0.873006 , 0.000812 },{ -0.369277 , -0.355595 , 0.858596}},
24218 {{-0.026726 , 0.874005 , -0.000757 },{ -0.369277 , -0.355595 , 0.858596}},
24219 {{-0.022492 , 0.872558 , 0.000483 },{ -0.345681 , -0.730155 , 0.589388}},
24220 {{-0.026769 , 0.873347 , -0.001048 },{ -0.345681 , -0.730155 , 0.589388}},
24221 {{-0.026549 , 0.872656 , -0.001775 },{ -0.345681 , -0.730155 , 0.589388}},
24222 {{-0.022492 , 0.872558 , 0.000483 },{ -0.372371 , -0.672254 , 0.639855}},
24223 {{-0.026549 , 0.872656 , -0.001775 },{ -0.372371 , -0.672254 , 0.639855}},
24224 {{-0.022652 , 0.872066 , -0.000127 },{ -0.372371 , -0.672254 , 0.639855}},
24225 {{-0.026769 , 0.873347 , -0.001048 },{ -0.405131 , -0.711434 , 0.574222}},
24226 {{-0.030000 , 0.872370 , -0.004538 },{ -0.405131 , -0.711434 , 0.574222}},
24227 {{-0.029550 , 0.871749 , -0.004990 },{ -0.405131 , -0.711434 , 0.574222}},
24228 {{-0.026769 , 0.873347 , -0.001048 },{ -0.391089 , -0.723290 , 0.569122}},
24229 {{-0.029550 , 0.871749 , -0.004990 },{ -0.391089 , -0.723290 , 0.569122}},
24230 {{-0.026549 , 0.872656 , -0.001775 },{ -0.391089 , -0.723290 , 0.569122}},
24231 {{-0.026769 , 0.873347 , -0.001048 },{ -0.682511 , -0.257854 , 0.683879}},
24232 {{-0.026726 , 0.874005 , -0.000757 },{ -0.682511 , -0.257854 , 0.683879}},
24233 {{-0.030178 , 0.873016 , -0.004575 },{ -0.682511 , -0.257854 , 0.683879}},
24234 {{-0.026769 , 0.873347 , -0.001048 },{ -0.703190 , -0.154019 , 0.694120}},
24235 {{-0.030178 , 0.873016 , -0.004575 },{ -0.703190 , -0.154019 , 0.694120}},
24236 {{-0.030000 , 0.872370 , -0.004538 },{ -0.703190 , -0.154019 , 0.694120}},
24237 {{0.019783 , 0.920148 , -0.073657 },{ 0.086340 , 0.620693 , -0.779285}},
24238 {{0.027772 , 0.912488 , -0.078873 },{ 0.086340 , 0.620693 , -0.779285}},
24239 {{0.009591 , 0.914894 , -0.078971 },{ 0.086340 , 0.620693 , -0.779285}},
24240 {{0.009591 , 0.914894 , -0.078971 },{ 0.078293 , 0.557973 , -0.826158}},
24241 {{0.027772 , 0.912488 , -0.078873 },{ 0.078293 , 0.557973 , -0.826158}},
24242 {{0.023143 , 0.907477 , -0.082696 },{ 0.078293 , 0.557973 , -0.826158}},
24243 {{0.027772 , 0.912488 , -0.078873 },{ 0.355780 , 0.336520 , -0.871880}},
24244 {{0.039947 , 0.895634 , -0.080410 },{ 0.355780 , 0.336520 , -0.871880}},
24245 {{0.023143 , 0.907477 , -0.082696 },{ 0.355780 , 0.336520 , -0.871880}},
24246 {{0.027772 , 0.912488 , -0.078873 },{ 0.400643 , 0.366017 , -0.839950}},
24247 {{0.037088 , 0.911197 , -0.074992 },{ 0.400643 , 0.366017 , -0.839950}},
24248 {{0.039947 , 0.895634 , -0.080410 },{ 0.400643 , 0.366017 , -0.839950}},
24249 {{0.037088 , 0.911197 , -0.074992 },{ 0.359610 , 0.682667 , -0.636118}},
24250 {{0.027772 , 0.912488 , -0.078873 },{ 0.359610 , 0.682667 , -0.636118}},
24251 {{0.032604 , 0.921184 , -0.066809 },{ 0.359610 , 0.682667 , -0.636118}},
24252 {{0.032604 , 0.921184 , -0.066809 },{ 0.279521 , 0.722282 , -0.632595}},
24253 {{0.027772 , 0.912488 , -0.078873 },{ 0.279521 , 0.722282 , -0.632595}},
24254 {{0.019783 , 0.920148 , -0.073657 },{ 0.279521 , 0.722282 , -0.632595}},
24255 {{-0.030446 , 0.869705 , -0.009541 },{ -0.944362 , -0.247854 , 0.216216}},
24256 {{-0.030000 , 0.872370 , -0.004538 },{ -0.944362 , -0.247854 , 0.216216}},
24257 {{-0.030178 , 0.873016 , -0.004575 },{ -0.944362 , -0.247854 , 0.216216}},
24258 {{-0.030446 , 0.869705 , -0.009541 },{ -0.947002 , -0.241329 , 0.212008}},
24259 {{-0.030178 , 0.873016 , -0.004575 },{ -0.947002 , -0.241329 , 0.212008}},
24260 {{-0.030711 , 0.870057 , -0.010324 },{ -0.947002 , -0.241329 , 0.212008}},
24261 {{-0.029550 , 0.871749 , -0.004990 },{ -0.553502 , -0.713582 , 0.429460}},
24262 {{-0.030000 , 0.872370 , -0.004538 },{ -0.553502 , -0.713582 , 0.429460}},
24263 {{-0.030446 , 0.869705 , -0.009541 },{ -0.553502 , -0.713582 , 0.429460}},
24264 {{-0.030446 , 0.869705 , -0.009541 },{ -0.676928 , -0.612408 , 0.408320}},
24265 {{-0.029975 , 0.869455 , -0.009135 },{ -0.676928 , -0.612408 , 0.408320}},
24266 {{-0.029550 , 0.871749 , -0.004990 },{ -0.676928 , -0.612408 , 0.408320}},
24267 {{-0.029476 , 0.867936 , -0.012146 },{ -0.621694 , -0.735902 , 0.268225}},
24268 {{-0.029975 , 0.869455 , -0.009135 },{ -0.621694 , -0.735902 , 0.268225}},
24269 {{-0.030446 , 0.869705 , -0.009541 },{ -0.621694 , -0.735902 , 0.268225}},
24270 {{-0.029476 , 0.867936 , -0.012146 },{ -0.408161 , -0.818677 , 0.403946}},
24271 {{-0.030446 , 0.869705 , -0.009541 },{ -0.408161 , -0.818677 , 0.403946}},
24272 {{-0.029624 , 0.867247 , -0.013692 },{ -0.408161 , -0.818677 , 0.403946}},
24273 {{-0.029917 , 0.867229 , -0.014957 },{ -0.787775 , -0.585667 , 0.190799}},
24274 {{-0.029624 , 0.867247 , -0.013692 },{ -0.787775 , -0.585667 , 0.190799}},
24275 {{-0.030446 , 0.869705 , -0.009541 },{ -0.787775 , -0.585667 , 0.190799}},
24276 {{-0.029917 , 0.867229 , -0.014957 },{ -0.895766 , -0.430836 , 0.109468}},
24277 {{-0.030446 , 0.869705 , -0.009541 },{ -0.895766 , -0.430836 , 0.109468}},
24278 {{-0.030711 , 0.870057 , -0.010324 },{ -0.895766 , -0.430836 , 0.109468}},
24279 {{0.012388 , 0.889601 , -0.086629 },{ -0.059200 , 0.040791 , -0.997412}},
24280 {{0.006769 , 0.873157 , -0.086968 },{ -0.059200 , 0.040791 , -0.997412}},
24281 {{-0.000468 , 0.883389 , -0.086120 },{ -0.059200 , 0.040791 , -0.997412}},
24282 {{0.012388 , 0.889601 , -0.086629 },{ 0.012949 , 0.016186 , -0.999785}},
24283 {{0.019929 , 0.883630 , -0.086628 },{ 0.012949 , 0.016186 , -0.999785}},
24284 {{0.006769 , 0.873157 , -0.086968 },{ 0.012949 , 0.016186 , -0.999785}},
24285 {{0.039947 , 0.895634 , -0.080410 },{ 0.170056 , 0.214609 , -0.961782}},
24286 {{0.019929 , 0.883630 , -0.086628 },{ 0.170056 , 0.214609 , -0.961782}},
24287 {{0.012388 , 0.889601 , -0.086629 },{ 0.170056 , 0.214609 , -0.961782}},
24288 {{0.016538 , 0.897260 , -0.084953 },{ 0.196569 , 0.106772 , -0.974659}},
24289 {{0.039947 , 0.895634 , -0.080410 },{ 0.196569 , 0.106772 , -0.974659}},
24290 {{0.012388 , 0.889601 , -0.086629 },{ 0.196569 , 0.106772 , -0.974659}},
24291 {{0.016538 , 0.897260 , -0.084953 },{ -0.150109 , 0.288283 , -0.945706}},
24292 {{0.012388 , 0.889601 , -0.086629 },{ -0.150109 , 0.288283 , -0.945706}},
24293 {{-0.003376 , 0.896309 , -0.082082 },{ -0.150109 , 0.288283 , -0.945706}},
24294 {{-0.003376 , 0.896309 , -0.082082 },{ -0.163576 , 0.260562 , -0.951499}},
24295 {{0.012388 , 0.889601 , -0.086629 },{ -0.163576 , 0.260562 , -0.951499}},
24296 {{-0.000468 , 0.883389 , -0.086120 },{ -0.163576 , 0.260562 , -0.951499}},
24297 {{-0.027981 , 0.906267 , -0.023523 },{ -0.903793 , 0.266518 , 0.334854}},
24298 {{-0.021223 , 0.906153 , -0.005192 },{ -0.903793 , 0.266518 , 0.334854}},
24299 {{-0.020747 , 0.914166 , -0.010285 },{ -0.903793 , 0.266518 , 0.334854}},
24300 {{-0.025484 , 0.913201 , -0.032627 },{ -0.845261 , 0.510722 , 0.157153}},
24301 {{-0.027981 , 0.906267 , -0.023523 },{ -0.845261 , 0.510722 , 0.157153}},
24302 {{-0.020747 , 0.914166 , -0.010285 },{ -0.845261 , 0.510722 , 0.157153}},
24303 {{-0.017877 , 0.922164 , -0.048376 },{ -0.657236 , 0.746033 , 0.107124}},
24304 {{-0.025484 , 0.913201 , -0.032627 },{ -0.657236 , 0.746033 , 0.107124}},
24305 {{-0.020747 , 0.914166 , -0.010285 },{ -0.657236 , 0.746033 , 0.107124}},
24306 {{-0.017877 , 0.922164 , -0.048376 },{ -0.875112 , 0.482624 , 0.035400}},
24307 {{-0.020747 , 0.914166 , -0.010285 },{ -0.875112 , 0.482624 , 0.035400}},
24308 {{-0.017199 , 0.921032 , -0.016183 },{ -0.875112 , 0.482624 , 0.035400}},
24309 {{-0.017199 , 0.921032 , -0.016183 },{ -0.658005 , 0.656642 , 0.368580}},
24310 {{-0.020747 , 0.914166 , -0.010285 },{ -0.658005 , 0.656642 , 0.368580}},
24311 {{-0.007416 , 0.919388 , 0.004211 },{ -0.658005 , 0.656642 , 0.368580}},
24312 {{-0.020747 , 0.914166 , -0.010285 },{ -0.679649 , 0.611848 , 0.404622}},
24313 {{-0.010461 , 0.912529 , 0.009468 },{ -0.679649 , 0.611848 , 0.404622}},
24314 {{-0.007416 , 0.919388 , 0.004211 },{ -0.679649 , 0.611848 , 0.404622}},
24315 {{-0.020747 , 0.914166 , -0.010285 },{ -0.886285 , 0.016183 , 0.462857}},
24316 {{-0.010568 , 0.905668 , 0.009503 },{ -0.886285 , 0.016183 , 0.462857}},
24317 {{-0.010461 , 0.912529 , 0.009468 },{ -0.886285 , 0.016183 , 0.462857}},
24318 {{-0.020747 , 0.914166 , -0.010285 },{ -0.738442 , 0.392410 , 0.548378}},
24319 {{-0.021223 , 0.906153 , -0.005192 },{ -0.738442 , 0.392410 , 0.548378}},
24320 {{-0.010568 , 0.905668 , 0.009503 },{ -0.738442 , 0.392410 , 0.548378}},
24321 {{-0.034927 , 0.884674 , -0.027636 },{ -0.963502 , 0.247278 , 0.102553}},
24322 {{-0.031806 , 0.896408 , -0.026607 },{ -0.963502 , 0.247278 , 0.102553}},
24323 {{-0.031119 , 0.904222 , -0.038994 },{ -0.963502 , 0.247278 , 0.102553}},
24324 {{-0.034927 , 0.884674 , -0.027636 },{ -0.962124 , 0.250250 , 0.108129}},
24325 {{-0.031119 , 0.904222 , -0.038994 },{ -0.962124 , 0.250250 , 0.108129}},
24326 {{-0.034757 , 0.890768 , -0.040227 },{ -0.962124 , 0.250250 , 0.108129}},
24327 {{-0.031563 , 0.896280 , -0.052455 },{ -0.954419 , 0.269778 , -0.127689}},
24328 {{-0.034757 , 0.890768 , -0.040227 },{ -0.954419 , 0.269778 , -0.127689}},
24329 {{-0.031119 , 0.904222 , -0.038994 },{ -0.954419 , 0.269778 , -0.127689}},
24330 {{-0.026491 , 0.909629 , -0.052510 },{ -0.920518 , 0.349031 , -0.175567}},
24331 {{-0.031563 , 0.896280 , -0.052455 },{ -0.920518 , 0.349031 , -0.175567}},
24332 {{-0.031119 , 0.904222 , -0.038994 },{ -0.920518 , 0.349031 , -0.175567}},
24333 {{-0.026491 , 0.909629 , -0.052510 },{ -0.815624 , 0.576535 , -0.048638}},
24334 {{-0.031119 , 0.904222 , -0.038994 },{ -0.815624 , 0.576535 , -0.048638}},
24335 {{-0.017877 , 0.922164 , -0.048376 },{ -0.815624 , 0.576535 , -0.048638}},
24336 {{-0.017877 , 0.922164 , -0.048376 },{ -0.820405 , 0.567031 , -0.073562}},
24337 {{-0.031119 , 0.904222 , -0.038994 },{ -0.820405 , 0.567031 , -0.073562}},
24338 {{-0.025484 , 0.913201 , -0.032627 },{ -0.820405 , 0.567031 , -0.073562}},
24339 {{-0.031119 , 0.904222 , -0.038994 },{ -0.876243 , 0.467722 , 0.115905}},
24340 {{-0.027981 , 0.906267 , -0.023523 },{ -0.876243 , 0.467722 , 0.115905}},
24341 {{-0.025484 , 0.913201 , -0.032627 },{ -0.876243 , 0.467722 , 0.115905}},
24342 {{-0.031119 , 0.904222 , -0.038994 },{ -0.936756 , 0.317109 , 0.148087}},
24343 {{-0.031806 , 0.896408 , -0.026607 },{ -0.936756 , 0.317109 , 0.148087}},
24344 {{-0.027981 , 0.906267 , -0.023523 },{ -0.936756 , 0.317109 , 0.148087}},
24345 {{0.027115 , 0.875534 , -0.085812 },{ 0.298047 , -0.198483 , -0.933688}},
24346 {{0.038790 , 0.861402 , -0.079081 },{ 0.298047 , -0.198483 , -0.933688}},
24347 {{0.021001 , 0.864302 , -0.085376 },{ 0.298047 , -0.198483 , -0.933688}},
24348 {{0.040114 , 0.875950 , -0.081140 },{ 0.338349 , -0.161989 , -0.926973}},
24349 {{0.038790 , 0.861402 , -0.079081 },{ 0.338349 , -0.161989 , -0.926973}},
24350 {{0.027115 , 0.875534 , -0.085812 },{ 0.338349 , -0.161989 , -0.926973}},
24351 {{0.039947 , 0.895634 , -0.080410 },{ 0.336918 , 0.037748 , -0.940777}},
24352 {{0.040114 , 0.875950 , -0.081140 },{ 0.336918 , 0.037748 , -0.940777}},
24353 {{0.027115 , 0.875534 , -0.085812 },{ 0.336918 , 0.037748 , -0.940777}},
24354 {{0.039947 , 0.895634 , -0.080410 },{ 0.233928 , 0.110271 , -0.965980}},
24355 {{0.027115 , 0.875534 , -0.085812 },{ 0.233928 , 0.110271 , -0.965980}},
24356 {{0.019929 , 0.883630 , -0.086628 },{ 0.233928 , 0.110271 , -0.965980}},
24357 {{0.019929 , 0.883630 , -0.086628 },{ 0.061964 , -0.045493 , -0.997041}},
24358 {{0.027115 , 0.875534 , -0.085812 },{ 0.061964 , -0.045493 , -0.997041}},
24359 {{0.006769 , 0.873157 , -0.086968 },{ 0.061964 , -0.045493 , -0.997041}},
24360 {{0.027115 , 0.875534 , -0.085812 },{ 0.065199 , -0.074119 , -0.995116}},
24361 {{0.021001 , 0.864302 , -0.085376 },{ 0.065199 , -0.074119 , -0.995116}},
24362 {{0.006769 , 0.873157 , -0.086968 },{ 0.065199 , -0.074119 , -0.995116}},
24363 {{0.054813 , 0.914244 , -0.053486 },{ 0.890020 , 0.455651 , -0.015713}},
24364 {{0.052553 , 0.919279 , -0.035491 },{ 0.890020 , 0.455651 , -0.015713}},
24365 {{0.057841 , 0.909215 , -0.027806 },{ 0.890020 , 0.455651 , -0.015713}},
24366 {{0.054813 , 0.914244 , -0.053486 },{ 0.783310 , 0.620943 , 0.029239}},
24367 {{0.057841 , 0.909215 , -0.027806 },{ 0.783310 , 0.620943 , 0.029239}},
24368 {{0.060356 , 0.906977 , -0.047655 },{ 0.783310 , 0.620943 , 0.029239}},
24369 {{0.060356 , 0.906977 , -0.047655 },{ 0.947685 , 0.307571 , 0.085400}},
24370 {{0.057841 , 0.909215 , -0.027806 },{ 0.947685 , 0.307571 , 0.085400}},
24371 {{0.063796 , 0.895394 , -0.044112 },{ 0.947685 , 0.307571 , 0.085400}},
24372 {{0.063796 , 0.895394 , -0.044112 },{ 0.959086 , 0.244167 , 0.143304}},
24373 {{0.057841 , 0.909215 , -0.027806 },{ 0.959086 , 0.244167 , 0.143304}},
24374 {{0.059896 , 0.897895 , -0.022272 },{ 0.959086 , 0.244167 , 0.143304}},
24375 {{0.057841 , 0.909215 , -0.027806 },{ 0.859015 , 0.342126 , 0.380844}},
24376 {{0.053203 , 0.895127 , -0.004689 },{ 0.859015 , 0.342126 , 0.380844}},
24377 {{0.059896 , 0.897895 , -0.022272 },{ 0.859015 , 0.342126 , 0.380844}},
24378 {{0.057841 , 0.909215 , -0.027806 },{ 0.901853 , 0.264127 , 0.341904}},
24379 {{0.050872 , 0.908554 , -0.008913 },{ 0.901853 , 0.264127 , 0.341904}},
24380 {{0.053203 , 0.895127 , -0.004689 },{ 0.901853 , 0.264127 , 0.341904}},
24381 {{0.057841 , 0.909215 , -0.027806 },{ 0.756851 , 0.580927 , 0.299502}},
24382 {{0.043100 , 0.921309 , -0.014013 },{ 0.756851 , 0.580927 , 0.299502}},
24383 {{0.050872 , 0.908554 , -0.008913 },{ 0.756851 , 0.580927 , 0.299502}},
24384 {{0.052553 , 0.919279 , -0.035491 },{ 0.749893 , 0.602561 , 0.273096}},
24385 {{0.043100 , 0.921309 , -0.014013 },{ 0.749893 , 0.602561 , 0.273096}},
24386 {{0.057841 , 0.909215 , -0.027806 },{ 0.749893 , 0.602561 , 0.273096}},
24387 {{-0.023023 , 0.866467 , -0.000708 },{ 0.113565 , 0.626432 , 0.771159}},
24388 {{-0.019940 , 0.866430 , -0.001132 },{ 0.113565 , 0.626432 , 0.771159}},
24389 {{-0.020296 , 0.866966 , -0.001515 },{ 0.113565 , 0.626432 , 0.771159}},
24390 {{-0.023023 , 0.866467 , -0.000708 },{ 0.121291 , 0.607103 , 0.785312}},
24391 {{-0.020296 , 0.866966 , -0.001515 },{ 0.121291 , 0.607103 , 0.785312}},
24392 {{-0.023404 , 0.867151 , -0.001178 },{ 0.121291 , 0.607103 , 0.785312}},
24393 {{0.040023 , 0.821879 , -0.005998 },{ 0.721315 , -0.525038 , 0.451707}},
24394 {{0.035518 , 0.819453 , -0.001624 },{ 0.721315 , -0.525038 , 0.451707}},
24395 {{0.028982 , 0.811346 , -0.000610 },{ 0.721315 , -0.525038 , 0.451707}},
24396 {{0.040023 , 0.821879 , -0.005998 },{ 0.698922 , -0.714300 , 0.035829}},
24397 {{0.028982 , 0.811346 , -0.000610 },{ 0.698922 , -0.714300 , 0.035829}},
24398 {{0.035342 , 0.817261 , -0.006751 },{ 0.698922 , -0.714300 , 0.035829}},
24399 {{0.040023 , 0.821879 , -0.005998 },{ 0.741968 , -0.371132 , 0.558341}},
24400 {{0.040284 , 0.828238 , -0.002118 },{ 0.741968 , -0.371132 , 0.558341}},
24401 {{0.035518 , 0.819453 , -0.001624 },{ 0.741968 , -0.371132 , 0.558341}},
24402 {{0.044404 , 0.828642 , -0.007110 },{ 0.728755 , -0.378220 , 0.570847}},
24403 {{0.040284 , 0.828238 , -0.002118 },{ 0.728755 , -0.378220 , 0.570847}},
24404 {{0.040023 , 0.821879 , -0.005998 },{ 0.728755 , -0.378220 , 0.570847}},
24405 {{0.044790 , 0.828532 , -0.012592 },{ 0.842444 , -0.534213 , 0.070035}},
24406 {{0.044404 , 0.828642 , -0.007110 },{ 0.842444 , -0.534213 , 0.070035}},
24407 {{0.040023 , 0.821879 , -0.005998 },{ 0.842444 , -0.534213 , 0.070035}},
24408 {{0.044790 , 0.828532 , -0.012592 },{ 0.705274 , -0.685292 , -0.181560}},
24409 {{0.040023 , 0.821879 , -0.005998 },{ 0.705274 , -0.685292 , -0.181560}},
24410 {{0.035342 , 0.817261 , -0.006751 },{ 0.705274 , -0.685292 , -0.181560}},
24411 {{0.044790 , 0.828532 , -0.012592 },{ 0.880946 , -0.421662 , 0.214790}},
24412 {{0.048315 , 0.837360 , -0.009719 },{ 0.880946 , -0.421662 , 0.214790}},
24413 {{0.045770 , 0.833840 , -0.006191 },{ 0.880946 , -0.421662 , 0.214790}},
24414 {{0.044790 , 0.828532 , -0.012592 },{ 0.961332 , -0.265538 , 0.073016}},
24415 {{0.045770 , 0.833840 , -0.006191 },{ 0.961332 , -0.265538 , 0.073016}},
24416 {{0.044404 , 0.828642 , -0.007110 },{ 0.961332 , -0.265538 , 0.073016}},
24417 {{0.044404 , 0.828642 , -0.007110 },{ 0.747279 , -0.301108 , 0.592376}},
24418 {{0.045770 , 0.833840 , -0.006191 },{ 0.747279 , -0.301108 , 0.592376}},
24419 {{0.040284 , 0.828238 , -0.002118 },{ 0.747279 , -0.301108 , 0.592376}},
24420 {{0.045770 , 0.833840 , -0.006191 },{ 0.739577 , -0.278875 , 0.612581}},
24421 {{0.043002 , 0.834987 , -0.002327 },{ 0.739577 , -0.278875 , 0.612581}},
24422 {{0.040284 , 0.828238 , -0.002118 },{ 0.739577 , -0.278875 , 0.612581}},
24423 {{0.045770 , 0.833840 , -0.006191 },{ 0.765882 , -0.204888 , 0.609463}},
24424 {{0.045651 , 0.842673 , -0.003072 },{ 0.765882 , -0.204888 , 0.609463}},
24425 {{0.043002 , 0.834987 , -0.002327 },{ 0.765882 , -0.204888 , 0.609463}},
24426 {{0.048315 , 0.837360 , -0.009719 },{ 0.868061 , -0.154861 , 0.471686}},
24427 {{0.045651 , 0.842673 , -0.003072 },{ 0.868061 , -0.154861 , 0.471686}},
24428 {{0.045770 , 0.833840 , -0.006191 },{ 0.868061 , -0.154861 , 0.471686}},
24429 {{0.012464 , 0.824525 , 0.016792 },{ 0.346803 , -0.194812 , 0.917483}},
24430 {{0.012001 , 0.814178 , 0.014770 },{ 0.346803 , -0.194812 , 0.917483}},
24431 {{0.017950 , 0.816456 , 0.013005 },{ 0.346803 , -0.194812 , 0.917483}},
24432 {{0.016667 , 0.827276 , 0.014932 },{ 0.458097 , -0.102925 , 0.882923}},
24433 {{0.012464 , 0.824525 , 0.016792 },{ 0.458097 , -0.102925 , 0.882923}},
24434 {{0.017950 , 0.816456 , 0.013005 },{ 0.458097 , -0.102925 , 0.882923}},
24435 {{0.016667 , 0.827276 , 0.014932 },{ 0.415756 , -0.111454 , 0.902621}},
24436 {{0.017950 , 0.816456 , 0.013005 },{ 0.415756 , -0.111454 , 0.902621}},
24437 {{0.024038 , 0.821754 , 0.010855 },{ 0.415756 , -0.111454 , 0.902621}},
24438 {{0.016667 , 0.827276 , 0.014932 },{ 0.413463 , -0.114966 , 0.903234}},
24439 {{0.024038 , 0.821754 , 0.010855 },{ 0.413463 , -0.114966 , 0.903234}},
24440 {{0.022335 , 0.830156 , 0.012704 },{ 0.413463 , -0.114966 , 0.903234}},
24441 {{0.024038 , 0.821754 , 0.010855 },{ 0.515606 , -0.261347 , 0.815995}},
24442 {{0.017950 , 0.816456 , 0.013005 },{ 0.515606 , -0.261347 , 0.815995}},
24443 {{0.025383 , 0.816274 , 0.008250 },{ 0.515606 , -0.261347 , 0.815995}},
24444 {{0.017950 , 0.816456 , 0.013005 },{ 0.504252 , -0.323609 , 0.800629}},
24445 {{0.017195 , 0.809134 , 0.010521 },{ 0.504252 , -0.323609 , 0.800629}},
24446 {{0.025383 , 0.816274 , 0.008250 },{ 0.504252 , -0.323609 , 0.800629}},
24447 {{0.017950 , 0.816456 , 0.013005 },{ 0.364355 , -0.332657 , 0.869819}},
24448 {{0.009576 , 0.806816 , 0.012826 },{ 0.364355 , -0.332657 , 0.869819}},
24449 {{0.017195 , 0.809134 , 0.010521 },{ 0.364355 , -0.332657 , 0.869819}},
24450 {{0.017950 , 0.816456 , 0.013005 },{ 0.387700 , -0.352600 , 0.851682}},
24451 {{0.012001 , 0.814178 , 0.014770 },{ 0.387700 , -0.352600 , 0.851682}},
24452 {{0.009576 , 0.806816 , 0.012826 },{ 0.387700 , -0.352600 , 0.851682}},
24453 {{-0.005990 , 0.843018 , 0.014860 },{ -0.222091 , 0.064655 , 0.972880}},
24454 {{-0.009642 , 0.841187 , 0.014148 },{ -0.222091 , 0.064655 , 0.972880}},
24455 {{-0.008302 , 0.837860 , 0.014675 },{ -0.222091 , 0.064655 , 0.972880}},
24456 {{-0.005990 , 0.843018 , 0.014860 },{ 0.128567 , -0.093040 , 0.987327}},
24457 {{-0.008302 , 0.837860 , 0.014675 },{ 0.128567 , -0.093040 , 0.987327}},
24458 {{-0.003125 , 0.840525 , 0.014252 },{ 0.128567 , -0.093040 , 0.987327}},
24459 {{-0.003125 , 0.840525 , 0.014252 },{ 0.004881 , 0.147506 , 0.989049}},
24460 {{-0.008302 , 0.837860 , 0.014675 },{ 0.004881 , 0.147506 , 0.989049}},
24461 {{0.001057 , 0.837490 , 0.014684 },{ 0.004881 , 0.147506 , 0.989049}},
24462 {{-0.008302 , 0.837860 , 0.014675 },{ 0.018178 , 0.481084 , 0.876486}},
24463 {{-0.003421 , 0.835431 , 0.015907 },{ 0.018178 , 0.481084 , 0.876486}},
24464 {{0.001057 , 0.837490 , 0.014684 },{ 0.018178 , 0.481084 , 0.876486}},
24465 {{-0.008302 , 0.837860 , 0.014675 },{ 0.093994 , 0.594079 , 0.798896}},
24466 {{-0.007261 , 0.834371 , 0.017147 },{ 0.093994 , 0.594079 , 0.798896}},
24467 {{-0.003421 , 0.835431 , 0.015907 },{ 0.093994 , 0.594079 , 0.798896}},
24468 {{-0.008302 , 0.837860 , 0.014675 },{ -0.312175 , 0.485454 , 0.816628}},
24469 {{-0.011001 , 0.834459 , 0.015665 },{ -0.312175 , 0.485454 , 0.816628}},
24470 {{-0.007261 , 0.834371 , 0.017147 },{ -0.312175 , 0.485454 , 0.816628}},
24471 {{-0.008302 , 0.837860 , 0.014675 },{ -0.608393 , 0.625142 , 0.488934}},
24472 {{-0.013757 , 0.833442 , 0.013536 },{ -0.608393 , 0.625142 , 0.488934}},
24473 {{-0.011001 , 0.834459 , 0.015665 },{ -0.608393 , 0.625142 , 0.488934}},
24474 {{-0.008302 , 0.837860 , 0.014675 },{ -0.430190 , 0.312853 , 0.846794}},
24475 {{-0.013119 , 0.837164 , 0.012485 },{ -0.430190 , 0.312853 , 0.846794}},
24476 {{-0.013757 , 0.833442 , 0.013536 },{ -0.430190 , 0.312853 , 0.846794}},
24477 {{-0.013171 , 0.840811 , 0.012658 },{ -0.407492 , -0.049067 , 0.911890}},
24478 {{-0.013119 , 0.837164 , 0.012485 },{ -0.407492 , -0.049067 , 0.911890}},
24479 {{-0.008302 , 0.837860 , 0.014675 },{ -0.407492 , -0.049067 , 0.911890}},
24480 {{-0.009642 , 0.841187 , 0.014148 },{ -0.388015 , -0.010298 , 0.921595}},
24481 {{-0.013171 , 0.840811 , 0.012658 },{ -0.388015 , -0.010298 , 0.921595}},
24482 {{-0.008302 , 0.837860 , 0.014675 },{ -0.388015 , -0.010298 , 0.921595}},
24483 {{0.007020 , 0.826795 , 0.014010 },{ 0.928033 , 0.301805 , 0.218332}},
24484 {{0.008064 , 0.822739 , 0.015179 },{ 0.928033 , 0.301805 , 0.218332}},
24485 {{0.009618 , 0.818004 , 0.015119 },{ 0.928033 , 0.301805 , 0.218332}},
24486 {{0.007020 , 0.826795 , 0.014010 },{ -0.759943 , -0.144645 , 0.633692}},
24487 {{0.009618 , 0.818004 , 0.015119 },{ -0.759943 , -0.144645 , 0.633692}},
24488 {{0.009091 , 0.824133 , 0.015886 },{ -0.759943 , -0.144645 , 0.633692}},
24489 {{0.012464 , 0.824525 , 0.016792 },{ -0.241512 , -0.140917 , 0.960112}},
24490 {{0.009091 , 0.824133 , 0.015886 },{ -0.241512 , -0.140917 , 0.960112}},
24491 {{0.009618 , 0.818004 , 0.015119 },{ -0.241512 , -0.140917 , 0.960112}},
24492 {{0.012464 , 0.824525 , 0.016792 },{ -0.151610 , -0.183035 , 0.971346}},
24493 {{0.009618 , 0.818004 , 0.015119 },{ -0.151610 , -0.183035 , 0.971346}},
24494 {{0.012001 , 0.814178 , 0.014770 },{ -0.151610 , -0.183035 , 0.971346}},
24495 {{0.009618 , 0.818004 , 0.015119 },{ -0.175088 , -0.197046 , 0.964633}},
24496 {{0.009576 , 0.806816 , 0.012826 },{ -0.175088 , -0.197046 , 0.964633}},
24497 {{0.012001 , 0.814178 , 0.014770 },{ -0.175088 , -0.197046 , 0.964633}},
24498 {{0.009618 , 0.818004 , 0.015119 },{ 0.114806 , -0.199865 , 0.973074}},
24499 {{0.007613 , 0.812412 , 0.014207 },{ 0.114806 , -0.199865 , 0.973074}},
24500 {{0.009576 , 0.806816 , 0.012826 },{ 0.114806 , -0.199865 , 0.973074}},
24501 {{0.006836 , 0.819272 , 0.015196 },{ -0.039637 , -0.146979 , 0.988345}},
24502 {{0.007613 , 0.812412 , 0.014207 },{ -0.039637 , -0.146979 , 0.988345}},
24503 {{0.009618 , 0.818004 , 0.015119 },{ -0.039637 , -0.146979 , 0.988345}},
24504 {{0.008064 , 0.822739 , 0.015179 },{ 0.025746 , -0.004217 , 0.999660}},
24505 {{0.006836 , 0.819272 , 0.015196 },{ 0.025746 , -0.004217 , 0.999660}},
24506 {{0.009618 , 0.818004 , 0.015119 },{ 0.025746 , -0.004217 , 0.999660}},
24507 {{0.049244 , 0.864803 , -0.001919 },{ 0.565397 , -0.129293 , 0.814622}},
24508 {{0.046320 , 0.864164 , 0.000009 },{ 0.565397 , -0.129293 , 0.814622}},
24509 {{0.042120 , 0.852287 , 0.001039 },{ 0.565397 , -0.129293 , 0.814622}},
24510 {{0.049244 , 0.864803 , -0.001919 },{ 0.514417 , -0.091284 , 0.852668}},
24511 {{0.042120 , 0.852287 , 0.001039 },{ 0.514417 , -0.091284 , 0.852668}},
24512 {{0.046152 , 0.853366 , -0.001278 },{ 0.514417 , -0.091284 , 0.852668}},
24513 {{0.046152 , 0.853366 , -0.001278 },{ 0.524210 , -0.164736 , 0.835503}},
24514 {{0.042120 , 0.852287 , 0.001039 },{ 0.524210 , -0.164736 , 0.835503}},
24515 {{0.045651 , 0.842673 , -0.003072 },{ 0.524210 , -0.164736 , 0.835503}},
24516 {{0.042120 , 0.852287 , 0.001039 },{ 0.577658 , -0.132272 , 0.805491}},
24517 {{0.038903 , 0.842062 , 0.001667 },{ 0.577658 , -0.132272 , 0.805491}},
24518 {{0.045651 , 0.842673 , -0.003072 },{ 0.577658 , -0.132272 , 0.805491}},
24519 {{0.036428 , 0.849414 , 0.004533 },{ 0.561893 , -0.129344 , 0.817035}},
24520 {{0.031609 , 0.836786 , 0.005848 },{ 0.561893 , -0.129344 , 0.817035}},
24521 {{0.038903 , 0.842062 , 0.001667 },{ 0.561893 , -0.129344 , 0.817035}},
24522 {{0.036428 , 0.849414 , 0.004533 },{ 0.564866 , -0.127648 , 0.815250}},
24523 {{0.038903 , 0.842062 , 0.001667 },{ 0.564866 , -0.127648 , 0.815250}},
24524 {{0.042120 , 0.852287 , 0.001039 },{ 0.564866 , -0.127648 , 0.815250}},
24525 {{0.041724 , 0.863276 , 0.002772 },{ 0.559528 , -0.109400 , 0.821559}},
24526 {{0.036428 , 0.849414 , 0.004533 },{ 0.559528 , -0.109400 , 0.821559}},
24527 {{0.042120 , 0.852287 , 0.001039 },{ 0.559528 , -0.109400 , 0.821559}},
24528 {{0.046320 , 0.864164 , 0.000009 },{ 0.527939 , -0.113704 , 0.841636}},
24529 {{0.041724 , 0.863276 , 0.002772 },{ 0.527939 , -0.113704 , 0.841636}},
24530 {{0.042120 , 0.852287 , 0.001039 },{ 0.527939 , -0.113704 , 0.841636}},
24531 {{0.031609 , 0.836786 , 0.005848 },{ 0.541600 , -0.139533 , 0.828975}},
24532 {{0.035451 , 0.830608 , 0.002298 },{ 0.541600 , -0.139533 , 0.828975}},
24533 {{0.038848 , 0.835880 , 0.000966 },{ 0.541600 , -0.139533 , 0.828975}},
24534 {{0.038903 , 0.842062 , 0.001667 },{ 0.547829 , -0.099070 , 0.830703}},
24535 {{0.031609 , 0.836786 , 0.005848 },{ 0.547829 , -0.099070 , 0.830703}},
24536 {{0.038848 , 0.835880 , 0.000966 },{ 0.547829 , -0.099070 , 0.830703}},
24537 {{0.045651 , 0.842673 , -0.003072 },{ 0.577872 , -0.097028 , 0.810339}},
24538 {{0.038903 , 0.842062 , 0.001667 },{ 0.577872 , -0.097028 , 0.810339}},
24539 {{0.038848 , 0.835880 , 0.000966 },{ 0.577872 , -0.097028 , 0.810339}},
24540 {{0.045651 , 0.842673 , -0.003072 },{ 0.598690 , -0.129726 , 0.790405}},
24541 {{0.038848 , 0.835880 , 0.000966 },{ 0.598690 , -0.129726 , 0.790405}},
24542 {{0.043002 , 0.834987 , -0.002327 },{ 0.598690 , -0.129726 , 0.790405}},
24543 {{0.038848 , 0.835880 , 0.000966 },{ 0.579514 , -0.208991 , 0.787710}},
24544 {{0.040284 , 0.828238 , -0.002118 },{ 0.579514 , -0.208991 , 0.787710}},
24545 {{0.043002 , 0.834987 , -0.002327 },{ 0.579514 , -0.208991 , 0.787710}},
24546 {{0.038848 , 0.835880 , 0.000966 },{ 0.607074 , -0.196638 , 0.769932}},
24547 {{0.035451 , 0.830608 , 0.002298 },{ 0.607074 , -0.196638 , 0.769932}},
24548 {{0.040284 , 0.828238 , -0.002118 },{ 0.607074 , -0.196638 , 0.769932}},
24549 {{0.010118 , 0.802905 , -0.013890 },{ 0.303794 , -0.947066 , -0.103802}},
24550 {{0.008900 , 0.801331 , -0.003094 },{ 0.303794 , -0.947066 , -0.103802}},
24551 {{-0.002104 , 0.797980 , -0.004725 },{ 0.303794 , -0.947066 , -0.103802}},
24552 {{0.010118 , 0.802905 , -0.013890 },{ 0.385517 , -0.922518 , 0.018372}},
24553 {{-0.002104 , 0.797980 , -0.004725 },{ 0.385517 , -0.922518 , 0.018372}},
24554 {{-0.002015 , 0.797719 , -0.019699 },{ 0.385517 , -0.922518 , 0.018372}},
24555 {{-0.002015 , 0.797719 , -0.019699 },{ 0.148740 , -0.988710 , 0.018118}},
24556 {{-0.002104 , 0.797980 , -0.004725 },{ 0.148740 , -0.988710 , 0.018118}},
24557 {{-0.009223 , 0.796487 , -0.027754 },{ 0.148740 , -0.988710 , 0.018118}},
24558 {{-0.002104 , 0.797980 , -0.004725 },{ 0.057940 , -0.997225 , 0.046739}},
24559 {{-0.009750 , 0.797326 , -0.009200 },{ 0.057940 , -0.997225 , 0.046739}},
24560 {{-0.009223 , 0.796487 , -0.027754 },{ 0.057940 , -0.997225 , 0.046739}},
24561 {{-0.002104 , 0.797980 , -0.004725 },{ 0.046072 , -0.996693 , 0.066938}},
24562 {{-0.010549 , 0.798403 , 0.007387 },{ 0.046072 , -0.996693 , 0.066938}},
24563 {{-0.009750 , 0.797326 , -0.009200 },{ 0.046072 , -0.996693 , 0.066938}},
24564 {{-0.002104 , 0.797980 , -0.004725 },{ 0.013940 , -0.998907 , 0.044611}},
24565 {{-0.003273 , 0.798582 , 0.009120 },{ 0.013940 , -0.998907 , 0.044611}},
24566 {{-0.010549 , 0.798403 , 0.007387 },{ 0.013940 , -0.998907 , 0.044611}},
24567 {{0.006189 , 0.799502 , 0.009133 },{ 0.096583 , -0.993998 , 0.051376}},
24568 {{-0.003273 , 0.798582 , 0.009120 },{ 0.096583 , -0.993998 , 0.051376}},
24569 {{-0.002104 , 0.797980 , -0.004725 },{ 0.096583 , -0.993998 , 0.051376}},
24570 {{0.008900 , 0.801331 , -0.003094 },{ 0.300717 , -0.950717 , -0.075537}},
24571 {{0.006189 , 0.799502 , 0.009133 },{ 0.300717 , -0.950717 , -0.075537}},
24572 {{-0.002104 , 0.797980 , -0.004725 },{ 0.300717 , -0.950717 , -0.075537}},
24573 {{-0.017473 , 0.837974 , 0.009507 },{ -0.495613 , 0.313658 , 0.809930}},
24574 {{-0.013757 , 0.833442 , 0.013536 },{ -0.495613 , 0.313658 , 0.809930}},
24575 {{-0.013119 , 0.837164 , 0.012485 },{ -0.495613 , 0.313658 , 0.809930}},
24576 {{-0.017473 , 0.837974 , 0.009507 },{ -0.091316 , 0.618769 , 0.780247}},
24577 {{-0.016985 , 0.834533 , 0.012293 },{ -0.091316 , 0.618769 , 0.780247}},
24578 {{-0.013757 , 0.833442 , 0.013536 },{ -0.091316 , 0.618769 , 0.780247}},
24579 {{-0.017473 , 0.837974 , 0.009507 },{ -0.594352 , 0.453452 , 0.664174}},
24580 {{-0.019683 , 0.834096 , 0.010177 },{ -0.594352 , 0.453452 , 0.664174}},
24581 {{-0.016985 , 0.834533 , 0.012293 },{ -0.594352 , 0.453452 , 0.664174}},
24582 {{-0.020543 , 0.835241 , 0.006288 },{ -0.795968 , 0.509952 , 0.326166}},
24583 {{-0.019683 , 0.834096 , 0.010177 },{ -0.795968 , 0.509952 , 0.326166}},
24584 {{-0.017473 , 0.837974 , 0.009507 },{ -0.795968 , 0.509952 , 0.326166}},
24585 {{-0.021844 , 0.837478 , 0.001801 },{ -0.808611 , 0.398295 , 0.433023}},
24586 {{-0.020543 , 0.835241 , 0.006288 },{ -0.808611 , 0.398295 , 0.433023}},
24587 {{-0.017473 , 0.837974 , 0.009507 },{ -0.808611 , 0.398295 , 0.433023}},
24588 {{-0.021844 , 0.837478 , 0.001801 },{ -0.868238 , 0.099427 , 0.486083}},
24589 {{-0.017473 , 0.837974 , 0.009507 },{ -0.868238 , 0.099427 , 0.486083}},
24590 {{-0.019742 , 0.840732 , 0.004890 },{ -0.868238 , 0.099427 , 0.486083}},
24591 {{-0.019742 , 0.840732 , 0.004890 },{ -0.912694 , -0.080038 , 0.400729}},
24592 {{-0.017473 , 0.837974 , 0.009507 },{ -0.912694 , -0.080038 , 0.400729}},
24593 {{-0.018731 , 0.843177 , 0.007681 },{ -0.912694 , -0.080038 , 0.400729}},
24594 {{-0.018731 , 0.843177 , 0.007681 },{ -0.715971 , 0.070642 , 0.694547}},
24595 {{-0.017473 , 0.837974 , 0.009507 },{ -0.715971 , 0.070642 , 0.694547}},
24596 {{-0.016266 , 0.841270 , 0.010416 },{ -0.715971 , 0.070642 , 0.694547}},
24597 {{-0.016266 , 0.841270 , 0.010416 },{ -0.587412 , -0.008071 , 0.809248}},
24598 {{-0.017473 , 0.837974 , 0.009507 },{ -0.587412 , -0.008071 , 0.809248}},
24599 {{-0.013171 , 0.840811 , 0.012658 },{ -0.587412 , -0.008071 , 0.809248}},
24600 {{-0.013171 , 0.840811 , 0.012658 },{ -0.569871 , -0.047041 , 0.820387}},
24601 {{-0.017473 , 0.837974 , 0.009507 },{ -0.569871 , -0.047041 , 0.820387}},
24602 {{-0.013119 , 0.837164 , 0.012485 },{ -0.569871 , -0.047041 , 0.820387}},
24603 {{0.005546 , 0.807758 , 0.013426 },{ -0.268603 , -0.460772 , 0.845897}},
24604 {{0.006189 , 0.799502 , 0.009133 },{ -0.268603 , -0.460772 , 0.845897}},
24605 {{0.008411 , 0.802453 , 0.011446 },{ -0.268603 , -0.460772 , 0.845897}},
24606 {{0.005546 , 0.807758 , 0.013426 },{ 0.273416 , -0.426915 , 0.861967}},
24607 {{0.002145 , 0.804740 , 0.013010 },{ 0.273416 , -0.426915 , 0.861967}},
24608 {{0.006189 , 0.799502 , 0.009133 },{ 0.273416 , -0.426915 , 0.861967}},
24609 {{0.000685 , 0.810909 , 0.013300 },{ -0.066334 , -0.062512 , 0.995837}},
24610 {{0.002145 , 0.804740 , 0.013010 },{ -0.066334 , -0.062512 , 0.995837}},
24611 {{0.005546 , 0.807758 , 0.013426 },{ -0.066334 , -0.062512 , 0.995837}},
24612 {{0.004394 , 0.814583 , 0.014385 },{ -0.128596 , -0.159246 , 0.978828}},
24613 {{0.000685 , 0.810909 , 0.013300 },{ -0.128596 , -0.159246 , 0.978828}},
24614 {{0.005546 , 0.807758 , 0.013426 },{ -0.128596 , -0.159246 , 0.978828}},
24615 {{0.004394 , 0.814583 , 0.014385 },{ -0.044014 , -0.146295 , 0.988261}},
24616 {{0.005546 , 0.807758 , 0.013426 },{ -0.044014 , -0.146295 , 0.988261}},
24617 {{0.007613 , 0.812412 , 0.014207 },{ -0.044014 , -0.146295 , 0.988261}},
24618 {{0.004394 , 0.814583 , 0.014385 },{ -0.044858 , -0.147527 , 0.988040}},
24619 {{0.007613 , 0.812412 , 0.014207 },{ -0.044858 , -0.147527 , 0.988040}},
24620 {{0.006836 , 0.819272 , 0.015196 },{ -0.044858 , -0.147527 , 0.988040}},
24621 {{0.007613 , 0.812412 , 0.014207 },{ 0.096727 , -0.206357 , 0.973684}},
24622 {{0.005546 , 0.807758 , 0.013426 },{ 0.096727 , -0.206357 , 0.973684}},
24623 {{0.009576 , 0.806816 , 0.012826 },{ 0.096727 , -0.206357 , 0.973684}},
24624 {{0.005546 , 0.807758 , 0.013426 },{ 0.066737 , -0.317054 , 0.946056}},
24625 {{0.008411 , 0.802453 , 0.011446 },{ 0.066737 , -0.317054 , 0.946056}},
24626 {{0.009576 , 0.806816 , 0.012826 },{ 0.066737 , -0.317054 , 0.946056}},
24627 {{0.031609 , 0.836786 , 0.005848 },{ 0.651347 , -0.046505 , 0.757354}},
24628 {{0.026915 , 0.834425 , 0.009740 },{ 0.651347 , -0.046505 , 0.757354}},
24629 {{0.026839 , 0.826993 , 0.009349 },{ 0.651347 , -0.046505 , 0.757354}},
24630 {{0.031609 , 0.836786 , 0.005848 },{ 0.696216 , -0.084263 , 0.712870}},
24631 {{0.026839 , 0.826993 , 0.009349 },{ 0.696216 , -0.084263 , 0.712870}},
24632 {{0.029051 , 0.825143 , 0.006970 },{ 0.696216 , -0.084263 , 0.712870}},
24633 {{0.026839 , 0.826993 , 0.009349 },{ 0.655257 , -0.164596 , 0.737256}},
24634 {{0.025383 , 0.816274 , 0.008250 },{ 0.655257 , -0.164596 , 0.737256}},
24635 {{0.029051 , 0.825143 , 0.006970 },{ 0.655257 , -0.164596 , 0.737256}},
24636 {{0.026839 , 0.826993 , 0.009349 },{ 0.689461 , -0.165940 , 0.705058}},
24637 {{0.024038 , 0.821754 , 0.010855 },{ 0.689461 , -0.165940 , 0.705058}},
24638 {{0.025383 , 0.816274 , 0.008250 },{ 0.689461 , -0.165940 , 0.705058}},
24639 {{0.022335 , 0.830156 , 0.012704 },{ 0.565746 , -0.066205 , 0.821917}},
24640 {{0.024038 , 0.821754 , 0.010855 },{ 0.565746 , -0.066205 , 0.821917}},
24641 {{0.026839 , 0.826993 , 0.009349 },{ 0.565746 , -0.066205 , 0.821917}},
24642 {{0.026915 , 0.834425 , 0.009740 },{ 0.574366 , -0.048863 , 0.817139}},
24643 {{0.022335 , 0.830156 , 0.012704 },{ 0.574366 , -0.048863 , 0.817139}},
24644 {{0.026839 , 0.826993 , 0.009349 },{ 0.574366 , -0.048863 , 0.817139}},
24645 {{0.031902 , 0.821585 , 0.003006 },{ 0.742341 , -0.342708 , 0.575743}},
24646 {{0.025383 , 0.816274 , 0.008250 },{ 0.742341 , -0.342708 , 0.575743}},
24647 {{0.026347 , 0.811911 , 0.004410 },{ 0.742341 , -0.342708 , 0.575743}},
24648 {{0.031902 , 0.821585 , 0.003006 },{ 0.705842 , -0.193576 , 0.681407}},
24649 {{0.029051 , 0.825143 , 0.006970 },{ 0.705842 , -0.193576 , 0.681407}},
24650 {{0.025383 , 0.816274 , 0.008250 },{ 0.705842 , -0.193576 , 0.681407}},
24651 {{0.031902 , 0.821585 , 0.003006 },{ 0.760155 , -0.105221 , 0.641165}},
24652 {{0.031609 , 0.836786 , 0.005848 },{ 0.760155 , -0.105221 , 0.641165}},
24653 {{0.029051 , 0.825143 , 0.006970 },{ 0.760155 , -0.105221 , 0.641165}},
24654 {{0.031609 , 0.836786 , 0.005848 },{ 0.535282 , -0.145251 , 0.832091}},
24655 {{0.031902 , 0.821585 , 0.003006 },{ 0.535282 , -0.145251 , 0.832091}},
24656 {{0.035451 , 0.830608 , 0.002298 },{ 0.535282 , -0.145251 , 0.832091}},
24657 {{0.035451 , 0.830608 , 0.002298 },{ 0.613547 , -0.181015 , 0.768631}},
24658 {{0.031902 , 0.821585 , 0.003006 },{ 0.613547 , -0.181015 , 0.768631}},
24659 {{0.040284 , 0.828238 , -0.002118 },{ 0.613547 , -0.181015 , 0.768631}},
24660 {{0.040284 , 0.828238 , -0.002118 },{ 0.667286 , -0.324310 , 0.670487}},
24661 {{0.031902 , 0.821585 , 0.003006 },{ 0.667286 , -0.324310 , 0.670487}},
24662 {{0.035518 , 0.819453 , -0.001624 },{ 0.667286 , -0.324310 , 0.670487}},
24663 {{0.031902 , 0.821585 , 0.003006 },{ 0.615945 , -0.412649 , 0.671068}},
24664 {{0.028982 , 0.811346 , -0.000610 },{ 0.615945 , -0.412649 , 0.671068}},
24665 {{0.035518 , 0.819453 , -0.001624 },{ 0.615945 , -0.412649 , 0.671068}},
24666 {{0.028982 , 0.811346 , -0.000610 },{ 0.796414 , -0.390270 , 0.461967}},
24667 {{0.031902 , 0.821585 , 0.003006 },{ 0.796414 , -0.390270 , 0.461967}},
24668 {{0.026347 , 0.811911 , 0.004410 },{ 0.796414 , -0.390270 , 0.461967}},
24669 {{-0.007261 , 0.834371 , 0.017147 },{ 0.046609 , -0.102408 , 0.993650}},
24670 {{-0.000468 , 0.831253 , 0.016507 },{ 0.046609 , -0.102408 , 0.993650}},
24671 {{0.003561 , 0.830399 , 0.016230 },{ 0.046609 , -0.102408 , 0.993650}},
24672 {{-0.003421 , 0.835431 , 0.015907 },{ 0.202647 , 0.340121 , 0.918288}},
24673 {{-0.007261 , 0.834371 , 0.017147 },{ 0.202647 , 0.340121 , 0.918288}},
24674 {{0.003561 , 0.830399 , 0.016230 },{ 0.202647 , 0.340121 , 0.918288}},
24675 {{-0.005212 , 0.813961 , 0.012033 },{ -0.025487 , 0.340878 , 0.939762}},
24676 {{0.000685 , 0.810909 , 0.013300 },{ -0.025487 , 0.340878 , 0.939762}},
24677 {{-0.000705 , 0.812382 , 0.012728 },{ -0.025487 , 0.340878 , 0.939762}},
24678 {{-0.005212 , 0.813961 , 0.012033 },{ -0.164508 , 0.089917 , 0.982269}},
24679 {{-0.004349 , 0.810482 , 0.012496 },{ -0.164508 , 0.089917 , 0.982269}},
24680 {{0.000685 , 0.810909 , 0.013300 },{ -0.164508 , 0.089917 , 0.982269}},
24681 {{-0.009506 , 0.811110 , 0.010864 },{ -0.295332 , 0.053687 , 0.953885}},
24682 {{-0.004349 , 0.810482 , 0.012496 },{ -0.295332 , 0.053687 , 0.953885}},
24683 {{-0.005212 , 0.813961 , 0.012033 },{ -0.295332 , 0.053687 , 0.953885}},
24684 {{-0.009506 , 0.811110 , 0.010864 },{ -0.307354 , 0.073910 , 0.948721}},
24685 {{-0.005212 , 0.813961 , 0.012033 },{ -0.307354 , 0.073910 , 0.948721}},
24686 {{-0.009332 , 0.814773 , 0.010635 },{ -0.307354 , 0.073910 , 0.948721}},
24687 {{-0.009412 , 0.816877 , 0.010823 },{ -0.336829 , -0.096499 , 0.936608}},
24688 {{-0.009332 , 0.814773 , 0.010635 },{ -0.336829 , -0.096499 , 0.936608}},
24689 {{-0.005212 , 0.813961 , 0.012033 },{ -0.336829 , -0.096499 , 0.936608}},
24690 {{-0.009412 , 0.816877 , 0.010823 },{ -0.255599 , 0.032792 , 0.966227}},
24691 {{-0.005212 , 0.813961 , 0.012033 },{ -0.255599 , 0.032792 , 0.966227}},
24692 {{-0.006263 , 0.815964 , 0.011687 },{ -0.255599 , 0.032792 , 0.966227}},
24693 {{-0.006263 , 0.815964 , 0.011687 },{ -0.015342 , 0.162381 , 0.986609}},
24694 {{-0.005212 , 0.813961 , 0.012033 },{ -0.015342 , 0.162381 , 0.986609}},
24695 {{-0.003108 , 0.814172 , 0.012031 },{ -0.015342 , 0.162381 , 0.986609}},
24696 {{-0.003108 , 0.814172 , 0.012031 },{ -0.031725 , 0.325399 , 0.945044}},
24697 {{-0.005212 , 0.813961 , 0.012033 },{ -0.031725 , 0.325399 , 0.945044}},
24698 {{-0.000705 , 0.812382 , 0.012728 },{ -0.031725 , 0.325399 , 0.945044}},
24699 {{0.001057 , 0.837490 , 0.014684 },{ 0.142101 , 0.258501 , 0.955502}},
24700 {{-0.003421 , 0.835431 , 0.015907 },{ 0.142101 , 0.258501 , 0.955502}},
24701 {{0.003561 , 0.830399 , 0.016230 },{ 0.142101 , 0.258501 , 0.955502}},
24702 {{0.001057 , 0.837490 , 0.014684 },{ -0.026871 , 0.203875 , 0.978628}},
24703 {{0.003561 , 0.830399 , 0.016230 },{ -0.026871 , 0.203875 , 0.978628}},
24704 {{0.006468 , 0.832203 , 0.015934 },{ -0.026871 , 0.203875 , 0.978628}},
24705 {{0.006468 , 0.832203 , 0.015934 },{ 0.021690 , 0.127745 , 0.991570}},
24706 {{0.003561 , 0.830399 , 0.016230 },{ 0.021690 , 0.127745 , 0.991570}},
24707 {{0.012464 , 0.824525 , 0.016792 },{ 0.021690 , 0.127745 , 0.991570}},
24708 {{0.003561 , 0.830399 , 0.016230 },{ -0.224060 , -0.249463 , 0.942107}},
24709 {{0.009091 , 0.824133 , 0.015886 },{ -0.224060 , -0.249463 , 0.942107}},
24710 {{0.012464 , 0.824525 , 0.016792 },{ -0.224060 , -0.249463 , 0.942107}},
24711 {{0.007020 , 0.826795 , 0.014010 },{ -0.748578 , -0.654995 , -0.103015}},
24712 {{0.009091 , 0.824133 , 0.015886 },{ -0.748578 , -0.654995 , -0.103015}},
24713 {{0.003561 , 0.830399 , 0.016230 },{ -0.748578 , -0.654995 , -0.103015}},
24714 {{-0.000468 , 0.831253 , 0.016507 },{ -0.063719 , -0.567015 , 0.821239}},
24715 {{0.007020 , 0.826795 , 0.014010 },{ -0.063719 , -0.567015 , 0.821239}},
24716 {{0.003561 , 0.830399 , 0.016230 },{ -0.063719 , -0.567015 , 0.821239}},
24717 {{-0.009412 , 0.816877 , 0.010823 },{ -0.693565 , 0.038706 , 0.719353}},
24718 {{-0.011798 , 0.816032 , 0.008568 },{ -0.693565 , 0.038706 , 0.719353}},
24719 {{-0.012677 , 0.814053 , 0.007827 },{ -0.693565 , 0.038706 , 0.719353}},
24720 {{-0.009412 , 0.816877 , 0.010823 },{ -0.628361 , -0.092908 , 0.772354}},
24721 {{-0.012677 , 0.814053 , 0.007827 },{ -0.628361 , -0.092908 , 0.772354}},
24722 {{-0.009332 , 0.814773 , 0.010635 },{ -0.628361 , -0.092908 , 0.772354}},
24723 {{-0.012677 , 0.814053 , 0.007827 },{ -0.661723 , 0.058361 , 0.747474}},
24724 {{-0.013585 , 0.810597 , 0.007293 },{ -0.661723 , 0.058361 , 0.747474}},
24725 {{-0.009506 , 0.811110 , 0.010864 },{ -0.661723 , 0.058361 , 0.747474}},
24726 {{-0.012677 , 0.814053 , 0.007827 },{ -0.650798 , 0.078127 , 0.755221}},
24727 {{-0.009506 , 0.811110 , 0.010864 },{ -0.650798 , 0.078127 , 0.755221}},
24728 {{-0.009332 , 0.814773 , 0.010635 },{ -0.650798 , 0.078127 , 0.755221}},
24729 {{-0.016872 , 0.811127 , 0.003409 },{ -0.753120 , 0.097337 , 0.650642}},
24730 {{-0.013585 , 0.810597 , 0.007293 },{ -0.753120 , 0.097337 , 0.650642}},
24731 {{-0.012677 , 0.814053 , 0.007827 },{ -0.753120 , 0.097337 , 0.650642}},
24732 {{-0.016872 , 0.811127 , 0.003409 },{ -0.784003 , 0.351954 , 0.511339}},
24733 {{-0.012677 , 0.814053 , 0.007827 },{ -0.784003 , 0.351954 , 0.511339}},
24734 {{-0.015634 , 0.812567 , 0.004316 },{ -0.784003 , 0.351954 , 0.511339}},
24735 {{-0.015634 , 0.812567 , 0.004316 },{ -0.785785 , 0.334565 , 0.520200}},
24736 {{-0.012677 , 0.814053 , 0.007827 },{ -0.785785 , 0.334565 , 0.520200}},
24737 {{-0.013760 , 0.814305 , 0.006029 },{ -0.785785 , 0.334565 , 0.520200}},
24738 {{-0.013760 , 0.814305 , 0.006029 },{ -0.832790 , 0.172989 , 0.525866}},
24739 {{-0.012677 , 0.814053 , 0.007827 },{ -0.832790 , 0.172989 , 0.525866}},
24740 {{-0.011798 , 0.816032 , 0.008568 },{ -0.832790 , 0.172989 , 0.525866}},
24741 {{-0.009506 , 0.811110 , 0.010864 },{ -0.662356 , 0.085692 , 0.744272}},
24742 {{-0.013585 , 0.810597 , 0.007293 },{ -0.662356 , 0.085692 , 0.744272}},
24743 {{-0.014555 , 0.804185 , 0.007168 },{ -0.662356 , 0.085692 , 0.744272}},
24744 {{-0.014555 , 0.804185 , 0.007168 },{ -0.727946 , 0.177249 , 0.662327}},
24745 {{-0.010190 , 0.804325 , 0.011928 },{ -0.727946 , 0.177249 , 0.662327}},
24746 {{-0.009506 , 0.811110 , 0.010864 },{ -0.727946 , 0.177249 , 0.662327}},
24747 {{-0.014555 , 0.804185 , 0.007168 },{ -0.658111 , -0.432625 , 0.616219}},
24748 {{-0.010549 , 0.798403 , 0.007387 },{ -0.658111 , -0.432625 , 0.616219}},
24749 {{-0.010190 , 0.804325 , 0.011928 },{ -0.658111 , -0.432625 , 0.616219}},
24750 {{-0.014903 , 0.798611 , 0.001404 },{ -0.717924 , -0.478247 , 0.505831}},
24751 {{-0.010549 , 0.798403 , 0.007387 },{ -0.717924 , -0.478247 , 0.505831}},
24752 {{-0.014555 , 0.804185 , 0.007168 },{ -0.717924 , -0.478247 , 0.505831}},
24753 {{-0.017799 , 0.799687 , -0.005521 },{ -0.898918 , -0.286569 , 0.331397}},
24754 {{-0.014903 , 0.798611 , 0.001404 },{ -0.898918 , -0.286569 , 0.331397}},
24755 {{-0.014555 , 0.804185 , 0.007168 },{ -0.898918 , -0.286569 , 0.331397}},
24756 {{-0.017799 , 0.799687 , -0.005521 },{ -0.793303 , -0.480953 , 0.373302}},
24757 {{-0.014555 , 0.804185 , 0.007168 },{ -0.793303 , -0.480953 , 0.373302}},
24758 {{-0.017497 , 0.804983 , 0.001944 },{ -0.793303 , -0.480953 , 0.373302}},
24759 {{-0.017497 , 0.804983 , 0.001944 },{ -0.872783 , -0.027418 , 0.487337}},
24760 {{-0.014555 , 0.804185 , 0.007168 },{ -0.872783 , -0.027418 , 0.487337}},
24761 {{-0.016872 , 0.811127 , 0.003409 },{ -0.872783 , -0.027418 , 0.487337}},
24762 {{-0.016872 , 0.811127 , 0.003409 },{ -0.752568 , 0.101163 , 0.650697}},
24763 {{-0.014555 , 0.804185 , 0.007168 },{ -0.752568 , 0.101163 , 0.650697}},
24764 {{-0.013585 , 0.810597 , 0.007293 },{ -0.752568 , 0.101163 , 0.650697}},
24765 {{-0.020659 , 0.805152 , -0.013347 },{ -0.885789 , -0.464088 , -0.000367}},
24766 {{-0.017799 , 0.799687 , -0.005521 },{ -0.885789 , -0.464088 , -0.000367}},
24767 {{-0.019430 , 0.802799 , -0.004240 },{ -0.885789 , -0.464088 , -0.000367}},
24768 {{-0.018870 , 0.804617 , -0.019061 },{ -0.747777 , -0.640707 , -0.174138}},
24769 {{-0.017799 , 0.799687 , -0.005521 },{ -0.747777 , -0.640707 , -0.174138}},
24770 {{-0.020659 , 0.805152 , -0.013347 },{ -0.747777 , -0.640707 , -0.174138}},
24771 {{-0.020652 , 0.811917 , -0.029081 },{ -0.838384 , -0.500619 , -0.215622}},
24772 {{-0.018870 , 0.804617 , -0.019061 },{ -0.838384 , -0.500619 , -0.215622}},
24773 {{-0.020659 , 0.805152 , -0.013347 },{ -0.838384 , -0.500619 , -0.215622}},
24774 {{-0.020652 , 0.811917 , -0.029081 },{ -0.767778 , -0.588489 , -0.253371}},
24775 {{-0.020659 , 0.805152 , -0.013347 },{ -0.767778 , -0.588489 , -0.253371}},
24776 {{-0.022995 , 0.812524 , -0.023391 },{ -0.767778 , -0.588489 , -0.253371}},
24777 {{-0.022995 , 0.812524 , -0.023391 },{ -0.847513 , -0.502285 , -0.171555}},
24778 {{-0.020659 , 0.805152 , -0.013347 },{ -0.847513 , -0.502285 , -0.171555}},
24779 {{-0.026106 , 0.816874 , -0.020758 },{ -0.847513 , -0.502285 , -0.171555}},
24780 {{-0.026106 , 0.816874 , -0.020758 },{ -0.859603 , -0.490325 , -0.143752}},
24781 {{-0.020659 , 0.805152 , -0.013347 },{ -0.859603 , -0.490325 , -0.143752}},
24782 {{-0.023305 , 0.809480 , -0.012287 },{ -0.859603 , -0.490325 , -0.143752}},
24783 {{-0.020659 , 0.805152 , -0.013347 },{ -0.846372 , -0.530085 , 0.051617}},
24784 {{-0.021215 , 0.806901 , -0.004502 },{ -0.846372 , -0.530085 , 0.051617}},
24785 {{-0.023305 , 0.809480 , -0.012287 },{ -0.846372 , -0.530085 , 0.051617}},
24786 {{-0.020659 , 0.805152 , -0.013347 },{ -0.917233 , -0.397797 , 0.021004}},
24787 {{-0.019430 , 0.802799 , -0.004240 },{ -0.917233 , -0.397797 , 0.021004}},
24788 {{-0.021215 , 0.806901 , -0.004502 },{ -0.917233 , -0.397797 , 0.021004}},
24789 {{-0.017799 , 0.799687 , -0.005521 },{ -0.344495 , -0.890565 , -0.297013}},
24790 {{-0.018870 , 0.804617 , -0.019061 },{ -0.344495 , -0.890565 , -0.297013}},
24791 {{-0.018187 , 0.809095 , -0.033280 },{ -0.344495 , -0.890565 , -0.297013}},
24792 {{-0.018187 , 0.809095 , -0.033280 },{ -0.938141 , -0.331708 , -0.099309}},
24793 {{-0.016246 , 0.800940 , -0.024377 },{ -0.938141 , -0.331708 , -0.099309}},
24794 {{-0.017799 , 0.799687 , -0.005521 },{ -0.938141 , -0.331708 , -0.099309}},
24795 {{-0.013671 , 0.801420 , -0.043960 },{ -0.923074 , -0.361898 , -0.130247}},
24796 {{-0.016246 , 0.800940 , -0.024377 },{ -0.923074 , -0.361898 , -0.130247}},
24797 {{-0.018187 , 0.809095 , -0.033280 },{ -0.923074 , -0.361898 , -0.130247}},
24798 {{-0.015497 , 0.813536 , -0.051493 },{ -0.941141 , -0.269052 , -0.204609}},
24799 {{-0.013671 , 0.801420 , -0.043960 },{ -0.941141 , -0.269052 , -0.204609}},
24800 {{-0.018187 , 0.809095 , -0.033280 },{ -0.941141 , -0.269052 , -0.204609}},
24801 {{-0.020929 , 0.828952 , -0.053834 },{ -0.908967 , -0.353770 , -0.220514}},
24802 {{-0.015497 , 0.813536 , -0.051493 },{ -0.908967 , -0.353770 , -0.220514}},
24803 {{-0.018187 , 0.809095 , -0.033280 },{ -0.908967 , -0.353770 , -0.220514}},
24804 {{-0.020929 , 0.828952 , -0.053834 },{ -0.808823 , -0.473144 , -0.349200}},
24805 {{-0.018187 , 0.809095 , -0.033280 },{ -0.808823 , -0.473144 , -0.349200}},
24806 {{-0.020304 , 0.817771 , -0.040132 },{ -0.808823 , -0.473144 , -0.349200}},
24807 {{0.002145 , 0.804740 , 0.013010 },{ 0.088087 , -0.547792 , 0.831964}},
24808 {{-0.003862 , 0.804052 , 0.013193 },{ 0.088087 , -0.547792 , 0.831964}},
24809 {{0.006189 , 0.799502 , 0.009133 },{ 0.088087 , -0.547792 , 0.831964}},
24810 {{-0.003862 , 0.804052 , 0.013193 },{ 0.056495 , -0.592355 , 0.803694}},
24811 {{-0.003273 , 0.798582 , 0.009120 },{ 0.056495 , -0.592355 , 0.803694}},
24812 {{0.006189 , 0.799502 , 0.009133 },{ 0.056495 , -0.592355 , 0.803694}},
24813 {{-0.010190 , 0.804325 , 0.011928 },{ -0.172787 , -0.592732 , 0.786647}},
24814 {{-0.010549 , 0.798403 , 0.007387 },{ -0.172787 , -0.592732 , 0.786647}},
24815 {{-0.003273 , 0.798582 , 0.009120 },{ -0.172787 , -0.592732 , 0.786647}},
24816 {{-0.010190 , 0.804325 , 0.011928 },{ -0.181658 , -0.599802 , 0.779255}},
24817 {{-0.003273 , 0.798582 , 0.009120 },{ -0.181658 , -0.599802 , 0.779255}},
24818 {{-0.003862 , 0.804052 , 0.013193 },{ -0.181658 , -0.599802 , 0.779255}},
24819 {{-0.009506 , 0.811110 , 0.010864 },{ -0.186077 , 0.170499 , 0.967629}},
24820 {{-0.010190 , 0.804325 , 0.011928 },{ -0.186077 , 0.170499 , 0.967629}},
24821 {{-0.003862 , 0.804052 , 0.013193 },{ -0.186077 , 0.170499 , 0.967629}},
24822 {{-0.009506 , 0.811110 , 0.010864 },{ -0.291717 , 0.081214 , 0.953051}},
24823 {{-0.003862 , 0.804052 , 0.013193 },{ -0.291717 , 0.081214 , 0.953051}},
24824 {{-0.004349 , 0.810482 , 0.012496 },{ -0.291717 , 0.081214 , 0.953051}},
24825 {{0.000685 , 0.810909 , 0.013300 },{ -0.164782 , 0.093948 , 0.981845}},
24826 {{-0.004349 , 0.810482 , 0.012496 },{ -0.164782 , 0.093948 , 0.981845}},
24827 {{-0.003862 , 0.804052 , 0.013193 },{ -0.164782 , 0.093948 , 0.981845}},
24828 {{0.000685 , 0.810909 , 0.013300 },{ 0.034855 , -0.038696 , 0.998643}},
24829 {{-0.003862 , 0.804052 , 0.013193 },{ 0.034855 , -0.038696 , 0.998643}},
24830 {{0.002145 , 0.804740 , 0.013010 },{ 0.034855 , -0.038696 , 0.998643}},
24831 {{-0.020304 , 0.817771 , -0.040132 },{ -0.880427 , -0.406995 , -0.243319}},
24832 {{-0.018187 , 0.809095 , -0.033280 },{ -0.880427 , -0.406995 , -0.243319}},
24833 {{-0.020652 , 0.811917 , -0.029081 },{ -0.880427 , -0.406995 , -0.243319}},
24834 {{-0.018187 , 0.809095 , -0.033280 },{ -0.861735 , -0.470600 , -0.189599}},
24835 {{-0.018870 , 0.804617 , -0.019061 },{ -0.861735 , -0.470600 , -0.189599}},
24836 {{-0.020652 , 0.811917 , -0.029081 },{ -0.861735 , -0.470600 , -0.189599}},
24837 {{-0.023125 , 0.822608 , -0.042306 },{ -0.811962 , -0.494441 , -0.310235}},
24838 {{-0.024254 , 0.820181 , -0.035483 },{ -0.811962 , -0.494441 , -0.310235}},
24839 {{-0.027691 , 0.829064 , -0.040645 },{ -0.811962 , -0.494441 , -0.310235}},
24840 {{-0.023125 , 0.822608 , -0.042306 },{ -0.812261 , -0.495144 , -0.308324}},
24841 {{-0.027691 , 0.829064 , -0.040645 },{ -0.812261 , -0.495144 , -0.308324}},
24842 {{-0.025379 , 0.829439 , -0.047338 },{ -0.812261 , -0.495144 , -0.308324}},
24843 {{-0.020304 , 0.817771 , -0.040132 },{ -0.743839 , -0.580640 , -0.331001}},
24844 {{-0.020652 , 0.811917 , -0.029081 },{ -0.743839 , -0.580640 , -0.331001}},
24845 {{-0.024254 , 0.820181 , -0.035483 },{ -0.743839 , -0.580640 , -0.331001}},
24846 {{-0.020304 , 0.817771 , -0.040132 },{ -0.743359 , -0.581839 , -0.329972}},
24847 {{-0.024254 , 0.820181 , -0.035483 },{ -0.743359 , -0.581839 , -0.329972}},
24848 {{-0.023125 , 0.822608 , -0.042306 },{ -0.743359 , -0.581839 , -0.329972}},
24849 {{-0.020929 , 0.828952 , -0.053834 },{ -0.666464 , -0.592229 , -0.452869}},
24850 {{-0.020304 , 0.817771 , -0.040132 },{ -0.666464 , -0.592229 , -0.452869}},
24851 {{-0.023125 , 0.822608 , -0.042306 },{ -0.666464 , -0.592229 , -0.452869}},
24852 {{-0.020929 , 0.828952 , -0.053834 },{ -0.704102 , -0.556886 , -0.440589}},
24853 {{-0.023125 , 0.822608 , -0.042306 },{ -0.704102 , -0.556886 , -0.440589}},
24854 {{-0.025379 , 0.829439 , -0.047338 },{ -0.704102 , -0.556886 , -0.440589}},
24855 {{-0.027240 , 0.834691 , -0.048056 },{ -0.890806 , -0.334143 , -0.307917}},
24856 {{-0.027691 , 0.829064 , -0.040645 },{ -0.890806 , -0.334143 , -0.307917}},
24857 {{-0.029338 , 0.835872 , -0.043268 },{ -0.890806 , -0.334143 , -0.307917}},
24858 {{-0.027240 , 0.834691 , -0.048056 },{ -0.877309 , -0.355016 , -0.322943}},
24859 {{-0.025379 , 0.829439 , -0.047338 },{ -0.877309 , -0.355016 , -0.322943}},
24860 {{-0.027691 , 0.829064 , -0.040645 },{ -0.877309 , -0.355016 , -0.322943}},
24861 {{-0.020929 , 0.828952 , -0.053834 },{ -0.785315 , -0.348246 , -0.511864}},
24862 {{-0.025379 , 0.829439 , -0.047338 },{ -0.785315 , -0.348246 , -0.511864}},
24863 {{-0.027240 , 0.834691 , -0.048056 },{ -0.785315 , -0.348246 , -0.511864}},
24864 {{-0.020929 , 0.828952 , -0.053834 },{ -0.773936 , -0.278450 , -0.568760}},
24865 {{-0.027240 , 0.834691 , -0.048056 },{ -0.773936 , -0.278450 , -0.568760}},
24866 {{-0.025089 , 0.838141 , -0.052672 },{ -0.773936 , -0.278450 , -0.568760}},
24867 {{-0.025089 , 0.838141 , -0.052672 },{ -0.856021 , -0.134220 , -0.499213}},
24868 {{-0.027240 , 0.834691 , -0.048056 },{ -0.856021 , -0.134220 , -0.499213}},
24869 {{-0.029967 , 0.843603 , -0.045776 },{ -0.856021 , -0.134220 , -0.499213}},
24870 {{-0.027240 , 0.834691 , -0.048056 },{ -0.915660 , -0.189496 , -0.354484}},
24871 {{-0.029338 , 0.835872 , -0.043268 },{ -0.915660 , -0.189496 , -0.354484}},
24872 {{-0.029967 , 0.843603 , -0.045776 },{ -0.915660 , -0.189496 , -0.354484}},
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24885 {{-0.026560 , 0.816381 , -0.012030 },{ -0.960885 , -0.209169 , 0.181520}},
24886 {{-0.026737 , 0.823149 , -0.005168 },{ -0.960885 , -0.209169 , 0.181520}},
24887 {{-0.028565 , 0.826928 , -0.010490 },{ -0.960885 , -0.209169 , 0.181520}},
24888 {{-0.026560 , 0.816381 , -0.012030 },{ -0.941831 , -0.251110 , 0.223377}},
24889 {{-0.024244 , 0.813441 , -0.005570 },{ -0.941831 , -0.251110 , 0.223377}},
24890 {{-0.026737 , 0.823149 , -0.005168 },{ -0.941831 , -0.251110 , 0.223377}},
24891 {{-0.026560 , 0.816381 , -0.012030 },{ -0.906653 , -0.396288 , 0.144694}},
24892 {{-0.021215 , 0.806901 , -0.004502 },{ -0.906653 , -0.396288 , 0.144694}},
24893 {{-0.024244 , 0.813441 , -0.005570 },{ -0.906653 , -0.396288 , 0.144694}},
24894 {{-0.023305 , 0.809480 , -0.012287 },{ -0.898509 , -0.427508 , 0.099596}},
24895 {{-0.021215 , 0.806901 , -0.004502 },{ -0.898509 , -0.427508 , 0.099596}},
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24897 {{-0.021215 , 0.806901 , -0.004502 },{ -0.852457 , -0.217760 , 0.475287}},
24898 {{-0.021223 , 0.812367 , -0.002012 },{ -0.852457 , -0.217760 , 0.475287}},
24899 {{-0.022983 , 0.816797 , -0.003139 },{ -0.852457 , -0.217760 , 0.475287}},
24900 {{-0.024244 , 0.813441 , -0.005570 },{ -0.709150 , -0.219000 , 0.670183}},
24901 {{-0.021215 , 0.806901 , -0.004502 },{ -0.709150 , -0.219000 , 0.670183}},
24902 {{-0.022983 , 0.816797 , -0.003139 },{ -0.709150 , -0.219000 , 0.670183}},
24903 {{-0.024244 , 0.813441 , -0.005570 },{ -0.717050 , -0.211637 , 0.664115}},
24904 {{-0.022983 , 0.816797 , -0.003139 },{ -0.717050 , -0.211637 , 0.664115}},
24905 {{-0.026737 , 0.823149 , -0.005168 },{ -0.717050 , -0.211637 , 0.664115}},
24906 {{-0.026737 , 0.823149 , -0.005168 },{ -0.701264 , -0.195449 , 0.685587}},
24907 {{-0.022983 , 0.816797 , -0.003139 },{ -0.701264 , -0.195449 , 0.685587}},
24908 {{-0.023854 , 0.822125 , -0.002511 },{ -0.701264 , -0.195449 , 0.685587}},
24909 {{-0.020973 , 0.823779 , -0.001532 },{ -0.238628 , -0.152061 , 0.959132}},
24910 {{-0.023854 , 0.822125 , -0.002511 },{ -0.238628 , -0.152061 , 0.959132}},
24911 {{-0.022983 , 0.816797 , -0.003139 },{ -0.238628 , -0.152061 , 0.959132}},
24912 {{-0.020973 , 0.823779 , -0.001532 },{ -0.556661 , 0.335204 , -0.760110}},
24913 {{-0.022983 , 0.816797 , -0.003139 },{ -0.556661 , 0.335204 , -0.760110}},
24914 {{-0.022144 , 0.821399 , -0.001724 },{ -0.556661 , 0.335204 , -0.760110}},
24915 {{-0.022983 , 0.816797 , -0.003139 },{ -0.852069 , -0.005590 , 0.523399}},
24916 {{-0.021538 , 0.819195 , -0.000761 },{ -0.852069 , -0.005590 , 0.523399}},
24917 {{-0.022144 , 0.821399 , -0.001724 },{ -0.852069 , -0.005590 , 0.523399}},
24918 {{-0.022983 , 0.816797 , -0.003139 },{ -0.771241 , -0.148966 , 0.618867}},
24919 {{-0.021223 , 0.812367 , -0.002012 },{ -0.771241 , -0.148966 , 0.618867}},
24920 {{-0.021538 , 0.819195 , -0.000761 },{ -0.771241 , -0.148966 , 0.618867}},
24921 {{-0.029658 , 0.827694 , -0.022483 },{ -0.894784 , -0.339899 , -0.289535}},
24922 {{-0.026106 , 0.816874 , -0.020758 },{ -0.894784 , -0.339899 , -0.289535}},
24923 {{-0.028757 , 0.822253 , -0.018880 },{ -0.894784 , -0.339899 , -0.289535}},
24924 {{-0.028230 , 0.825854 , -0.025304 },{ -0.910130 , -0.337166 , -0.240795}},
24925 {{-0.026106 , 0.816874 , -0.020758 },{ -0.910130 , -0.337166 , -0.240795}},
24926 {{-0.029658 , 0.827694 , -0.022483 },{ -0.910130 , -0.337166 , -0.240795}},
24927 {{-0.030143 , 0.837553 , -0.028945 },{ -0.919976 , -0.245527 , -0.305551}},
24928 {{-0.028230 , 0.825854 , -0.025304 },{ -0.919976 , -0.245527 , -0.305551}},
24929 {{-0.029658 , 0.827694 , -0.022483 },{ -0.919976 , -0.245527 , -0.305551}},
24930 {{-0.030143 , 0.837553 , -0.028945 },{ -0.956689 , -0.191038 , -0.219661}},
24931 {{-0.029658 , 0.827694 , -0.022483 },{ -0.956689 , -0.191038 , -0.219661}},
24932 {{-0.031046 , 0.835144 , -0.022917 },{ -0.956689 , -0.191038 , -0.219661}},
24933 {{-0.031046 , 0.835144 , -0.022917 },{ -0.976982 , -0.187905 , -0.100987}},
24934 {{-0.029658 , 0.827694 , -0.022483 },{ -0.976982 , -0.187905 , -0.100987}},
24935 {{-0.030761 , 0.830588 , -0.017197 },{ -0.976982 , -0.187905 , -0.100987}},
24936 {{-0.029658 , 0.827694 , -0.022483 },{ -0.972569 , -0.216829 , -0.084231}},
24937 {{-0.028757 , 0.822253 , -0.018880 },{ -0.972569 , -0.216829 , -0.084231}},
24938 {{-0.030761 , 0.830588 , -0.017197 },{ -0.972569 , -0.216829 , -0.084231}},
24939 {{-0.031517 , 0.853201 , -0.040450 },{ -0.986174 , -0.145248 , -0.079777}},
24940 {{-0.030143 , 0.837553 , -0.028945 },{ -0.986174 , -0.145248 , -0.079777}},
24941 {{-0.031621 , 0.850259 , -0.033808 },{ -0.986174 , -0.145248 , -0.079777}},
24942 {{-0.031517 , 0.853201 , -0.040450 },{ -0.995658 , -0.092802 , -0.007313}},
24943 {{-0.030581 , 0.842925 , -0.037483 },{ -0.995658 , -0.092802 , -0.007313}},
24944 {{-0.030143 , 0.837553 , -0.028945 },{ -0.995658 , -0.092802 , -0.007313}},
24945 {{-0.029967 , 0.843603 , -0.045776 },{ -0.990035 , -0.114034 , -0.082623}},
24946 {{-0.030581 , 0.842925 , -0.037483 },{ -0.990035 , -0.114034 , -0.082623}},
24947 {{-0.031517 , 0.853201 , -0.040450 },{ -0.990035 , -0.114034 , -0.082623}},
24948 {{-0.029967 , 0.843603 , -0.045776 },{ -0.988569 , -0.149697 , -0.017928}},
24949 {{-0.031517 , 0.853201 , -0.040450 },{ -0.988569 , -0.149697 , -0.017928}},
24950 {{-0.031604 , 0.854331 , -0.045088 },{ -0.988569 , -0.149697 , -0.017928}},
24951 {{-0.032441 , 0.865818 , -0.047943 },{ -0.997374 , -0.072408 , 0.001068}},
24952 {{-0.031604 , 0.854331 , -0.045088 },{ -0.997374 , -0.072408 , 0.001068}},
24953 {{-0.031517 , 0.853201 , -0.040450 },{ -0.997374 , -0.072408 , 0.001068}},
24954 {{-0.032441 , 0.865818 , -0.047943 },{ -0.991976 , -0.109831 , -0.062613}},
24955 {{-0.031517 , 0.853201 , -0.040450 },{ -0.991976 , -0.109831 , -0.062613}},
24956 {{-0.032588 , 0.865155 , -0.044451 },{ -0.991976 , -0.109831 , -0.062613}},
24957 {{-0.032588 , 0.865155 , -0.044451 },{ -0.995171 , -0.096002 , -0.020440}},
24958 {{-0.031517 , 0.853201 , -0.040450 },{ -0.995171 , -0.096002 , -0.020440}},
24959 {{-0.032606 , 0.864204 , -0.039108 },{ -0.995171 , -0.096002 , -0.020440}},
24960 {{-0.031517 , 0.853201 , -0.040450 },{ -0.994217 , -0.091556 , -0.056121}},
24961 {{-0.031621 , 0.850259 , -0.033808 },{ -0.994217 , -0.091556 , -0.056121}},
24962 {{-0.032606 , 0.864204 , -0.039108 },{ -0.994217 , -0.091556 , -0.056121}},
24963 {{-0.027691 , 0.829064 , -0.040645 },{ -0.892454 , -0.428067 , -0.142422}},
24964 {{-0.024254 , 0.820181 , -0.035483 },{ -0.892454 , -0.428067 , -0.142422}},
24965 {{-0.026192 , 0.822306 , -0.029726 },{ -0.892454 , -0.428067 , -0.142422}},
24966 {{-0.027691 , 0.829064 , -0.040645 },{ -0.944458 , -0.321268 , -0.069182}},
24967 {{-0.026192 , 0.822306 , -0.029726 },{ -0.944458 , -0.321268 , -0.069182}},
24968 {{-0.028975 , 0.831408 , -0.034001 },{ -0.944458 , -0.321268 , -0.069182}},
24969 {{0.025383 , 0.816274 , 0.008250 },{ 0.578799 , -0.446768 , 0.682195}},
24970 {{0.017195 , 0.809134 , 0.010521 },{ 0.578799 , -0.446768 , 0.682195}},
24971 {{0.016931 , 0.804686 , 0.007832 },{ 0.578799 , -0.446768 , 0.682195}},
24972 {{0.025383 , 0.816274 , 0.008250 },{ 0.591258 , -0.455260 , 0.665696}},
24973 {{0.016931 , 0.804686 , 0.007832 },{ 0.591258 , -0.455260 , 0.665696}},
24974 {{0.026347 , 0.811911 , 0.004410 },{ 0.591258 , -0.455260 , 0.665696}},
24975 {{0.028982 , 0.811346 , -0.000610 },{ 0.644283 , -0.645094 , 0.410796}},
24976 {{0.026347 , 0.811911 , 0.004410 },{ 0.644283 , -0.645094 , 0.410796}},
24977 {{0.016931 , 0.804686 , 0.007832 },{ 0.644283 , -0.645094 , 0.410796}},
24978 {{0.028982 , 0.811346 , -0.000610 },{ 0.604789 , -0.748066 , 0.273182}},
24979 {{0.016931 , 0.804686 , 0.007832 },{ 0.604789 , -0.748066 , 0.273182}},
24980 {{0.018482 , 0.804279 , 0.003284 },{ 0.604789 , -0.748066 , 0.273182}},
24981 {{0.018482 , 0.804279 , 0.003284 },{ 0.445428 , -0.865447 , 0.229338}},
24982 {{0.016931 , 0.804686 , 0.007832 },{ 0.445428 , -0.865447 , 0.229338}},
24983 {{0.006189 , 0.799502 , 0.009133 },{ 0.445428 , -0.865447 , 0.229338}},
24984 {{0.016931 , 0.804686 , 0.007832 },{ 0.419017 , -0.734212 , 0.534188}},
24985 {{0.008411 , 0.802453 , 0.011446 },{ 0.419017 , -0.734212 , 0.534188}},
24986 {{0.006189 , 0.799502 , 0.009133 },{ 0.419017 , -0.734212 , 0.534188}},
24987 {{0.009576 , 0.806816 , 0.012826 },{ 0.443613 , -0.375799 , 0.813623}},
24988 {{0.008411 , 0.802453 , 0.011446 },{ 0.443613 , -0.375799 , 0.813623}},
24989 {{0.016931 , 0.804686 , 0.007832 },{ 0.443613 , -0.375799 , 0.813623}},
24990 {{0.017195 , 0.809134 , 0.010521 },{ 0.385984 , -0.493929 , 0.779135}},
24991 {{0.009576 , 0.806816 , 0.012826 },{ 0.385984 , -0.493929 , 0.779135}},
24992 {{0.016931 , 0.804686 , 0.007832 },{ 0.385984 , -0.493929 , 0.779135}},
24993 {{-0.028975 , 0.831408 , -0.034001 },{ -0.963340 , -0.254049 , 0.086228}},
24994 {{-0.026192 , 0.822306 , -0.029726 },{ -0.963340 , -0.254049 , 0.086228}},
24995 {{-0.030143 , 0.837553 , -0.028945 },{ -0.963340 , -0.254049 , 0.086228}},
24996 {{-0.026192 , 0.822306 , -0.029726 },{ -0.940754 , -0.231067 , -0.248173}},
24997 {{-0.028230 , 0.825854 , -0.025304 },{ -0.940754 , -0.231067 , -0.248173}},
24998 {{-0.030143 , 0.837553 , -0.028945 },{ -0.940754 , -0.231067 , -0.248173}},
24999 {{-0.026192 , 0.822306 , -0.029726 },{ -0.932989 , -0.311732 , -0.179872}},
25000 {{-0.026106 , 0.816874 , -0.020758 },{ -0.932989 , -0.311732 , -0.179872}},
25001 {{-0.028230 , 0.825854 , -0.025304 },{ -0.932989 , -0.311732 , -0.179872}},
25002 {{-0.026192 , 0.822306 , -0.029726 },{ -0.852989 , -0.450006 , -0.264393}},
25003 {{-0.022995 , 0.812524 , -0.023391 },{ -0.852989 , -0.450006 , -0.264393}},
25004 {{-0.026106 , 0.816874 , -0.020758 },{ -0.852989 , -0.450006 , -0.264393}},
25005 {{-0.026192 , 0.822306 , -0.029726 },{ -0.835518 , -0.463834 , -0.294563}},
25006 {{-0.020652 , 0.811917 , -0.029081 },{ -0.835518 , -0.463834 , -0.294563}},
25007 {{-0.022995 , 0.812524 , -0.023391 },{ -0.835518 , -0.463834 , -0.294563}},
25008 {{-0.024254 , 0.820181 , -0.035483 },{ -0.872984 , -0.472933 , -0.119307}},
25009 {{-0.020652 , 0.811917 , -0.029081 },{ -0.872984 , -0.472933 , -0.119307}},
25010 {{-0.026192 , 0.822306 , -0.029726 },{ -0.872984 , -0.472933 , -0.119307}},
25011 {{-0.026737 , 0.823149 , -0.005168 },{ -0.702597 , -0.272700 , 0.657261}},
25012 {{-0.023854 , 0.822125 , -0.002511 },{ -0.702597 , -0.272700 , 0.657261}},
25013 {{-0.022856 , 0.829115 , 0.001456 },{ -0.702597 , -0.272700 , 0.657261}},
25014 {{-0.026737 , 0.823149 , -0.005168 },{ -0.873141 , 0.027635 , 0.486683}},
25015 {{-0.022856 , 0.829115 , 0.001456 },{ -0.873141 , 0.027635 , 0.486683}},
25016 {{-0.024345 , 0.831398 , -0.001345 },{ -0.873141 , 0.027635 , 0.486683}},
25017 {{-0.024345 , 0.831398 , -0.001345 },{ -0.850962 , 0.081570 , 0.518854}},
25018 {{-0.022856 , 0.829115 , 0.001456 },{ -0.850962 , 0.081570 , 0.518854}},
25019 {{-0.021844 , 0.837478 , 0.001801 },{ -0.850962 , 0.081570 , 0.518854}},
25020 {{-0.022856 , 0.829115 , 0.001456 },{ -0.941047 , 0.100551 , 0.322985}},
25021 {{-0.020543 , 0.835241 , 0.006288 },{ -0.941047 , 0.100551 , 0.322985}},
25022 {{-0.021844 , 0.837478 , 0.001801 },{ -0.941047 , 0.100551 , 0.322985}},
25023 {{-0.022856 , 0.829115 , 0.001456 },{ -0.953505 , 0.157192 , 0.257138}},
25024 {{-0.019683 , 0.834096 , 0.010177 },{ -0.953505 , 0.157192 , 0.257138}},
25025 {{-0.020543 , 0.835241 , 0.006288 },{ -0.953505 , 0.157192 , 0.257138}},
25026 {{-0.022856 , 0.829115 , 0.001456 },{ -0.851134 , -0.258128 , 0.457101}},
25027 {{-0.021185 , 0.829796 , 0.004952 },{ -0.851134 , -0.258128 , 0.457101}},
25028 {{-0.019683 , 0.834096 , 0.010177 },{ -0.851134 , -0.258128 , 0.457101}},
25029 {{-0.020973 , 0.823779 , -0.001532 },{ -0.732902 , -0.510475 , 0.449744}},
25030 {{-0.021185 , 0.829796 , 0.004952 },{ -0.732902 , -0.510475 , 0.449744}},
25031 {{-0.022856 , 0.829115 , 0.001456 },{ -0.732902 , -0.510475 , 0.449744}},
25032 {{-0.022856 , 0.829115 , 0.001456 },{ -0.013271 , -0.492103 , 0.870436}},
25033 {{-0.023854 , 0.822125 , -0.002511 },{ -0.013271 , -0.492103 , 0.870436}},
25034 {{-0.020973 , 0.823779 , -0.001532 },{ -0.013271 , -0.492103 , 0.870436}},
25035 {{-0.029967 , 0.843603 , -0.045776 },{ -0.986408 , -0.117512 , -0.114846}},
25036 {{-0.029338 , 0.835872 , -0.043268 },{ -0.986408 , -0.117512 , -0.114846}},
25037 {{-0.030070 , 0.836735 , -0.037864 },{ -0.986408 , -0.117512 , -0.114846}},
25038 {{-0.029967 , 0.843603 , -0.045776 },{ -0.993816 , -0.077125 , -0.079885}},
25039 {{-0.030070 , 0.836735 , -0.037864 },{ -0.993816 , -0.077125 , -0.079885}},
25040 {{-0.030581 , 0.842925 , -0.037483 },{ -0.993816 , -0.077125 , -0.079885}},
25041 {{0.044790 , 0.828532 , -0.012592 },{ 0.305199 , -0.627190 , -0.716579}},
25042 {{0.035342 , 0.817261 , -0.006751 },{ 0.305199 , -0.627190 , -0.716579}},
25043 {{0.023175 , 0.809085 , -0.004777 },{ 0.305199 , -0.627190 , -0.716579}},
25044 {{0.044790 , 0.828532 , -0.012592 },{ 0.633923 , -0.760694 , -0.139596}},
25045 {{0.023175 , 0.809085 , -0.004777 },{ 0.633923 , -0.760694 , -0.139596}},
25046 {{0.028016 , 0.814525 , -0.012437 },{ 0.633923 , -0.760694 , -0.139596}},
25047 {{0.028016 , 0.814525 , -0.012437 },{ 0.542980 , -0.807538 , -0.230338}},
25048 {{0.023175 , 0.809085 , -0.004777 },{ 0.542980 , -0.807538 , -0.230338}},
25049 {{0.010118 , 0.802905 , -0.013890 },{ 0.542980 , -0.807538 , -0.230338}},
25050 {{0.023175 , 0.809085 , -0.004777 },{ 0.469084 , -0.879932 , -0.075366}},
25051 {{0.008900 , 0.801331 , -0.003094 },{ 0.469084 , -0.879932 , -0.075366}},
25052 {{0.010118 , 0.802905 , -0.013890 },{ 0.469084 , -0.879932 , -0.075366}},
25053 {{0.023175 , 0.809085 , -0.004777 },{ 0.474753 , -0.879725 , -0.026330}},
25054 {{0.006189 , 0.799502 , 0.009133 },{ 0.474753 , -0.879725 , -0.026330}},
25055 {{0.008900 , 0.801331 , -0.003094 },{ 0.474753 , -0.879725 , -0.026330}},
25056 {{0.023175 , 0.809085 , -0.004777 },{ 0.128127 , -0.882880 , -0.451781}},
25057 {{0.018482 , 0.804279 , 0.003284 },{ 0.128127 , -0.882880 , -0.451781}},
25058 {{0.006189 , 0.799502 , 0.009133 },{ 0.128127 , -0.882880 , -0.451781}},
25059 {{0.028982 , 0.811346 , -0.000610 },{ 0.487102 , -0.845110 , -0.220272}},
25060 {{0.018482 , 0.804279 , 0.003284 },{ 0.487102 , -0.845110 , -0.220272}},
25061 {{0.023175 , 0.809085 , -0.004777 },{ 0.487102 , -0.845110 , -0.220272}},
25062 {{0.035342 , 0.817261 , -0.006751 },{ 0.508249 , -0.819942 , -0.263398}},
25063 {{0.028982 , 0.811346 , -0.000610 },{ 0.508249 , -0.819942 , -0.263398}},
25064 {{0.023175 , 0.809085 , -0.004777 },{ 0.508249 , -0.819942 , -0.263398}},
25065 {{-0.030070 , 0.836735 , -0.037864 },{ -0.996613 , -0.082235 , -0.000615}},
25066 {{-0.030143 , 0.837553 , -0.028945 },{ -0.996613 , -0.082235 , -0.000615}},
25067 {{-0.030581 , 0.842925 , -0.037483 },{ -0.996613 , -0.082235 , -0.000615}},
25068 {{-0.030070 , 0.836735 , -0.037864 },{ -0.980853 , -0.194504 , 0.009811}},
25069 {{-0.028975 , 0.831408 , -0.034001 },{ -0.980853 , -0.194504 , 0.009811}},
25070 {{-0.030143 , 0.837553 , -0.028945 },{ -0.980853 , -0.194504 , 0.009811}},
25071 {{-0.027691 , 0.829064 , -0.040645 },{ -0.960022 , -0.264269 , -0.092299}},
25072 {{-0.028975 , 0.831408 , -0.034001 },{ -0.960022 , -0.264269 , -0.092299}},
25073 {{-0.030070 , 0.836735 , -0.037864 },{ -0.960022 , -0.264269 , -0.092299}},
25074 {{-0.027691 , 0.829064 , -0.040645 },{ -0.959994 , -0.265980 , -0.087557}},
25075 {{-0.030070 , 0.836735 , -0.037864 },{ -0.959994 , -0.265980 , -0.087557}},
25076 {{-0.029338 , 0.835872 , -0.043268 },{ -0.959994 , -0.265980 , -0.087557}},
25077 {{-0.010549 , 0.798403 , 0.007387 },{ -0.112832 , -0.992472 , 0.047614}},
25078 {{-0.014903 , 0.798611 , 0.001404 },{ -0.112832 , -0.992472 , 0.047614}},
25079 {{-0.013948 , 0.797665 , -0.016051 },{ -0.112832 , -0.992472 , 0.047614}},
25080 {{-0.009750 , 0.797326 , -0.009200 },{ -0.170319 , -0.983815 , 0.055678}},
25081 {{-0.010549 , 0.798403 , 0.007387 },{ -0.170319 , -0.983815 , 0.055678}},
25082 {{-0.013948 , 0.797665 , -0.016051 },{ -0.170319 , -0.983815 , 0.055678}},
25083 {{-0.009223 , 0.796487 , -0.027754 },{ -0.146004 , -0.988453 , 0.040550}},
25084 {{-0.009750 , 0.797326 , -0.009200 },{ -0.146004 , -0.988453 , 0.040550}},
25085 {{-0.013948 , 0.797665 , -0.016051 },{ -0.146004 , -0.988453 , 0.040550}},
25086 {{-0.009223 , 0.796487 , -0.027754 },{ -0.163581 , -0.985971 , 0.033203}},
25087 {{-0.013948 , 0.797665 , -0.016051 },{ -0.163581 , -0.985971 , 0.033203}},
25088 {{-0.012344 , 0.796729 , -0.035944 },{ -0.163581 , -0.985971 , 0.033203}},
25089 {{-0.013671 , 0.801420 , -0.043960 },{ -0.930290 , -0.362216 , -0.057967}},
25090 {{-0.012344 , 0.796729 , -0.035944 },{ -0.930290 , -0.362216 , -0.057967}},
25091 {{-0.013948 , 0.797665 , -0.016051 },{ -0.930290 , -0.362216 , -0.057967}},
25092 {{-0.013671 , 0.801420 , -0.043960 },{ -0.667293 , -0.737241 , -0.105814}},
25093 {{-0.013948 , 0.797665 , -0.016051 },{ -0.667293 , -0.737241 , -0.105814}},
25094 {{-0.016246 , 0.800940 , -0.024377 },{ -0.667293 , -0.737241 , -0.105814}},
25095 {{-0.013948 , 0.797665 , -0.016051 },{ -0.670264 , -0.734795 , -0.104032}},
25096 {{-0.017799 , 0.799687 , -0.005521 },{ -0.670264 , -0.734795 , -0.104032}},
25097 {{-0.016246 , 0.800940 , -0.024377 },{ -0.670264 , -0.734795 , -0.104032}},
25098 {{-0.013948 , 0.797665 , -0.016051 },{ -0.405004 , -0.913905 , 0.027371}},
25099 {{-0.014903 , 0.798611 , 0.001404 },{ -0.405004 , -0.913905 , 0.027371}},
25100 {{-0.017799 , 0.799687 , -0.005521 },{ -0.405004 , -0.913905 , 0.027371}},
25101 {{-0.019557 , 0.808070 , -0.000717 },{ -0.808239 , -0.141659 , 0.571561}},
25102 {{-0.019652 , 0.814882 , 0.000837 },{ -0.808239 , -0.141659 , 0.571561}},
25103 {{-0.021538 , 0.819195 , -0.000761 },{ -0.808239 , -0.141659 , 0.571561}},
25104 {{-0.019557 , 0.808070 , -0.000717 },{ -0.809094 , -0.141817 , 0.570312}},
25105 {{-0.021538 , 0.819195 , -0.000761 },{ -0.809094 , -0.141817 , 0.570312}},
25106 {{-0.021223 , 0.812367 , -0.002012 },{ -0.809094 , -0.141817 , 0.570312}},
25107 {{-0.019557 , 0.808070 , -0.000717 },{ -0.773569 , -0.151180 , 0.615414}},
25108 {{-0.016872 , 0.811127 , 0.003409 },{ -0.773569 , -0.151180 , 0.615414}},
25109 {{-0.019652 , 0.814882 , 0.000837 },{ -0.773569 , -0.151180 , 0.615414}},
25110 {{-0.019557 , 0.808070 , -0.000717 },{ -0.818519 , -0.053130 , 0.572017}},
25111 {{-0.017497 , 0.804983 , 0.001944 },{ -0.818519 , -0.053130 , 0.572017}},
25112 {{-0.016872 , 0.811127 , 0.003409 },{ -0.818519 , -0.053130 , 0.572017}},
25113 {{-0.017799 , 0.799687 , -0.005521 },{ -0.892397 , -0.350218 , 0.284562}},
25114 {{-0.017497 , 0.804983 , 0.001944 },{ -0.892397 , -0.350218 , 0.284562}},
25115 {{-0.019557 , 0.808070 , -0.000717 },{ -0.892397 , -0.350218 , 0.284562}},
25116 {{-0.019557 , 0.808070 , -0.000717 },{ -0.390731 , -0.518000 , 0.760924}},
25117 {{-0.019430 , 0.802799 , -0.004240 },{ -0.390731 , -0.518000 , 0.760924}},
25118 {{-0.017799 , 0.799687 , -0.005521 },{ -0.390731 , -0.518000 , 0.760924}},
25119 {{-0.021215 , 0.806901 , -0.004502 },{ -0.823507 , -0.328826 , 0.462288}},
25120 {{-0.019430 , 0.802799 , -0.004240 },{ -0.823507 , -0.328826 , 0.462288}},
25121 {{-0.019557 , 0.808070 , -0.000717 },{ -0.823507 , -0.328826 , 0.462288}},
25122 {{-0.021215 , 0.806901 , -0.004502 },{ -0.872004 , -0.203980 , 0.444974}},
25123 {{-0.019557 , 0.808070 , -0.000717 },{ -0.872004 , -0.203980 , 0.444974}},
25124 {{-0.021223 , 0.812367 , -0.002012 },{ -0.872004 , -0.203980 , 0.444974}},
25125 {{0.011532 , 0.870040 , 0.015837 },{ 0.442668 , -0.159468 , 0.882392}},
25126 {{0.013824 , 0.868462 , 0.014402 },{ 0.442668 , -0.159468 , 0.882392}},
25127 {{0.015018 , 0.869303 , 0.013955 },{ 0.442668 , -0.159468 , 0.882392}},
25128 {{0.011532 , 0.870040 , 0.015837 },{ 0.510677 , -0.039300 , 0.858874}},
25129 {{0.011570 , 0.868392 , 0.015739 },{ 0.510677 , -0.039300 , 0.858874}},
25130 {{0.013824 , 0.868462 , 0.014402 },{ 0.510677 , -0.039300 , 0.858874}},
25131 {{0.013824 , 0.868462 , 0.014402 },{ 0.508474 , -0.241380 , 0.826553}},
25132 {{0.014544 , 0.867657 , 0.013724 },{ 0.508474 , -0.241380 , 0.826553}},
25133 {{0.015732 , 0.868379 , 0.013204 },{ 0.508474 , -0.241380 , 0.826553}},
25134 {{0.013824 , 0.868462 , 0.014402 },{ 0.502157 , -0.277615 , 0.819004}},
25135 {{0.015732 , 0.868379 , 0.013204 },{ 0.502157 , -0.277615 , 0.819004}},
25136 {{0.015018 , 0.869303 , 0.013955 },{ 0.502157 , -0.277615 , 0.819004}},
25137 {{0.013824 , 0.868462 , 0.014402 },{ 0.420690 , -0.334119 , 0.843436}},
25138 {{0.010696 , 0.866904 , 0.015345 },{ 0.420690 , -0.334119 , 0.843436}},
25139 {{0.014544 , 0.867657 , 0.013724 },{ 0.420690 , -0.334119 , 0.843436}},
25140 {{0.013824 , 0.868462 , 0.014402 },{ 0.461037 , -0.470077 , 0.752644}},
25141 {{0.011570 , 0.868392 , 0.015739 },{ 0.461037 , -0.470077 , 0.752644}},
25142 {{0.010696 , 0.866904 , 0.015345 },{ 0.461037 , -0.470077 , 0.752644}},
25143 {{0.008030 , 0.870577 , 0.014799 },{ -0.184674 , 0.467085 , 0.864712}},
25144 {{0.007604 , 0.869718 , 0.015172 },{ -0.184674 , 0.467085 , 0.864712}},
25145 {{0.011532 , 0.870040 , 0.015837 },{ -0.184674 , 0.467085 , 0.864712}},
25146 {{0.011532 , 0.870040 , 0.015837 },{ -0.176688 , 0.673818 , 0.717462}},
25147 {{0.007604 , 0.869718 , 0.015172 },{ -0.176688 , 0.673818 , 0.717462}},
25148 {{0.008939 , 0.869130 , 0.016053 },{ -0.176688 , 0.673818 , 0.717462}},
25149 {{0.005867 , 0.869174 , 0.014446 },{ -0.433600 , 0.331419 , 0.837945}},
25150 {{0.007025 , 0.868196 , 0.015432 },{ -0.433600 , 0.331419 , 0.837945}},
25151 {{0.008939 , 0.869130 , 0.016053 },{ -0.433600 , 0.331419 , 0.837945}},
25152 {{0.005867 , 0.869174 , 0.014446 },{ -0.442690 , 0.274092 , 0.853756}},
25153 {{0.008939 , 0.869130 , 0.016053 },{ -0.442690 , 0.274092 , 0.853756}},
25154 {{0.007604 , 0.869718 , 0.015172 },{ -0.442690 , 0.274092 , 0.853756}},
25155 {{0.007604 , 0.869718 , 0.015172 },{ -0.453887 , 0.678794 , 0.577257}},
25156 {{0.004872 , 0.870019 , 0.012670 },{ -0.453887 , 0.678794 , 0.577257}},
25157 {{0.005867 , 0.869174 , 0.014446 },{ -0.453887 , 0.678794 , 0.577257}},
25158 {{0.008030 , 0.870577 , 0.014799 },{ -0.532697 , 0.545254 , 0.647249}},
25159 {{0.004872 , 0.870019 , 0.012670 },{ -0.532697 , 0.545254 , 0.647249}},
25160 {{0.007604 , 0.869718 , 0.015172 },{ -0.532697 , 0.545254 , 0.647249}},
25161 {{0.011532 , 0.870040 , 0.015837 },{ 0.018828 , 0.179816 , 0.983520}},
25162 {{0.008939 , 0.869130 , 0.016053 },{ 0.018828 , 0.179816 , 0.983520}},
25163 {{0.009711 , 0.868278 , 0.016194 },{ 0.018828 , 0.179816 , 0.983520}},
25164 {{0.011532 , 0.870040 , 0.015837 },{ 0.240428 , -0.052096 , 0.969268}},
25165 {{0.009711 , 0.868278 , 0.016194 },{ 0.240428 , -0.052096 , 0.969268}},
25166 {{0.011570 , 0.868392 , 0.015739 },{ 0.240428 , -0.052096 , 0.969268}},
25167 {{0.011570 , 0.868392 , 0.015739 },{ 0.241884 , -0.378621 , 0.893386}},
25168 {{0.009711 , 0.868278 , 0.016194 },{ 0.241884 , -0.378621 , 0.893386}},
25169 {{0.010696 , 0.866904 , 0.015345 },{ 0.241884 , -0.378621 , 0.893386}},
25170 {{0.009711 , 0.868278 , 0.016194 },{ 0.040828 , -0.503866 , 0.862817}},
25171 {{0.008500 , 0.867375 , 0.015724 },{ 0.040828 , -0.503866 , 0.862817}},
25172 {{0.010696 , 0.866904 , 0.015345 },{ 0.040828 , -0.503866 , 0.862817}},
25173 {{0.007025 , 0.868196 , 0.015432 },{ -0.266328 , -0.139263 , 0.953769}},
25174 {{0.008500 , 0.867375 , 0.015724 },{ -0.266328 , -0.139263 , 0.953769}},
25175 {{0.009711 , 0.868278 , 0.016194 },{ -0.266328 , -0.139263 , 0.953769}},
25176 {{0.007025 , 0.868196 , 0.015432 },{ -0.269510 , -0.085458 , 0.959198}},
25177 {{0.009711 , 0.868278 , 0.016194 },{ -0.269510 , -0.085458 , 0.959198}},
25178 {{0.008939 , 0.869130 , 0.016053 },{ -0.269510 , -0.085458 , 0.959198}},
25179 {{0.003483 , 0.867037 , 0.009383 },{ -0.297472 , 0.934877 , 0.193687}},
25180 {{0.003354 , 0.866870 , 0.009991 },{ -0.297472 , 0.934877 , 0.193687}},
25181 {{0.004927 , 0.866763 , 0.012923 },{ -0.297472 , 0.934877 , 0.193687}},
25182 {{0.003483 , 0.867037 , 0.009383 },{ -0.334246 , 0.919363 , 0.207487}},
25183 {{0.004927 , 0.866763 , 0.012923 },{ -0.334246 , 0.919363 , 0.207487}},
25184 {{0.004924 , 0.866863 , 0.012475 },{ -0.334246 , 0.919363 , 0.207487}},
25185 {{0.004927 , 0.866763 , 0.012923 },{ 0.284876 , 0.951256 , -0.118142}},
25186 {{0.003354 , 0.866870 , 0.009991 },{ 0.284876 , 0.951256 , -0.118142}},
25187 {{0.004755 , 0.866933 , 0.013877 },{ 0.284876 , 0.951256 , -0.118142}},
25188 {{0.004755 , 0.866933 , 0.013877 },{ 0.095700 , 0.994122 , -0.050635}},
25189 {{0.003354 , 0.866870 , 0.009991 },{ 0.095700 , 0.994122 , -0.050635}},
25190 {{0.003265 , 0.866932 , 0.011041 },{ 0.095700 , 0.994122 , -0.050635}},
25191 {{0.003126 , 0.869267 , 0.009718 },{ -0.852804 , -0.057513 , 0.519054}},
25192 {{0.004872 , 0.870019 , 0.012670 },{ -0.852804 , -0.057513 , 0.519054}},
25193 {{0.004719 , 0.870952 , 0.012522 },{ -0.852804 , -0.057513 , 0.519054}},
25194 {{0.003383 , 0.868696 , 0.009414 },{ -0.638771 , -0.565378 , 0.521842}},
25195 {{0.004872 , 0.870019 , 0.012670 },{ -0.638771 , -0.565378 , 0.521842}},
25196 {{0.003126 , 0.869267 , 0.009718 },{ -0.638771 , -0.565378 , 0.521842}},
25197 {{0.002831 , 0.867525 , 0.008235 },{ 0.945418 , -0.288724 , 0.151074}},
25198 {{0.003126 , 0.869267 , 0.009718 },{ 0.945418 , -0.288724 , 0.151074}},
25199 {{0.002680 , 0.867344 , 0.008834 },{ 0.945418 , -0.288724 , 0.151074}},
25200 {{0.002680 , 0.867344 , 0.008834 },{ 0.801538 , -0.393051 , 0.450608}},
25201 {{0.003126 , 0.869267 , 0.009718 },{ 0.801538 , -0.393051 , 0.450608}},
25202 {{0.002874 , 0.869614 , 0.010469 },{ 0.801538 , -0.393051 , 0.450608}},
25203 {{0.004318 , 0.871534 , 0.012980 },{ 0.276845 , -0.833525 , 0.478113}},
25204 {{0.002874 , 0.869614 , 0.010469 },{ 0.276845 , -0.833525 , 0.478113}},
25205 {{0.003126 , 0.869267 , 0.009718 },{ 0.276845 , -0.833525 , 0.478113}},
25206 {{0.004719 , 0.870952 , 0.012522 },{ -0.331161 , -0.713812 , 0.617094}},
25207 {{0.004318 , 0.871534 , 0.012980 },{ -0.331161 , -0.713812 , 0.617094}},
25208 {{0.003126 , 0.869267 , 0.009718 },{ -0.331161 , -0.713812 , 0.617094}},
25209 {{0.007781 , 0.866666 , 0.014967 },{ -0.122525 , 0.968446 , 0.217027}},
25210 {{0.004924 , 0.866863 , 0.012475 },{ -0.122525 , 0.968446 , 0.217027}},
25211 {{0.004927 , 0.866763 , 0.012923 },{ -0.122525 , 0.968446 , 0.217027}},
25212 {{0.010696 , 0.866904 , 0.015345 },{ -0.060155 , 0.985820 , -0.156654}},
25213 {{0.007556 , 0.866567 , 0.014430 },{ -0.060155 , 0.985820 , -0.156654}},
25214 {{0.007781 , 0.866666 , 0.014967 },{ -0.060155 , 0.985820 , -0.156654}},
25215 {{0.011492 , 0.866815 , 0.016275 },{ -0.025256 , 0.998793 , -0.042130}},
25216 {{0.011316 , 0.866778 , 0.015503 },{ -0.025256 , 0.998793 , -0.042130}},
25217 {{0.007781 , 0.866666 , 0.014967 },{ -0.025256 , 0.998793 , -0.042130}},
25218 {{0.011492 , 0.866815 , 0.016275 },{ 0.025970 , 0.982284 , -0.185587}},
25219 {{0.007781 , 0.866666 , 0.014967 },{ 0.025970 , 0.982284 , -0.185587}},
25220 {{0.007789 , 0.866830 , 0.015836 },{ 0.025970 , 0.982284 , -0.185587}},
25221 {{0.004927 , 0.866763 , 0.012923 },{ 0.130774 , 0.979842 , -0.151020}},
25222 {{0.004755 , 0.866933 , 0.013877 },{ 0.130774 , 0.979842 , -0.151020}},
25223 {{0.007789 , 0.866830 , 0.015836 },{ 0.130774 , 0.979842 , -0.151020}},
25224 {{0.004927 , 0.866763 , 0.012923 },{ 0.164949 , 0.968921 , -0.184345}},
25225 {{0.007789 , 0.866830 , 0.015836 },{ 0.164949 , 0.968921 , -0.184345}},
25226 {{0.007781 , 0.866666 , 0.014967 },{ 0.164949 , 0.968921 , -0.184345}},
25227 {{0.008092 , 0.871442 , 0.014730 },{ -0.120364 , 0.416257 , 0.901245}},
25228 {{0.011532 , 0.870040 , 0.015837 },{ -0.120364 , 0.416257 , 0.901245}},
25229 {{0.012067 , 0.870946 , 0.015490 },{ -0.120364 , 0.416257 , 0.901245}},
25230 {{0.008092 , 0.871442 , 0.014730 },{ -0.269351 , 0.095742 , 0.958271}},
25231 {{0.008030 , 0.870577 , 0.014799 },{ -0.269351 , 0.095742 , 0.958271}},
25232 {{0.011532 , 0.870040 , 0.015837 },{ -0.269351 , 0.095742 , 0.958271}},
25233 {{0.004719 , 0.870952 , 0.012522 },{ -0.563255 , 0.038562 , 0.825383}},
25234 {{0.004872 , 0.870019 , 0.012670 },{ -0.563255 , 0.038562 , 0.825383}},
25235 {{0.008030 , 0.870577 , 0.014799 },{ -0.563255 , 0.038562 , 0.825383}},
25236 {{0.004719 , 0.870952 , 0.012522 },{ -0.555330 , 0.105600 , 0.824898}},
25237 {{0.008030 , 0.870577 , 0.014799 },{ -0.555330 , 0.105600 , 0.824898}},
25238 {{0.008092 , 0.871442 , 0.014730 },{ -0.555330 , 0.105600 , 0.824898}},
25239 {{0.008092 , 0.871442 , 0.014730 },{ -0.310131 , -0.710656 , 0.631496}},
25240 {{0.004318 , 0.871534 , 0.012980 },{ -0.310131 , -0.710656 , 0.631496}},
25241 {{0.004719 , 0.870952 , 0.012522 },{ -0.310131 , -0.710656 , 0.631496}},
25242 {{0.007836 , 0.872056 , 0.015086 },{ -0.355556 , -0.575375 , 0.736562}},
25243 {{0.004318 , 0.871534 , 0.012980 },{ -0.355556 , -0.575375 , 0.736562}},
25244 {{0.008092 , 0.871442 , 0.014730 },{ -0.355556 , -0.575375 , 0.736562}},
25245 {{0.007836 , 0.872056 , 0.015086 },{ -0.241217 , -0.560136 , 0.792504}},
25246 {{0.008092 , 0.871442 , 0.014730 },{ -0.241217 , -0.560136 , 0.792504}},
25247 {{0.011997 , 0.871362 , 0.015862 },{ -0.241217 , -0.560136 , 0.792504}},
25248 {{0.008092 , 0.871442 , 0.014730 },{ -0.219193 , -0.670575 , 0.708719}},
25249 {{0.012067 , 0.870946 , 0.015490 },{ -0.219193 , -0.670575 , 0.708719}},
25250 {{0.011997 , 0.871362 , 0.015862 },{ -0.219193 , -0.670575 , 0.708719}},
25251 {{0.016889 , 0.868251 , 0.012596 },{ 0.366901 , 0.403132 , 0.838372}},
25252 {{0.014929 , 0.867296 , 0.013913 },{ 0.366901 , 0.403132 , 0.838372}},
25253 {{0.017355 , 0.867646 , 0.012683 },{ 0.366901 , 0.403132 , 0.838372}},
25254 {{0.017355 , 0.867646 , 0.012683 },{ 0.022411 , 0.949071 , 0.314263}},
25255 {{0.014929 , 0.867296 , 0.013913 },{ 0.022411 , 0.949071 , 0.314263}},
25256 {{0.014989 , 0.867084 , 0.014549 },{ 0.022411 , 0.949071 , 0.314263}},
25257 {{0.014989 , 0.867084 , 0.014549 },{ 0.079367 , 0.947907 , 0.308501}},
25258 {{0.014929 , 0.867296 , 0.013913 },{ 0.079367 , 0.947907 , 0.308501}},
25259 {{0.011492 , 0.866815 , 0.016275 },{ 0.079367 , 0.947907 , 0.308501}},
25260 {{0.014929 , 0.867296 , 0.013913 },{ -0.147810 , 0.988921 , -0.013718}},
25261 {{0.011316 , 0.866778 , 0.015503 },{ -0.147810 , 0.988921 , -0.013718}},
25262 {{0.011492 , 0.866815 , 0.016275 },{ -0.147810 , 0.988921 , -0.013718}},
25263 {{0.014929 , 0.867296 , 0.013913 },{ 0.067919 , 0.892855 , 0.445194}},
25264 {{0.010696 , 0.866904 , 0.015345 },{ 0.067919 , 0.892855 , 0.445194}},
25265 {{0.011316 , 0.866778 , 0.015503 },{ 0.067919 , 0.892855 , 0.445194}},
25266 {{0.014544 , 0.867657 , 0.013724 },{ 0.201278 , 0.614134 , 0.763103}},
25267 {{0.010696 , 0.866904 , 0.015345 },{ 0.201278 , 0.614134 , 0.763103}},
25268 {{0.014929 , 0.867296 , 0.013913 },{ 0.201278 , 0.614134 , 0.763103}},
25269 {{0.015732 , 0.868379 , 0.013204 },{ 0.472903 , 0.209638 , 0.855812}},
25270 {{0.014929 , 0.867296 , 0.013913 },{ 0.472903 , 0.209638 , 0.855812}},
25271 {{0.016889 , 0.868251 , 0.012596 },{ 0.472903 , 0.209638 , 0.855812}},
25272 {{0.011997 , 0.871362 , 0.015862 },{ 0.094970 , -0.654608 , 0.749979}},
25273 {{0.012067 , 0.870946 , 0.015490 },{ 0.094970 , -0.654608 , 0.749979}},
25274 {{0.015468 , 0.869675 , 0.013950 },{ 0.094970 , -0.654608 , 0.749979}},
25275 {{0.015468 , 0.869675 , 0.013950 },{ -0.513899 , -0.835146 , -0.196056}},
25276 {{0.015371 , 0.869633 , 0.014383 },{ -0.513899 , -0.835146 , -0.196056}},
25277 {{0.011997 , 0.871362 , 0.015862 },{ -0.513899 , -0.835146 , -0.196056}},
25278 {{0.017355 , 0.867646 , 0.012683 },{ -0.780196 , -0.581277 , -0.231109}},
25279 {{0.015371 , 0.869633 , 0.014383 },{ -0.780196 , -0.581277 , -0.231109}},
25280 {{0.015468 , 0.869675 , 0.013950 },{ -0.780196 , -0.581277 , -0.231109}},
25281 {{0.017355 , 0.867646 , 0.012683 },{ -0.770727 , -0.616659 , -0.160346}},
25282 {{0.015468 , 0.869675 , 0.013950 },{ -0.770727 , -0.616659 , -0.160346}},
25283 {{0.016889 , 0.868251 , 0.012596 },{ -0.770727 , -0.616659 , -0.160346}},
25284 {{0.015732 , 0.868379 , 0.013204 },{ 0.391982 , -0.397663 , 0.829587}},
25285 {{0.016889 , 0.868251 , 0.012596 },{ 0.391982 , -0.397663 , 0.829587}},
25286 {{0.015468 , 0.869675 , 0.013950 },{ 0.391982 , -0.397663 , 0.829587}},
25287 {{0.015732 , 0.868379 , 0.013204 },{ 0.350413 , -0.412595 , 0.840819}},
25288 {{0.015468 , 0.869675 , 0.013950 },{ 0.350413 , -0.412595 , 0.840819}},
25289 {{0.015018 , 0.869303 , 0.013955 },{ 0.350413 , -0.412595 , 0.840819}},
25290 {{0.011532 , 0.870040 , 0.015837 },{ 0.359378 , -0.423565 , 0.831529}},
25291 {{0.015018 , 0.869303 , 0.013955 },{ 0.359378 , -0.423565 , 0.831529}},
25292 {{0.015468 , 0.869675 , 0.013950 },{ 0.359378 , -0.423565 , 0.831529}},
25293 {{0.012067 , 0.870946 , 0.015490 },{ 0.437132 , 0.084807 , 0.895390}},
25294 {{0.011532 , 0.870040 , 0.015837 },{ 0.437132 , 0.084807 , 0.895390}},
25295 {{0.015468 , 0.869675 , 0.013950 },{ 0.437132 , 0.084807 , 0.895390}},
25296 {{-0.007059 , 0.826081 , 0.006179 },{ -0.216382 , 0.274285 , 0.936988}},
25297 {{-0.006870 , 0.825154 , 0.006494 },{ -0.216382 , 0.274285 , 0.936988}},
25298 {{-0.003291 , 0.825207 , 0.007305 },{ -0.216382 , 0.274285 , 0.936988}},
25299 {{-0.007059 , 0.826081 , 0.006179 },{ -0.220790 , 0.259406 , 0.940191}},
25300 {{-0.003291 , 0.825207 , 0.007305 },{ -0.220790 , 0.259406 , 0.940191}},
25301 {{-0.001900 , 0.826072 , 0.007393 },{ -0.220790 , 0.259406 , 0.940191}},
25302 {{0.001175 , 0.826140 , 0.008193 },{ -0.246256 , 0.302327 , 0.920846}},
25303 {{-0.001900 , 0.826072 , 0.007393 },{ -0.246256 , 0.302327 , 0.920846}},
25304 {{-0.003291 , 0.825207 , 0.007305 },{ -0.246256 , 0.302327 , 0.920846}},
25305 {{0.001175 , 0.826140 , 0.008193 },{ -0.253052 , 0.916550 , 0.309679}},
25306 {{-0.003291 , 0.825207 , 0.007305 },{ -0.253052 , 0.916550 , 0.309679}},
25307 {{-0.002657 , 0.825082 , 0.008193 },{ -0.253052 , 0.916550 , 0.309679}},
25308 {{-0.002657 , 0.825082 , 0.008193 },{ -0.107489 , 0.971029 , 0.213421}},
25309 {{-0.003291 , 0.825207 , 0.007305 },{ -0.107489 , 0.971029 , 0.213421}},
25310 {{-0.007271 , 0.824790 , 0.007198 },{ -0.107489 , 0.971029 , 0.213421}},
25311 {{-0.003291 , 0.825207 , 0.007305 },{ -0.105981 , 0.906599 , 0.408469}},
25312 {{-0.006870 , 0.825154 , 0.006494 },{ -0.105981 , 0.906599 , 0.408469}},
25313 {{-0.007271 , 0.824790 , 0.007198 },{ -0.105981 , 0.906599 , 0.408469}},
25314 {{0.001702 , 0.829323 , 0.009525 },{ 0.105487 , -0.749661 , -0.653361}},
25315 {{-0.000223 , 0.829609 , 0.008886 },{ 0.105487 , -0.749661 , -0.653361}},
25316 {{0.000803 , 0.830095 , 0.008494 },{ 0.105487 , -0.749661 , -0.653361}},
25317 {{0.001702 , 0.829323 , 0.009525 },{ 0.093392 , -0.756163 , -0.647684}},
25318 {{0.000803 , 0.830095 , 0.008494 },{ 0.093392 , -0.756163 , -0.647684}},
25319 {{0.002446 , 0.829832 , 0.009038 },{ 0.093392 , -0.756163 , -0.647684}},
25320 {{0.005810 , 0.867410 , 0.014240 },{ -0.426681 , -0.780926 , 0.456177}},
25321 {{0.004924 , 0.866863 , 0.012475 },{ -0.426681 , -0.780926 , 0.456177}},
25322 {{0.007556 , 0.866567 , 0.014430 },{ -0.426681 , -0.780926 , 0.456177}},
25323 {{0.005810 , 0.867410 , 0.014240 },{ -0.434803 , -0.813531 , 0.386152}},
25324 {{0.007556 , 0.866567 , 0.014430 },{ -0.434803 , -0.813531 , 0.386152}},
25325 {{0.007208 , 0.866902 , 0.014744 },{ -0.434803 , -0.813531 , 0.386152}},
25326 {{0.005810 , 0.867410 , 0.014240 },{ -0.440376 , -0.430012 , 0.788136}},
25327 {{0.007208 , 0.866902 , 0.014744 },{ -0.440376 , -0.430012 , 0.788136}},
25328 {{0.008500 , 0.867375 , 0.015724 },{ -0.440376 , -0.430012 , 0.788136}},
25329 {{0.005810 , 0.867410 , 0.014240 },{ -0.424983 , -0.493670 , 0.758735}},
25330 {{0.008500 , 0.867375 , 0.015724 },{ -0.424983 , -0.493670 , 0.758735}},
25331 {{0.007025 , 0.868196 , 0.015432 },{ -0.424983 , -0.493670 , 0.758735}},
25332 {{0.010696 , 0.866904 , 0.015345 },{ -0.090324 , -0.845068 , 0.526974}},
25333 {{0.008500 , 0.867375 , 0.015724 },{ -0.090324 , -0.845068 , 0.526974}},
25334 {{0.007208 , 0.866902 , 0.014744 },{ -0.090324 , -0.845068 , 0.526974}},
25335 {{0.010696 , 0.866904 , 0.015345 },{ -0.113848 , -0.739771 , 0.663157}},
25336 {{0.007208 , 0.866902 , 0.014744 },{ -0.113848 , -0.739771 , 0.663157}},
25337 {{0.007556 , 0.866567 , 0.014430 },{ -0.113848 , -0.739771 , 0.663157}},
25338 {{0.004439 , 0.868334 , 0.012179 },{ -0.912404 , 0.120481 , 0.391157}},
25339 {{0.005101 , 0.868341 , 0.013721 },{ -0.912404 , 0.120481 , 0.391157}},
25340 {{0.004872 , 0.870019 , 0.012670 },{ -0.912404 , 0.120481 , 0.391157}},
25341 {{0.004872 , 0.870019 , 0.012670 },{ -0.792761 , 0.242164 , 0.559363}},
25342 {{0.005101 , 0.868341 , 0.013721 },{ -0.792761 , 0.242164 , 0.559363}},
25343 {{0.005867 , 0.869174 , 0.014446 },{ -0.792761 , 0.242164 , 0.559363}},
25344 {{0.005101 , 0.868341 , 0.013721 },{ -0.665534 , -0.094077 , 0.740415}},
25345 {{0.005810 , 0.867410 , 0.014240 },{ -0.665534 , -0.094077 , 0.740415}},
25346 {{0.007025 , 0.868196 , 0.015432 },{ -0.665534 , -0.094077 , 0.740415}},
25347 {{0.005101 , 0.868341 , 0.013721 },{ -0.665627 , -0.036655 , 0.745384}},
25348 {{0.007025 , 0.868196 , 0.015432 },{ -0.665627 , -0.036655 , 0.745384}},
25349 {{0.005867 , 0.869174 , 0.014446 },{ -0.665627 , -0.036655 , 0.745384}},
25350 {{0.004924 , 0.866863 , 0.012475 },{ -0.799442 , -0.328366 , 0.503059}},
25351 {{0.005810 , 0.867410 , 0.014240 },{ -0.799442 , -0.328366 , 0.503059}},
25352 {{0.005101 , 0.868341 , 0.013721 },{ -0.799442 , -0.328366 , 0.503059}},
25353 {{0.004439 , 0.868334 , 0.012179 },{ -0.896450 , -0.217936 , 0.385852}},
25354 {{0.004924 , 0.866863 , 0.012475 },{ -0.896450 , -0.217936 , 0.385852}},
25355 {{0.005101 , 0.868341 , 0.013721 },{ -0.896450 , -0.217936 , 0.385852}},
25356 {{-0.010445 , 0.828980 , 0.007559 },{ -0.176452 , -0.253823 , 0.951020}},
25357 {{-0.009944 , 0.827710 , 0.007313 },{ -0.176452 , -0.253823 , 0.951020}},
25358 {{-0.003156 , 0.828439 , 0.008767 },{ -0.176452 , -0.253823 , 0.951020}},
25359 {{-0.010445 , 0.828980 , 0.007559 },{ -0.177275 , -0.285225 , 0.941924}},
25360 {{-0.003156 , 0.828439 , 0.008767 },{ -0.177275 , -0.285225 , 0.941924}},
25361 {{-0.004771 , 0.829423 , 0.008761 },{ -0.177275 , -0.285225 , 0.941924}},
25362 {{-0.010658 , 0.829952 , 0.007959 },{ -0.159066 , -0.405331 , 0.900225}},
25363 {{-0.010445 , 0.828980 , 0.007559 },{ -0.159066 , -0.405331 , 0.900225}},
25364 {{-0.004771 , 0.829423 , 0.008761 },{ -0.159066 , -0.405331 , 0.900225}},
25365 {{-0.006411 , 0.829966 , 0.008884 },{ -0.159622 , -0.650335 , 0.742688}},
25366 {{-0.010658 , 0.829952 , 0.007959 },{ -0.159622 , -0.650335 , 0.742688}},
25367 {{-0.004771 , 0.829423 , 0.008761 },{ -0.159622 , -0.650335 , 0.742688}},
25368 {{-0.006411 , 0.829966 , 0.008884 },{ -0.023197 , -0.286987 , 0.957654}},
25369 {{-0.004771 , 0.829423 , 0.008761 },{ -0.023197 , -0.286987 , 0.957654}},
25370 {{-0.001827 , 0.829769 , 0.008936 },{ -0.023197 , -0.286987 , 0.957654}},
25371 {{-0.000112 , 0.830063 , 0.008540 },{ 0.125408 , -0.975429 , -0.181136}},
25372 {{-0.001827 , 0.829769 , 0.008936 },{ 0.125408 , -0.975429 , -0.181136}},
25373 {{-0.004771 , 0.829423 , 0.008761 },{ 0.125408 , -0.975429 , -0.181136}},
25374 {{-0.000112 , 0.830063 , 0.008540 },{ -0.038601 , 0.565467 , 0.823867}},
25375 {{-0.004771 , 0.829423 , 0.008761 },{ -0.038601 , 0.565467 , 0.823867}},
25376 {{0.003463 , 0.829682 , 0.008969 },{ -0.038601 , 0.565467 , 0.823867}},
25377 {{0.003463 , 0.829682 , 0.008969 },{ -0.024182 , -0.033599 , 0.999143}},
25378 {{-0.004771 , 0.829423 , 0.008761 },{ -0.024182 , -0.033599 , 0.999143}},
25379 {{-0.003156 , 0.828439 , 0.008767 },{ -0.024182 , -0.033599 , 0.999143}},
25380 {{-0.019183 , 0.868261 , -0.002871 },{ 0.107617 , -0.069119 , 0.991787}},
25381 {{-0.021886 , 0.867195 , -0.002652 },{ 0.107617 , -0.069119 , 0.991787}},
25382 {{-0.018495 , 0.867309 , -0.003012 },{ 0.107617 , -0.069119 , 0.991787}},
25383 {{-0.021358 , 0.868654 , -0.002367 },{ 0.175584 , -0.249555 , 0.952309}},
25384 {{-0.021886 , 0.867195 , -0.002652 },{ 0.175584 , -0.249555 , 0.952309}},
25385 {{-0.019183 , 0.868261 , -0.002871 },{ 0.175584 , -0.249555 , 0.952309}},
25386 {{-0.021974 , 0.870349 , -0.002458 },{ 0.247660 , 0.141470 , 0.958463}},
25387 {{-0.021358 , 0.868654 , -0.002367 },{ 0.247660 , 0.141470 , 0.958463}},
25388 {{-0.019183 , 0.868261 , -0.002871 },{ 0.247660 , 0.141470 , 0.958463}},
25389 {{-0.021974 , 0.870349 , -0.002458 },{ 0.091074 , -0.074687 , 0.993039}},
25390 {{-0.019183 , 0.868261 , -0.002871 },{ 0.091074 , -0.074687 , 0.993039}},
25391 {{-0.018443 , 0.868964 , -0.002886 },{ 0.091074 , -0.074687 , 0.993039}},
25392 {{-0.019183 , 0.868261 , -0.002871 },{ 0.137713 , -0.047009 , 0.989356}},
25393 {{-0.018495 , 0.867309 , -0.003012 },{ 0.137713 , -0.047009 , 0.989356}},
25394 {{-0.017749 , 0.867916 , -0.003087 },{ 0.137713 , -0.047009 , 0.989356}},
25395 {{-0.019183 , 0.868261 , -0.002871 },{ 0.122610 , -0.108025 , 0.986558}},
25396 {{-0.017749 , 0.867916 , -0.003087 },{ 0.122610 , -0.108025 , 0.986558}},
25397 {{-0.018443 , 0.868964 , -0.002886 },{ 0.122610 , -0.108025 , 0.986558}},
25398 {{-0.027925 , 0.868184 , -0.010216 },{ -0.969909 , -0.243355 , 0.007419}},
25399 {{-0.028118 , 0.868983 , -0.009239 },{ -0.969909 , -0.243355 , 0.007419}},
25400 {{-0.028342 , 0.869838 , -0.010477 },{ -0.969909 , -0.243355 , 0.007419}},
25401 {{-0.027925 , 0.868184 , -0.010216 },{ -0.968607 , -0.247639 , -0.021815}},
25402 {{-0.028342 , 0.869838 , -0.010477 },{ -0.968607 , -0.247639 , -0.021815}},
25403 {{-0.028085 , 0.868922 , -0.011489 },{ -0.968607 , -0.247639 , -0.021815}},
25404 {{-0.028342 , 0.869838 , -0.010477 },{ -0.986241 , -0.145943 , 0.077651}},
25405 {{-0.028118 , 0.868983 , -0.009239 },{ -0.986241 , -0.145943 , 0.077651}},
25406 {{-0.028132 , 0.870528 , -0.006513 },{ -0.986241 , -0.145943 , 0.077651}},
25407 {{-0.028118 , 0.868983 , -0.009239 },{ -0.999704 , -0.023014 , 0.007909}},
25408 {{-0.028095 , 0.868884 , -0.006620 },{ -0.999704 , -0.023014 , 0.007909}},
25409 {{-0.028132 , 0.870528 , -0.006513 },{ -0.999704 , -0.023014 , 0.007909}},
25410 {{-0.028118 , 0.868983 , -0.009239 },{ -0.890337 , -0.455205 , -0.009389}},
25411 {{-0.027329 , 0.867375 , -0.006100 },{ -0.890337 , -0.455205 , -0.009389}},
25412 {{-0.028095 , 0.868884 , -0.006620 },{ -0.890337 , -0.455205 , -0.009389}},
25413 {{-0.027925 , 0.868184 , -0.010216 },{ -0.944884 , -0.318900 , 0.074144}},
25414 {{-0.027329 , 0.867375 , -0.006100 },{ -0.944884 , -0.318900 , 0.074144}},
25415 {{-0.028118 , 0.868983 , -0.009239 },{ -0.944884 , -0.318900 , 0.074144}},
25416 {{-0.026990 , 0.869576 , -0.004193 },{ -0.486570 , 0.329221 , 0.809236}},
25417 {{-0.025484 , 0.868599 , -0.002890 },{ -0.486570 , 0.329221 , 0.809236}},
25418 {{-0.024024 , 0.869545 , -0.002397 },{ -0.486570 , 0.329221 , 0.809236}},
25419 {{-0.026990 , 0.869576 , -0.004193 },{ -0.496235 , 0.272782 , 0.824222}},
25420 {{-0.024024 , 0.869545 , -0.002397 },{ -0.496235 , 0.272782 , 0.824222}},
25421 {{-0.025535 , 0.870129 , -0.003500 },{ -0.496235 , 0.272782 , 0.824222}},
25422 {{-0.025535 , 0.870129 , -0.003500 },{ -0.509821 , 0.678221 , 0.529244}},
25423 {{-0.028132 , 0.870528 , -0.006513 },{ -0.509821 , 0.678221 , 0.529244}},
25424 {{-0.026990 , 0.869576 , -0.004193 },{ -0.509821 , 0.678221 , 0.529244}},
25425 {{-0.028132 , 0.870528 , -0.006513 },{ -0.634735 , 0.474448 , 0.609927}},
25426 {{-0.025535 , 0.870129 , -0.003500 },{ -0.634735 , 0.474448 , 0.609927}},
25427 {{-0.025421 , 0.870986 , -0.004048 },{ -0.634735 , 0.474448 , 0.609927}},
25428 {{-0.025421 , 0.870986 , -0.004048 },{ -0.266403 , 0.544156 , 0.795565}},
25429 {{-0.025535 , 0.870129 , -0.003500 },{ -0.266403 , 0.544156 , 0.795565}},
25430 {{-0.021974 , 0.870349 , -0.002458 },{ -0.266403 , 0.544156 , 0.795565}},
25431 {{-0.021974 , 0.870349 , -0.002458 },{ -0.244883 , 0.677087 , 0.693963}},
25432 {{-0.025535 , 0.870129 , -0.003500 },{ -0.244883 , 0.677087 , 0.693963}},
25433 {{-0.024024 , 0.869545 , -0.002397 },{ -0.244883 , 0.677087 , 0.693963}},
25434 {{-0.027329 , 0.867375 , -0.006100 },{ -0.767441 , -0.497069 , 0.404916}},
25435 {{-0.026510 , 0.867809 , -0.004015 },{ -0.767441 , -0.497069 , 0.404916}},
25436 {{-0.027524 , 0.868740 , -0.004794 },{ -0.767441 , -0.497069 , 0.404916}},
25437 {{-0.028095 , 0.868884 , -0.006620 },{ -0.895315 , -0.368017 , 0.250947}},
25438 {{-0.027329 , 0.867375 , -0.006100 },{ -0.895315 , -0.368017 , 0.250947}},
25439 {{-0.027524 , 0.868740 , -0.004794 },{ -0.895315 , -0.368017 , 0.250947}},
25440 {{-0.028095 , 0.868884 , -0.006620 },{ -0.954543 , -0.040701 , 0.295282}},
25441 {{-0.027524 , 0.868740 , -0.004794 },{ -0.954543 , -0.040701 , 0.295282}},
25442 {{-0.028132 , 0.870528 , -0.006513 },{ -0.954543 , -0.040701 , 0.295282}},
25443 {{-0.028132 , 0.870528 , -0.006513 },{ -0.848892 , 0.186735 , 0.494482}},
25444 {{-0.027524 , 0.868740 , -0.004794 },{ -0.848892 , 0.186735 , 0.494482}},
25445 {{-0.026990 , 0.869576 , -0.004193 },{ -0.848892 , 0.186735 , 0.494482}},
25446 {{-0.027524 , 0.868740 , -0.004794 },{ -0.680763 , -0.139814 , 0.719037}},
25447 {{-0.026510 , 0.867809 , -0.004015 },{ -0.680763 , -0.139814 , 0.719037}},
25448 {{-0.025484 , 0.868599 , -0.002890 },{ -0.680763 , -0.139814 , 0.719037}},
25449 {{-0.027524 , 0.868740 , -0.004794 },{ -0.682976 , -0.085261 , 0.725447}},
25450 {{-0.025484 , 0.868599 , -0.002890 },{ -0.682976 , -0.085261 , 0.725447}},
25451 {{-0.026990 , 0.869576 , -0.004193 },{ -0.682976 , -0.085261 , 0.725447}},
25452 {{-0.018952 , 0.867147 , -0.002590 },{ 0.013175 , 0.995463 , -0.094233}},
25453 {{-0.022995 , 0.867277 , -0.001782 },{ 0.013175 , 0.995463 , -0.094233}},
25454 {{-0.019802 , 0.867217 , -0.001969 },{ 0.013175 , 0.995463 , -0.094233}},
25455 {{-0.018952 , 0.867147 , -0.002590 },{ -0.028277 , 0.955035 , -0.295142}},
25456 {{-0.022271 , 0.867100 , -0.002424 },{ -0.028277 , 0.955035 , -0.295142}},
25457 {{-0.022995 , 0.867277 , -0.001782 },{ -0.028277 , 0.955035 , -0.295142}},
25458 {{-0.021886 , 0.867195 , -0.002652 },{ 0.006703 , 0.919060 , 0.394060}},
25459 {{-0.022271 , 0.867100 , -0.002424 },{ 0.006703 , 0.919060 , 0.394060}},
25460 {{-0.018952 , 0.867147 , -0.002590 },{ 0.006703 , 0.919060 , 0.394060}},
25461 {{-0.021886 , 0.867195 , -0.002652 },{ 0.007496 , 0.930755 , 0.365566}},
25462 {{-0.018952 , 0.867147 , -0.002590 },{ 0.007496 , 0.930755 , 0.365566}},
25463 {{-0.018495 , 0.867309 , -0.003012 },{ 0.007496 , 0.930755 , 0.365566}},
25464 {{-0.017609 , 0.867592 , -0.002600 },{ -0.805765 , -0.373007 , -0.460008}},
25465 {{-0.019066 , 0.869865 , -0.001891 },{ -0.805765 , -0.373007 , -0.460008}},
25466 {{-0.018560 , 0.869523 , -0.002500 },{ -0.805765 , -0.373007 , -0.460008}},
25467 {{-0.018560 , 0.869523 , -0.002500 },{ -0.624046 , -0.269350 , -0.733497}},
25468 {{-0.017171 , 0.867770 , -0.003038 },{ -0.624046 , -0.269350 , -0.733497}},
25469 {{-0.017609 , 0.867592 , -0.002600 },{ -0.624046 , -0.269350 , -0.733497}},
25470 {{-0.021974 , 0.870349 , -0.002458 },{ -0.130855 , -0.581706 , 0.802804}},
25471 {{-0.018443 , 0.868964 , -0.002886 },{ -0.130855 , -0.581706 , 0.802804}},
25472 {{-0.018560 , 0.869523 , -0.002500 },{ -0.130855 , -0.581706 , 0.802804}},
25473 {{-0.021753 , 0.871260 , -0.002391 },{ -0.005172 , -0.072094 , 0.997384}},
25474 {{-0.021974 , 0.870349 , -0.002458 },{ -0.005172 , -0.072094 , 0.997384}},
25475 {{-0.018560 , 0.869523 , -0.002500 },{ -0.005172 , -0.072094 , 0.997384}},
25476 {{-0.018560 , 0.869523 , -0.002500 },{ -0.373253 , -0.722633 , 0.581793}},
25477 {{-0.021926 , 0.871822 , -0.001804 },{ -0.373253 , -0.722633 , 0.581793}},
25478 {{-0.021753 , 0.871260 , -0.002391 },{ -0.373253 , -0.722633 , 0.581793}},
25479 {{-0.018560 , 0.869523 , -0.002500 },{ -0.564815 , -0.825197 , -0.005862}},
25480 {{-0.019066 , 0.869865 , -0.001891 },{ -0.564815 , -0.825197 , -0.005862}},
25481 {{-0.021926 , 0.871822 , -0.001804 },{ -0.564815 , -0.825197 , -0.005862}},
25482 {{-0.025498 , 0.867078 , -0.003810 },{ 0.163540 , 0.980635 , -0.107751}},
25483 {{-0.028537 , 0.867311 , -0.006302 },{ 0.163540 , 0.980635 , -0.107751}},
25484 {{-0.026242 , 0.867251 , -0.003365 },{ 0.163540 , 0.980635 , -0.107751}},
25485 {{-0.025498 , 0.867078 , -0.003810 },{ 0.068432 , 0.997607 , 0.009820}},
25486 {{-0.027786 , 0.867262 , -0.006552 },{ 0.068432 , 0.997607 , 0.009820}},
25487 {{-0.028537 , 0.867311 , -0.006302 },{ 0.068432 , 0.997607 , 0.009820}},
25488 {{-0.024925 , 0.866969 , -0.003895 },{ 0.184047 , 0.982720 , -0.019700}},
25489 {{-0.027329 , 0.867375 , -0.006100 },{ 0.184047 , 0.982720 , -0.019700}},
25490 {{-0.025498 , 0.867078 , -0.003810 },{ 0.184047 , 0.982720 , -0.019700}},
25491 {{-0.021886 , 0.867195 , -0.002652 },{ -0.104208 , 0.968243 , 0.227260}},
25492 {{-0.025498 , 0.867078 , -0.003810 },{ -0.104208 , 0.968243 , 0.227260}},
25493 {{-0.022271 , 0.867100 , -0.002424 },{ -0.104208 , 0.968243 , 0.227260}},
25494 {{-0.025498 , 0.867078 , -0.003810 },{ 0.097165 , 0.971712 , -0.215255}},
25495 {{-0.026242 , 0.867251 , -0.003365 },{ 0.097165 , 0.971712 , -0.215255}},
25496 {{-0.022995 , 0.867277 , -0.001782 },{ 0.097165 , 0.971712 , -0.215255}},
25497 {{-0.025498 , 0.867078 , -0.003810 },{ 0.073634 , 0.979599 , -0.186986}},
25498 {{-0.022995 , 0.867277 , -0.001782 },{ 0.073634 , 0.979599 , -0.186986}},
25499 {{-0.022271 , 0.867100 , -0.002424 },{ 0.073634 , 0.979599 , -0.186986}},
25500 {{-0.025540 , 0.872427 , -0.003716 },{ -0.453351 , -0.586272 , 0.671385}},
25501 {{-0.025379 , 0.871833 , -0.004126 },{ -0.453351 , -0.586272 , 0.671385}},
25502 {{-0.021926 , 0.871822 , -0.001804 },{ -0.453351 , -0.586272 , 0.671385}},
25503 {{-0.021753 , 0.871260 , -0.002391 },{ -0.388798 , -0.720065 , 0.574754}},
25504 {{-0.021926 , 0.871822 , -0.001804 },{ -0.388798 , -0.720065 , 0.574754}},
25505 {{-0.025379 , 0.871833 , -0.004126 },{ -0.388798 , -0.720065 , 0.574754}},
25506 {{-0.025421 , 0.870986 , -0.004048 },{ -0.413528 , 0.033399 , 0.909879}},
25507 {{-0.021974 , 0.870349 , -0.002458 },{ -0.413528 , 0.033399 , 0.909879}},
25508 {{-0.021753 , 0.871260 , -0.002391 },{ -0.413528 , 0.033399 , 0.909879}},
25509 {{-0.025421 , 0.870986 , -0.004048 },{ -0.415893 , 0.103826 , 0.903468}},
25510 {{-0.021753 , 0.871260 , -0.002391 },{ -0.415893 , 0.103826 , 0.903468}},
25511 {{-0.025379 , 0.871833 , -0.004126 },{ -0.415893 , 0.103826 , 0.903468}},
25512 {{-0.025379 , 0.871833 , -0.004126 },{ -0.678579 , 0.100656 , 0.727598}},
25513 {{-0.028132 , 0.870528 , -0.006513 },{ -0.678579 , 0.100656 , 0.727598}},
25514 {{-0.025421 , 0.870986 , -0.004048 },{ -0.678579 , 0.100656 , 0.727598}},
25515 {{-0.028096 , 0.871423 , -0.007138 },{ -0.699304 , 0.427953 , 0.572565}},
25516 {{-0.028132 , 0.870528 , -0.006513 },{ -0.699304 , 0.427953 , 0.572565}},
25517 {{-0.025379 , 0.871833 , -0.004126 },{ -0.699304 , 0.427953 , 0.572565}},
25518 {{-0.025540 , 0.872427 , -0.003716 },{ -0.475768 , -0.681993 , 0.555456}},
25519 {{-0.028371 , 0.871825 , -0.006880 },{ -0.475768 , -0.681993 , 0.555456}},
25520 {{-0.028096 , 0.871423 , -0.007138 },{ -0.475768 , -0.681993 , 0.555456}},
25521 {{-0.025540 , 0.872427 , -0.003716 },{ -0.572906 , -0.565060 , 0.593705}},
25522 {{-0.028096 , 0.871423 , -0.007138 },{ -0.572906 , -0.565060 , 0.593705}},
25523 {{-0.025379 , 0.871833 , -0.004126 },{ -0.572906 , -0.565060 , 0.593705}},
25524 {{-0.028292 , 0.867832 , -0.010452 },{ -0.746689 , 0.623872 , 0.230737}},
25525 {{-0.027329 , 0.867375 , -0.006100 },{ -0.746689 , 0.623872 , 0.230737}},
25526 {{-0.027925 , 0.868184 , -0.010216 },{ -0.746689 , 0.623872 , 0.230737}},
25527 {{-0.027329 , 0.867375 , -0.006100 },{ -0.403178 , 0.896564 , 0.183360}},
25528 {{-0.028292 , 0.867832 , -0.010452 },{ -0.403178 , 0.896564 , 0.183360}},
25529 {{-0.027786 , 0.867262 , -0.006552 },{ -0.403178 , 0.896564 , 0.183360}},
25530 {{-0.027786 , 0.867262 , -0.006552 },{ 0.107689 , 0.985636 , 0.130097}},
25531 {{-0.028292 , 0.867832 , -0.010452 },{ 0.107689 , 0.985636 , 0.130097}},
25532 {{-0.028537 , 0.867311 , -0.006302 },{ 0.107689 , 0.985636 , 0.130097}},
25533 {{-0.028292 , 0.867832 , -0.010452 },{ -0.286707 , 0.952503 , 0.102654}},
25534 {{-0.028871 , 0.867628 , -0.010176 },{ -0.286707 , 0.952503 , 0.102654}},
25535 {{-0.028537 , 0.867311 , -0.006302 },{ -0.286707 , 0.952503 , 0.102654}},
25536 {{0.003383 , 0.868696 , 0.009414 },{ -0.899030 , -0.056752 , 0.434195}},
25537 {{0.003737 , 0.867977 , 0.010053 },{ -0.899030 , -0.056752 , 0.434195}},
25538 {{0.004872 , 0.870019 , 0.012670 },{ -0.899030 , -0.056752 , 0.434195}},
25539 {{0.003737 , 0.867977 , 0.010053 },{ -0.945054 , 0.159736 , 0.285233}},
25540 {{0.004439 , 0.868334 , 0.012179 },{ -0.945054 , 0.159736 , 0.285233}},
25541 {{0.004872 , 0.870019 , 0.012670 },{ -0.945054 , 0.159736 , 0.285233}},
25542 {{0.003737 , 0.867977 , 0.010053 },{ -0.911370 , -0.232101 , 0.339904}},
25543 {{0.004924 , 0.866863 , 0.012475 },{ -0.911370 , -0.232101 , 0.339904}},
25544 {{0.004439 , 0.868334 , 0.012179 },{ -0.911370 , -0.232101 , 0.339904}},
25545 {{0.003483 , 0.867037 , 0.009383 },{ -0.906238 , -0.053990 , 0.419307}},
25546 {{0.004924 , 0.866863 , 0.012475 },{ -0.906238 , -0.053990 , 0.419307}},
25547 {{0.003737 , 0.867977 , 0.010053 },{ -0.906238 , -0.053990 , 0.419307}},
25548 {{0.003483 , 0.867037 , 0.009383 },{ -0.901117 , -0.062333 , 0.429072}},
25549 {{0.003737 , 0.867977 , 0.010053 },{ -0.901117 , -0.062333 , 0.429072}},
25550 {{0.003383 , 0.868696 , 0.009414 },{ -0.901117 , -0.062333 , 0.429072}},
25551 {{0.003483 , 0.867037 , 0.009383 },{ -0.928713 , -0.062808 , 0.365442}},
25552 {{0.003383 , 0.868696 , 0.009414 },{ -0.928713 , -0.062808 , 0.365442}},
25553 {{0.003175 , 0.867658 , 0.008707 },{ -0.928713 , -0.062808 , 0.365442}},
25554 {{-0.028292 , 0.867832 , -0.010452 },{ -0.262543 , 0.952641 , 0.153450}},
25555 {{-0.028495 , 0.868211 , -0.013152 },{ -0.262543 , 0.952641 , 0.153450}},
25556 {{-0.028871 , 0.867628 , -0.010176 },{ -0.262543 , 0.952641 , 0.153450}},
25557 {{-0.028495 , 0.868211 , -0.013152 },{ -0.899177 , 0.418929 , 0.126404}},
25558 {{-0.028292 , 0.867832 , -0.010452 },{ -0.899177 , 0.418929 , 0.126404}},
25559 {{-0.028167 , 0.868807 , -0.012794 },{ -0.899177 , 0.418929 , 0.126404}},
25560 {{-0.028167 , 0.868807 , -0.012794 },{ -0.973636 , 0.224316 , 0.041415}},
25561 {{-0.028292 , 0.867832 , -0.010452 },{ -0.973636 , 0.224316 , 0.041415}},
25562 {{-0.028085 , 0.868922 , -0.011489 },{ -0.973636 , 0.224316 , 0.041415}},
25563 {{-0.028085 , 0.868922 , -0.011489 },{ -0.905171 , -0.403049 , 0.134972}},
25564 {{-0.028342 , 0.869838 , -0.010477 },{ -0.905171 , -0.403049 , 0.134972}},
25565 {{-0.028564 , 0.870209 , -0.010858 },{ -0.905171 , -0.403049 , 0.134972}},
25566 {{-0.028085 , 0.868922 , -0.011489 },{ -0.917713 , -0.386511 , 0.091718}},
25567 {{-0.028564 , 0.870209 , -0.010858 },{ -0.917713 , -0.386511 , 0.091718}},
25568 {{-0.028167 , 0.868807 , -0.012794 },{ -0.917713 , -0.386511 , 0.091718}},
25569 {{-0.028564 , 0.870209 , -0.010858 },{ 0.600770 , -0.593791 , 0.535245}},
25570 {{-0.028885 , 0.870161 , -0.010551 },{ 0.600770 , -0.593791 , 0.535245}},
25571 {{-0.028495 , 0.868211 , -0.013152 },{ 0.600770 , -0.593791 , 0.535245}},
25572 {{-0.028564 , 0.870209 , -0.010858 },{ 0.529816 , -0.631588 , 0.566031}},
25573 {{-0.028495 , 0.868211 , -0.013152 },{ 0.529816 , -0.631588 , 0.566031}},
25574 {{-0.028167 , 0.868807 , -0.012794 },{ 0.529816 , -0.631588 , 0.566031}},
25575 {{-0.028371 , 0.871825 , -0.006880 },{ 0.433147 , -0.842183 , 0.321109}},
25576 {{-0.028885 , 0.870161 , -0.010551 },{ 0.433147 , -0.842183 , 0.321109}},
25577 {{-0.028564 , 0.870209 , -0.010858 },{ 0.433147 , -0.842183 , 0.321109}},
25578 {{-0.028564 , 0.870209 , -0.010858 },{ -0.685013 , -0.662771 , 0.302475}},
25579 {{-0.028096 , 0.871423 , -0.007138 },{ -0.685013 , -0.662771 , 0.302475}},
25580 {{-0.028371 , 0.871825 , -0.006880 },{ -0.685013 , -0.662771 , 0.302475}},
25581 {{-0.028564 , 0.870209 , -0.010858 },{ -0.990487 , 0.103311 , 0.090894}},
25582 {{-0.028132 , 0.870528 , -0.006513 },{ -0.990487 , 0.103311 , 0.090894}},
25583 {{-0.028096 , 0.871423 , -0.007138 },{ -0.990487 , 0.103311 , 0.090894}},
25584 {{-0.028564 , 0.870209 , -0.010858 },{ -0.901392 , -0.415998 , 0.120162}},
25585 {{-0.028342 , 0.869838 , -0.010477 },{ -0.901392 , -0.415998 , 0.120162}},
25586 {{-0.028132 , 0.870528 , -0.006513 },{ -0.901392 , -0.415998 , 0.120162}},
25587 {{-0.009416 , 0.825283 , 0.003854 },{ -0.115252 , 0.925542 , 0.360678}},
25588 {{-0.012975 , 0.826254 , 0.000225 },{ -0.115252 , 0.925542 , 0.360678}},
25589 {{-0.010506 , 0.825180 , 0.003770 },{ -0.115252 , 0.925542 , 0.360678}},
25590 {{-0.012975 , 0.826254 , 0.000225 },{ -0.695515 , 0.106451 , 0.710582}},
25591 {{-0.009416 , 0.825283 , 0.003854 },{ -0.695515 , 0.106451 , 0.710582}},
25592 {{-0.010769 , 0.826182 , 0.002395 },{ -0.695515 , 0.106451 , 0.710582}},
25593 {{-0.009416 , 0.825283 , 0.003854 },{ -0.714685 , 0.089990 , 0.693633}},
25594 {{-0.006870 , 0.825154 , 0.006494 },{ -0.714685 , 0.089990 , 0.693633}},
25595 {{-0.007059 , 0.826081 , 0.006179 },{ -0.714685 , 0.089990 , 0.693633}},
25596 {{-0.009416 , 0.825283 , 0.003854 },{ -0.711730 , 0.064103 , 0.699523}},
25597 {{-0.007059 , 0.826081 , 0.006179 },{ -0.711730 , 0.064103 , 0.699523}},
25598 {{-0.010769 , 0.826182 , 0.002395 },{ -0.711730 , 0.064103 , 0.699523}},
25599 {{-0.006870 , 0.825154 , 0.006494 },{ -0.277413 , 0.908709 , 0.311913}},
25600 {{-0.009416 , 0.825283 , 0.003854 },{ -0.277413 , 0.908709 , 0.311913}},
25601 {{-0.007271 , 0.824790 , 0.007198 },{ -0.277413 , 0.908709 , 0.311913}},
25602 {{-0.007271 , 0.824790 , 0.007198 },{ -0.108146 , 0.971149 , 0.212542}},
25603 {{-0.009416 , 0.825283 , 0.003854 },{ -0.108146 , 0.971149 , 0.212542}},
25604 {{-0.010506 , 0.825180 , 0.003770 },{ -0.108146 , 0.971149 , 0.212542}},
25605 {{-0.017048 , 0.830317 , -0.001564 },{ 0.744120 , -0.372104 , -0.554819}},
25606 {{-0.016492 , 0.829483 , -0.000259 },{ 0.744120 , -0.372104 , -0.554819}},
25607 {{-0.017589 , 0.828834 , -0.001295 },{ 0.744120 , -0.372104 , -0.554819}},
25608 {{-0.017048 , 0.830317 , -0.001564 },{ 0.742594 , -0.371937 , -0.556971}},
25609 {{-0.017589 , 0.828834 , -0.001295 },{ 0.742594 , -0.371937 , -0.556971}},
25610 {{-0.018000 , 0.829758 , -0.002460 },{ 0.742594 , -0.371937 , -0.556971}},
25611 {{-0.016614 , 0.830268 , -0.000758 },{ 0.882582 , -0.146766 , -0.446664}},
25612 {{-0.015774 , 0.829680 , 0.001095 },{ 0.882582 , -0.146766 , -0.446664}},
25613 {{-0.016492 , 0.829483 , -0.000259 },{ 0.882582 , -0.146766 , -0.446664}},
25614 {{-0.016614 , 0.830268 , -0.000758 },{ 0.863685 , -0.167877 , -0.475254}},
25615 {{-0.016492 , 0.829483 , -0.000259 },{ 0.863685 , -0.167877 , -0.475254}},
25616 {{-0.017048 , 0.830317 , -0.001564 },{ 0.863685 , -0.167877 , -0.475254}},
25617 {{-0.026510 , 0.867809 , -0.004015 },{ -0.452916 , -0.435069 , 0.778192}},
25618 {{-0.025010 , 0.867301 , -0.003426 },{ -0.452916 , -0.435069 , 0.778192}},
25619 {{-0.023847 , 0.867777 , -0.002483 },{ -0.452916 , -0.435069 , 0.778192}},
25620 {{-0.026510 , 0.867809 , -0.004015 },{ -0.436657 , -0.498935 , 0.748595}},
25621 {{-0.023847 , 0.867777 , -0.002483 },{ -0.436657 , -0.498935 , 0.748595}},
25622 {{-0.025484 , 0.868599 , -0.002890 },{ -0.436657 , -0.498935 , 0.748595}},
25623 {{-0.023847 , 0.867777 , -0.002483 },{ -0.117808 , -0.820457 , 0.559438}},
25624 {{-0.025010 , 0.867301 , -0.003426 },{ -0.117808 , -0.820457 , 0.559438}},
25625 {{-0.024925 , 0.866969 , -0.003895 },{ -0.117808 , -0.820457 , 0.559438}},
25626 {{-0.023847 , 0.867777 , -0.002483 },{ -0.182686 , -0.786717 , 0.589663}},
25627 {{-0.024925 , 0.866969 , -0.003895 },{ -0.182686 , -0.786717 , 0.589663}},
25628 {{-0.021886 , 0.867195 , -0.002652 },{ -0.182686 , -0.786717 , 0.589663}},
25629 {{-0.024925 , 0.866969 , -0.003895 },{ -0.518689 , -0.739333 , 0.429359}},
25630 {{-0.025010 , 0.867301 , -0.003426 },{ -0.518689 , -0.739333 , 0.429359}},
25631 {{-0.027329 , 0.867375 , -0.006100 },{ -0.518689 , -0.739333 , 0.429359}},
25632 {{-0.025010 , 0.867301 , -0.003426 },{ -0.418640 , -0.842208 , 0.339745}},
25633 {{-0.026510 , 0.867809 , -0.004015 },{ -0.418640 , -0.842208 , 0.339745}},
25634 {{-0.027329 , 0.867375 , -0.006100 },{ -0.418640 , -0.842208 , 0.339745}},
25635 {{-0.025484 , 0.868599 , -0.002890 },{ -0.289008 , -0.104375 , 0.951620}},
25636 {{-0.023847 , 0.867777 , -0.002483 },{ -0.289008 , -0.104375 , 0.951620}},
25637 {{-0.023021 , 0.868690 , -0.002132 },{ -0.289008 , -0.104375 , 0.951620}},
25638 {{-0.025484 , 0.868599 , -0.002890 },{ -0.292239 , -0.046771 , 0.955201}},
25639 {{-0.023021 , 0.868690 , -0.002132 },{ -0.292239 , -0.046771 , 0.955201}},
25640 {{-0.024024 , 0.869545 , -0.002397 },{ -0.292239 , -0.046771 , 0.955201}},
25641 {{-0.021974 , 0.870349 , -0.002458 },{ -0.061074 , 0.229441 , 0.971405}},
25642 {{-0.024024 , 0.869545 , -0.002397 },{ -0.061074 , 0.229441 , 0.971405}},
25643 {{-0.023021 , 0.868690 , -0.002132 },{ -0.061074 , 0.229441 , 0.971405}},
25644 {{-0.021974 , 0.870349 , -0.002458 },{ 0.141370 , 0.104235 , 0.984454}},
25645 {{-0.023021 , 0.868690 , -0.002132 },{ 0.141370 , 0.104235 , 0.984454}},
25646 {{-0.021358 , 0.868654 , -0.002367 },{ 0.141370 , 0.104235 , 0.984454}},
25647 {{-0.023021 , 0.868690 , -0.002132 },{ 0.130985 , -0.235505 , 0.963006}},
25648 {{-0.021886 , 0.867195 , -0.002652 },{ 0.130985 , -0.235505 , 0.963006}},
25649 {{-0.021358 , 0.868654 , -0.002367 },{ 0.130985 , -0.235505 , 0.963006}},
25650 {{-0.023021 , 0.868690 , -0.002132 },{ -0.020677 , -0.342405 , 0.939325}},
25651 {{-0.023847 , 0.867777 , -0.002483 },{ -0.020677 , -0.342405 , 0.939325}},
25652 {{-0.021886 , 0.867195 , -0.002652 },{ -0.020677 , -0.342405 , 0.939325}},
25653 {{-0.016614 , 0.830268 , -0.000758 },{ 0.743260 , -0.462253 , -0.483618}},
25654 {{-0.014403 , 0.829542 , 0.003334 },{ 0.743260 , -0.462253 , -0.483618}},
25655 {{-0.015774 , 0.829680 , 0.001095 },{ 0.743260 , -0.462253 , -0.483618}},
25656 {{-0.015774 , 0.829680 , 0.001095 },{ -0.840359 , -0.204520 , 0.501964}},
25657 {{-0.014403 , 0.829542 , 0.003334 },{ -0.840359 , -0.204520 , 0.501964}},
25658 {{-0.013648 , 0.830055 , 0.004807 },{ -0.840359 , -0.204520 , 0.501964}},
25659 {{-0.010658 , 0.829952 , 0.007959 },{ -0.564296 , -0.645895 , 0.514188}},
25660 {{-0.013648 , 0.830055 , 0.004807 },{ -0.564296 , -0.645895 , 0.514188}},
25661 {{-0.014403 , 0.829542 , 0.003334 },{ -0.564296 , -0.645895 , 0.514188}},
25662 {{-0.014403 , 0.829542 , 0.003334 },{ -0.695180 , -0.398539 , 0.598240}},
25663 {{-0.010445 , 0.828980 , 0.007559 },{ -0.695180 , -0.398539 , 0.598240}},
25664 {{-0.010658 , 0.829952 , 0.007959 },{ -0.695180 , -0.398539 , 0.598240}},
25665 {{-0.009944 , 0.827710 , 0.007313 },{ -0.696983 , -0.391345 , 0.600886}},
25666 {{-0.010445 , 0.828980 , 0.007559 },{ -0.696983 , -0.391345 , 0.600886}},
25667 {{-0.014403 , 0.829542 , 0.003334 },{ -0.696983 , -0.391345 , 0.600886}},
25668 {{-0.009944 , 0.827710 , 0.007313 },{ -0.692554 , -0.433732 , 0.576407}},
25669 {{-0.014403 , 0.829542 , 0.003334 },{ -0.692554 , -0.433732 , 0.576407}},
25670 {{-0.014689 , 0.828582 , 0.002268 },{ -0.692554 , -0.433732 , 0.576407}},
25671 {{-0.018193 , 0.829701 , -0.003216 },{ -0.833900 , -0.279820 , 0.475723}},
25672 {{-0.014689 , 0.828582 , 0.002268 },{ -0.833900 , -0.279820 , 0.475723}},
25673 {{-0.014403 , 0.829542 , 0.003334 },{ -0.833900 , -0.279820 , 0.475723}},
25674 {{-0.018193 , 0.829701 , -0.003216 },{ -0.843822 , 0.211042 , 0.493381}},
25675 {{-0.014403 , 0.829542 , 0.003334 },{ -0.843822 , 0.211042 , 0.493381}},
25676 {{-0.016614 , 0.830268 , -0.000758 },{ -0.843822 , 0.211042 , 0.493381}},
25677 {{0.003463 , 0.829682 , 0.008969 },{ -0.104525 , -0.118236 , 0.987469}},
25678 {{-0.002027 , 0.827236 , 0.008095 },{ -0.104525 , -0.118236 , 0.987469}},
25679 {{0.003038 , 0.827761 , 0.008694 },{ -0.104525 , -0.118236 , 0.987469}},
25680 {{0.003463 , 0.829682 , 0.008969 },{ 0.056488 , -0.445967 , 0.893265}},
25681 {{-0.003156 , 0.828439 , 0.008767 },{ 0.056488 , -0.445967 , 0.893265}},
25682 {{-0.002027 , 0.827236 , 0.008095 },{ 0.056488 , -0.445967 , 0.893265}},
25683 {{0.003038 , 0.827761 , 0.008694 },{ -0.095610 , -0.191991 , 0.976728}},
25684 {{-0.002027 , 0.827236 , 0.008095 },{ -0.095610 , -0.191991 , 0.976728}},
25685 {{0.001175 , 0.826140 , 0.008193 },{ -0.095610 , -0.191991 , 0.976728}},
25686 {{-0.002027 , 0.827236 , 0.008095 },{ -0.203959 , -0.521802 , 0.828326}},
25687 {{-0.001900 , 0.826072 , 0.007393 },{ -0.203959 , -0.521802 , 0.828326}},
25688 {{0.001175 , 0.826140 , 0.008193 },{ -0.203959 , -0.521802 , 0.828326}},
25689 {{-0.002027 , 0.827236 , 0.008095 },{ -0.196238 , -0.522006 , 0.830061}},
25690 {{-0.007059 , 0.826081 , 0.006179 },{ -0.196238 , -0.522006 , 0.830061}},
25691 {{-0.001900 , 0.826072 , 0.007393 },{ -0.196238 , -0.522006 , 0.830061}},
25692 {{-0.002027 , 0.827236 , 0.008095 },{ -0.121274 , -0.676547 , 0.726345}},
25693 {{-0.008449 , 0.826838 , 0.006652 },{ -0.121274 , -0.676547 , 0.726345}},
25694 {{-0.007059 , 0.826081 , 0.006179 },{ -0.121274 , -0.676547 , 0.726345}},
25695 {{-0.002027 , 0.827236 , 0.008095 },{ -0.111026 , -0.714168 , 0.691113}},
25696 {{-0.009944 , 0.827710 , 0.007313 },{ -0.111026 , -0.714168 , 0.691113}},
25697 {{-0.008449 , 0.826838 , 0.006652 },{ -0.111026 , -0.714168 , 0.691113}},
25698 {{-0.003156 , 0.828439 , 0.008767 },{ -0.114545 , -0.564231 , 0.817632}},
25699 {{-0.009944 , 0.827710 , 0.007313 },{ -0.114545 , -0.564231 , 0.817632}},
25700 {{-0.002027 , 0.827236 , 0.008095 },{ -0.114545 , -0.564231 , 0.817632}},
25701 {{-0.007059 , 0.826081 , 0.006179 },{ -0.387018 , -0.880902 , 0.272451}},
25702 {{-0.008449 , 0.826838 , 0.006652 },{ -0.387018 , -0.880902 , 0.272451}},
25703 {{-0.013002 , 0.827372 , 0.001911 },{ -0.387018 , -0.880902 , 0.272451}},
25704 {{-0.007059 , 0.826081 , 0.006179 },{ -0.492865 , -0.736336 , 0.463567}},
25705 {{-0.013002 , 0.827372 , 0.001911 },{ -0.492865 , -0.736336 , 0.463567}},
25706 {{-0.010769 , 0.826182 , 0.002395 },{ -0.492865 , -0.736336 , 0.463567}},
25707 {{-0.010769 , 0.826182 , 0.002395 },{ -0.491747 , -0.729293 , 0.475727}},
25708 {{-0.013002 , 0.827372 , 0.001911 },{ -0.491747 , -0.729293 , 0.475727}},
25709 {{-0.012975 , 0.826254 , 0.000225 },{ -0.491747 , -0.729293 , 0.475727}},
25710 {{-0.015850 , 0.827749 , -0.001931 },{ -0.644971 , -0.641619 , 0.415135}},
25711 {{-0.012975 , 0.826254 , 0.000225 },{ -0.644971 , -0.641619 , 0.415135}},
25712 {{-0.013002 , 0.827372 , 0.001911 },{ -0.644971 , -0.641619 , 0.415135}},
25713 {{-0.018193 , 0.829701 , -0.003216 },{ -0.702867 , -0.535251 , 0.468491}},
25714 {{-0.015850 , 0.827749 , -0.001931 },{ -0.702867 , -0.535251 , 0.468491}},
25715 {{-0.013002 , 0.827372 , 0.001911 },{ -0.702867 , -0.535251 , 0.468491}},
25716 {{-0.013002 , 0.827372 , 0.001911 },{ -0.547152 , -0.816798 , 0.182934}},
25717 {{-0.014689 , 0.828582 , 0.002268 },{ -0.547152 , -0.816798 , 0.182934}},
25718 {{-0.018193 , 0.829701 , -0.003216 },{ -0.547152 , -0.816798 , 0.182934}},
25719 {{-0.009944 , 0.827710 , 0.007313 },{ -0.501700 , -0.797983 , 0.333946}},
25720 {{-0.014689 , 0.828582 , 0.002268 },{ -0.501700 , -0.797983 , 0.333946}},
25721 {{-0.013002 , 0.827372 , 0.001911 },{ -0.501700 , -0.797983 , 0.333946}},
25722 {{-0.008449 , 0.826838 , 0.006652 },{ -0.390354 , -0.878339 , 0.275944}},
25723 {{-0.009944 , 0.827710 , 0.007313 },{ -0.390354 , -0.878339 , 0.275944}},
25724 {{-0.013002 , 0.827372 , 0.001911 },{ -0.390354 , -0.878339 , 0.275944}},
25725 {{-0.022954 , 0.869853 , -0.001412 },{ 0.124635 , 0.110390 , 0.986043}},
25726 {{-0.022674 , 0.868724 , -0.001321 },{ 0.124635 , 0.110390 , 0.986043}},
25727 {{-0.020749 , 0.868739 , -0.001566 },{ 0.124635 , 0.110390 , 0.986043}},
25728 {{-0.022954 , 0.869853 , -0.001412 },{ 0.124694 , 0.110510 , 0.986022}},
25729 {{-0.020749 , 0.868739 , -0.001566 },{ 0.124694 , 0.110510 , 0.986022}},
25730 {{-0.021234 , 0.870696 , -0.001724 },{ 0.124694 , 0.110510 , 0.986022}},
25731 {{-0.023709 , 0.870685 , -0.001729 },{ -0.003472 , 0.353301 , 0.935503}},
25732 {{-0.022954 , 0.869853 , -0.001412 },{ -0.003472 , 0.353301 , 0.935503}},
25733 {{-0.021234 , 0.870696 , -0.001724 },{ -0.003472 , 0.353301 , 0.935503}},
25734 {{-0.023709 , 0.870685 , -0.001729 },{ -0.003472 , 0.353279 , 0.935512}},
25735 {{-0.021234 , 0.870696 , -0.001724 },{ -0.003472 , 0.353279 , 0.935512}},
25736 {{-0.022542 , 0.872137 , -0.002273 },{ -0.003472 , 0.353279 , 0.935512}},
25737 {{-0.024737 , 0.870997 , -0.002186 },{ -0.223405 , 0.494293 , 0.840098}},
25738 {{-0.023709 , 0.870685 , -0.001729 },{ -0.223405 , 0.494293 , 0.840098}},
25739 {{-0.022542 , 0.872137 , -0.002273 },{ -0.223405 , 0.494293 , 0.840098}},
25740 {{-0.024737 , 0.870997 , -0.002186 },{ -0.223452 , 0.494377 , 0.840036}},
25741 {{-0.022542 , 0.872137 , -0.002273 },{ -0.223452 , 0.494377 , 0.840036}},
25742 {{-0.024323 , 0.872676 , -0.003064 },{ -0.223452 , 0.494377 , 0.840036}},
25743 {{-0.026100 , 0.872170 , -0.003887 },{ -0.477445 , 0.496481 , 0.724950}},
25744 {{-0.025763 , 0.870704 , -0.002661 },{ -0.477445 , 0.496481 , 0.724950}},
25745 {{-0.024737 , 0.870997 , -0.002186 },{ -0.477445 , 0.496481 , 0.724950}},
25746 {{-0.026100 , 0.872170 , -0.003887 },{ -0.477191 , 0.496752 , 0.724932}},
25747 {{-0.024737 , 0.870997 , -0.002186 },{ -0.477191 , 0.496752 , 0.724932}},
25748 {{-0.024323 , 0.872676 , -0.003064 },{ -0.477191 , 0.496752 , 0.724932}},
25749 {{-0.026511 , 0.869886 , -0.003026 },{ -0.696267 , 0.359486 , 0.621275}},
25750 {{-0.025763 , 0.870704 , -0.002661 },{ -0.696267 , 0.359486 , 0.621275}},
25751 {{-0.026100 , 0.872170 , -0.003887 },{ -0.696267 , 0.359486 , 0.621275}},
25752 {{-0.026511 , 0.869886 , -0.003026 },{ -0.696562 , 0.359427 , 0.620978}},
25753 {{-0.026100 , 0.872170 , -0.003887 },{ -0.696562 , 0.359427 , 0.620978}},
25754 {{-0.027396 , 0.870752 , -0.004520 },{ -0.696562 , 0.359427 , 0.620978}},
25755 {{-0.026782 , 0.868761 , -0.003184 },{ -0.822146 , 0.119883 , 0.556510}},
25756 {{-0.026511 , 0.869886 , -0.003026 },{ -0.822146 , 0.119883 , 0.556510}},
25757 {{-0.027396 , 0.870752 , -0.004520 },{ -0.822146 , 0.119883 , 0.556510}},
25758 {{-0.026782 , 0.868761 , -0.003184 },{ -0.822106 , 0.119929 , 0.556559}},
25759 {{-0.027396 , 0.870752 , -0.004520 },{ -0.822106 , 0.119929 , 0.556559}},
25760 {{-0.027865 , 0.868804 , -0.004793 },{ -0.822106 , 0.119929 , 0.556559}},
25761 {{-0.027380 , 0.866847 , -0.004635 },{ -0.820824 , -0.159364 , 0.548498}},
25762 {{-0.026502 , 0.867632 , -0.003093 },{ -0.820824 , -0.159364 , 0.548498}},
25763 {{-0.026782 , 0.868761 , -0.003184 },{ -0.820824 , -0.159364 , 0.548498}},
25764 {{-0.027380 , 0.866847 , -0.004635 },{ -0.820971 , -0.159190 , 0.548329}},
25765 {{-0.026782 , 0.868761 , -0.003184 },{ -0.820971 , -0.159190 , 0.548329}},
25766 {{-0.027865 , 0.868804 , -0.004793 },{ -0.820971 , -0.159190 , 0.548329}},
25767 {{-0.026072 , 0.865406 , -0.004086 },{ -0.693628 , -0.400954 , 0.598428}},
25768 {{-0.025747 , 0.866799 , -0.002776 },{ -0.693628 , -0.400954 , 0.598428}},
25769 {{-0.026502 , 0.867632 , -0.003093 },{ -0.693628 , -0.400954 , 0.598428}},
25770 {{-0.026072 , 0.865406 , -0.004086 },{ -0.693186 , -0.401064 , 0.598866}},
25771 {{-0.026502 , 0.867632 , -0.003093 },{ -0.693186 , -0.401064 , 0.598866}},
25772 {{-0.027380 , 0.866847 , -0.004635 },{ -0.693186 , -0.401064 , 0.598866}},
25773 {{-0.026072 , 0.865406 , -0.004086 },{ -0.472640 , -0.542585 , 0.694416}},
25774 {{-0.024291 , 0.864867 , -0.003295 },{ -0.472640 , -0.542585 , 0.694416}},
25775 {{-0.024718 , 0.866488 , -0.002319 },{ -0.472640 , -0.542585 , 0.694416}},
25776 {{-0.026072 , 0.865406 , -0.004086 },{ -0.472424 , -0.542808 , 0.694388}},
25777 {{-0.024718 , 0.866488 , -0.002319 },{ -0.472424 , -0.542808 , 0.694388}},
25778 {{-0.025747 , 0.866799 , -0.002776 },{ -0.472424 , -0.542808 , 0.694388}},
25779 {{-0.024718 , 0.866488 , -0.002319 },{ -0.219570 , -0.545013 , 0.809166}},
25780 {{-0.024291 , 0.864867 , -0.003295 },{ -0.219570 , -0.545013 , 0.809166}},
25781 {{-0.022514 , 0.865373 , -0.002472 },{ -0.219570 , -0.545013 , 0.809166}},
25782 {{-0.024718 , 0.866488 , -0.002319 },{ -0.219651 , -0.545157 , 0.809047}},
25783 {{-0.022514 , 0.865373 , -0.002472 },{ -0.219651 , -0.545157 , 0.809047}},
25784 {{-0.023693 , 0.866780 , -0.001844 },{ -0.219651 , -0.545157 , 0.809047}},
25785 {{-0.023693 , 0.866780 , -0.001844 },{ 0.000339 , -0.407340 , 0.913277}},
25786 {{-0.022514 , 0.865373 , -0.002472 },{ 0.000339 , -0.407340 , 0.913277}},
25787 {{-0.021218 , 0.866791 , -0.001840 },{ 0.000339 , -0.407340 , 0.913277}},
25788 {{-0.023693 , 0.866780 , -0.001844 },{ 0.000339 , -0.407317 , 0.913287}},
25789 {{-0.021218 , 0.866791 , -0.001840 },{ 0.000339 , -0.407317 , 0.913287}},
25790 {{-0.022944 , 0.867599 , -0.001479 },{ 0.000339 , -0.407317 , 0.913287}},
25791 {{-0.022944 , 0.867599 , -0.001479 },{ 0.125924 , -0.167843 , 0.977738}},
25792 {{-0.021218 , 0.866791 , -0.001840 },{ 0.125924 , -0.167843 , 0.977738}},
25793 {{-0.020749 , 0.868739 , -0.001566 },{ 0.125924 , -0.167843 , 0.977738}},
25794 {{-0.022944 , 0.867599 , -0.001479 },{ 0.125756 , -0.167514 , 0.977816}},
25795 {{-0.020749 , 0.868739 , -0.001566 },{ 0.125756 , -0.167514 , 0.977816}},
25796 {{-0.022674 , 0.868724 , -0.001321 },{ 0.125756 , -0.167514 , 0.977816}},
25797 {{0.009206 , 0.869454 , 0.016708 },{ 0.124584 , 0.110282 , 0.986061}},
25798 {{0.009486 , 0.868324 , 0.016799 },{ 0.124584 , 0.110282 , 0.986061}},
25799 {{0.011411 , 0.868340 , 0.016554 },{ 0.124584 , 0.110282 , 0.986061}},
25800 {{0.009206 , 0.869454 , 0.016708 },{ 0.124727 , 0.110572 , 0.986011}},
25801 {{0.011411 , 0.868340 , 0.016554 },{ 0.124727 , 0.110572 , 0.986011}},
25802 {{0.010926 , 0.870296 , 0.016396 },{ 0.124727 , 0.110572 , 0.986011}},
25803 {{0.008451 , 0.870286 , 0.016391 },{ -0.003319 , 0.353400 , 0.935466}},
25804 {{0.009206 , 0.869454 , 0.016708 },{ -0.003319 , 0.353400 , 0.935466}},
25805 {{0.010926 , 0.870296 , 0.016396 },{ -0.003319 , 0.353400 , 0.935466}},
25806 {{0.008451 , 0.870286 , 0.016391 },{ -0.003319 , 0.353183 , 0.935548}},
25807 {{0.010926 , 0.870296 , 0.016396 },{ -0.003319 , 0.353183 , 0.935548}},
25808 {{0.009618 , 0.871738 , 0.015847 },{ -0.003319 , 0.353183 , 0.935548}},
25809 {{0.007423 , 0.870598 , 0.015934 },{ -0.223439 , 0.494329 , 0.840068}},
25810 {{0.008451 , 0.870286 , 0.016391 },{ -0.223439 , 0.494329 , 0.840068}},
25811 {{0.009618 , 0.871738 , 0.015847 },{ -0.223439 , 0.494329 , 0.840068}},
25812 {{0.007423 , 0.870598 , 0.015934 },{ -0.223466 , 0.494378 , 0.840032}},
25813 {{0.009618 , 0.871738 , 0.015847 },{ -0.223466 , 0.494378 , 0.840032}},
25814 {{0.007837 , 0.872277 , 0.015056 },{ -0.223466 , 0.494378 , 0.840032}},
25815 {{0.006060 , 0.871770 , 0.014233 },{ -0.477395 , 0.496738 , 0.724808}},
25816 {{0.006397 , 0.870305 , 0.015459 },{ -0.477395 , 0.496738 , 0.724808}},
25817 {{0.007423 , 0.870598 , 0.015934 },{ -0.477395 , 0.496738 , 0.724808}},
25818 {{0.006060 , 0.871770 , 0.014233 },{ -0.477395 , 0.496737 , 0.724808}},
25819 {{0.007423 , 0.870598 , 0.015934 },{ -0.477395 , 0.496737 , 0.724808}},
25820 {{0.007837 , 0.872277 , 0.015056 },{ -0.477395 , 0.496737 , 0.724808}},
25821 {{0.005649 , 0.869487 , 0.015094 },{ -0.696346 , 0.359601 , 0.621119}},
25822 {{0.006397 , 0.870305 , 0.015459 },{ -0.696346 , 0.359601 , 0.621119}},
25823 {{0.006060 , 0.871770 , 0.014233 },{ -0.696346 , 0.359601 , 0.621119}},
25824 {{0.005649 , 0.869487 , 0.015094 },{ -0.696469 , 0.359577 , 0.620995}},
25825 {{0.006060 , 0.871770 , 0.014233 },{ -0.696469 , 0.359577 , 0.620995}},
25826 {{0.004764 , 0.870353 , 0.013600 },{ -0.696469 , 0.359577 , 0.620995}},
25827 {{0.005378 , 0.868362 , 0.014936 },{ -0.822149 , 0.119884 , 0.556506}},
25828 {{0.005649 , 0.869487 , 0.015094 },{ -0.822149 , 0.119884 , 0.556506}},
25829 {{0.004764 , 0.870353 , 0.013600 },{ -0.822149 , 0.119884 , 0.556506}},
25830 {{0.005378 , 0.868362 , 0.014936 },{ -0.822379 , 0.119622 , 0.556222}},
25831 {{0.004764 , 0.870353 , 0.013600 },{ -0.822379 , 0.119622 , 0.556222}},
25832 {{0.004296 , 0.868405 , 0.013327 },{ -0.822379 , 0.119622 , 0.556222}},
25833 {{0.004780 , 0.866448 , 0.013485 },{ -0.820918 , -0.159253 , 0.548390}},
25834 {{0.005658 , 0.867232 , 0.015027 },{ -0.820918 , -0.159253 , 0.548390}},
25835 {{0.005378 , 0.868362 , 0.014936 },{ -0.820918 , -0.159253 , 0.548390}},
25836 {{0.004780 , 0.866448 , 0.013485 },{ -0.821246 , -0.158864 , 0.548012}},
25837 {{0.005378 , 0.868362 , 0.014936 },{ -0.821246 , -0.158864 , 0.548012}},
25838 {{0.004296 , 0.868405 , 0.013327 },{ -0.821246 , -0.158864 , 0.548012}},
25839 {{0.006089 , 0.865007 , 0.014034 },{ -0.692946 , -0.401497 , 0.598855}},
25840 {{0.006414 , 0.866400 , 0.015344 },{ -0.692946 , -0.401497 , 0.598855}},
25841 {{0.005658 , 0.867232 , 0.015027 },{ -0.692946 , -0.401497 , 0.598855}},
25842 {{0.006089 , 0.865007 , 0.014034 },{ -0.693064 , -0.401467 , 0.598737}},
25843 {{0.005658 , 0.867232 , 0.015027 },{ -0.693064 , -0.401467 , 0.598737}},
25844 {{0.004780 , 0.866448 , 0.013485 },{ -0.693064 , -0.401467 , 0.598737}},
25845 {{0.006089 , 0.865007 , 0.014034 },{ -0.472864 , -0.542544 , 0.694295}},
25846 {{0.007870 , 0.864467 , 0.014825 },{ -0.472864 , -0.542544 , 0.694295}},
25847 {{0.007442 , 0.866089 , 0.015801 },{ -0.472864 , -0.542544 , 0.694295}},
25848 {{0.006089 , 0.865007 , 0.014034 },{ -0.472809 , -0.542601 , 0.694288}},
25849 {{0.007442 , 0.866089 , 0.015801 },{ -0.472809 , -0.542601 , 0.694288}},
25850 {{0.006414 , 0.866400 , 0.015344 },{ -0.472809 , -0.542601 , 0.694288}},
25851 {{0.007442 , 0.866089 , 0.015801 },{ -0.219087 , -0.544847 , 0.809409}},
25852 {{0.007870 , 0.864467 , 0.014825 },{ -0.219087 , -0.544847 , 0.809409}},
25853 {{0.009646 , 0.864974 , 0.015647 },{ -0.219087 , -0.544847 , 0.809409}},
25854 {{0.007442 , 0.866089 , 0.015801 },{ -0.219448 , -0.545487 , 0.808880}},
25855 {{0.009646 , 0.864974 , 0.015647 },{ -0.219448 , -0.545487 , 0.808880}},
25856 {{0.008467 , 0.866381 , 0.016276 },{ -0.219448 , -0.545487 , 0.808880}},
25857 {{0.008467 , 0.866381 , 0.016276 },{ 0.000166 , -0.408002 , 0.912981}},
25858 {{0.009646 , 0.864974 , 0.015647 },{ 0.000166 , -0.408002 , 0.912981}},
25859 {{0.010942 , 0.866391 , 0.016280 },{ 0.000166 , -0.408002 , 0.912981}},
25860 {{0.008467 , 0.866381 , 0.016276 },{ 0.000164 , -0.407604 , 0.913159}},
25861 {{0.010942 , 0.866391 , 0.016280 },{ 0.000164 , -0.407604 , 0.913159}},
25862 {{0.009216 , 0.867199 , 0.016641 },{ 0.000164 , -0.407604 , 0.913159}},
25863 {{0.009216 , 0.867199 , 0.016641 },{ 0.125958 , -0.167766 , 0.977747}},
25864 {{0.010942 , 0.866391 , 0.016280 },{ 0.125958 , -0.167766 , 0.977747}},
25865 {{0.011411 , 0.868340 , 0.016554 },{ 0.125958 , -0.167766 , 0.977747}},
25866 {{0.009216 , 0.867199 , 0.016641 },{ 0.125838 , -0.167532 , 0.977803}},
25867 {{0.011411 , 0.868340 , 0.016554 },{ 0.125838 , -0.167532 , 0.977803}},
25868 {{0.009486 , 0.868324 , 0.016799 },{ 0.125838 , -0.167532 , 0.977803}},
25869 {{0.008451 , 0.870286 , 0.016391 },{ -0.299352 , 0.090258 , 0.949864}},
25870 {{0.007278 , 0.868332 , 0.016207 },{ -0.299352 , 0.090258 , 0.949864}},
25871 {{0.009206 , 0.869454 , 0.016708 },{ -0.299352 , 0.090258 , 0.949864}},
25872 {{0.009206 , 0.869454 , 0.016708 },{ -0.258900 , 0.013627 , 0.965808}},
25873 {{0.007278 , 0.868332 , 0.016207 },{ -0.258900 , 0.013627 , 0.965808}},
25874 {{0.009486 , 0.868324 , 0.016799 },{ -0.258900 , 0.013627 , 0.965808}},
25875 {{0.007423 , 0.870598 , 0.015934 },{ -0.368195 , 0.134398 , 0.919984}},
25876 {{0.007278 , 0.868332 , 0.016207 },{ -0.368195 , 0.134398 , 0.919984}},
25877 {{0.008451 , 0.870286 , 0.016391 },{ -0.368195 , 0.134398 , 0.919984}},
25878 {{0.007423 , 0.870598 , 0.015934 },{ -0.447786 , 0.135140 , 0.883869}},
25879 {{0.006397 , 0.870305 , 0.015459 },{ -0.447786 , 0.135140 , 0.883869}},
25880 {{0.007278 , 0.868332 , 0.016207 },{ -0.447786 , 0.135140 , 0.883869}},
25881 {{0.006397 , 0.870305 , 0.015459 },{ -0.516325 , 0.092231 , 0.851412}},
25882 {{0.005649 , 0.869487 , 0.015094 },{ -0.516325 , 0.092231 , 0.851412}},
25883 {{0.007278 , 0.868332 , 0.016207 },{ -0.516325 , 0.092231 , 0.851412}},
25884 {{0.005649 , 0.869487 , 0.015094 },{ -0.555743 , 0.017138 , 0.831177}},
25885 {{0.005378 , 0.868362 , 0.014936 },{ -0.555743 , 0.017138 , 0.831177}},
25886 {{0.007278 , 0.868332 , 0.016207 },{ -0.555743 , 0.017138 , 0.831177}},
25887 {{0.005378 , 0.868362 , 0.014936 },{ -0.555385 , -0.070894 , 0.828566}},
25888 {{0.005658 , 0.867232 , 0.015027 },{ -0.555385 , -0.070894 , 0.828566}},
25889 {{0.007278 , 0.868332 , 0.016207 },{ -0.555385 , -0.070894 , 0.828566}},
25890 {{0.007278 , 0.868332 , 0.016207 },{ -0.515410 , -0.146648 , 0.844303}},
25891 {{0.005658 , 0.867232 , 0.015027 },{ -0.515410 , -0.146648 , 0.844303}},
25892 {{0.006414 , 0.866400 , 0.015344 },{ -0.515410 , -0.146648 , 0.844303}},
25893 {{0.007278 , 0.868332 , 0.016207 },{ -0.446396 , -0.190884 , 0.874239}},
25894 {{0.006414 , 0.866400 , 0.015344 },{ -0.446396 , -0.190884 , 0.874239}},
25895 {{0.007442 , 0.866089 , 0.015801 },{ -0.446396 , -0.190884 , 0.874239}},
25896 {{0.007278 , 0.868332 , 0.016207 },{ -0.367212 , -0.191602 , 0.910189}},
25897 {{0.007442 , 0.866089 , 0.015801 },{ -0.367212 , -0.191602 , 0.910189}},
25898 {{0.008467 , 0.866381 , 0.016276 },{ -0.367212 , -0.191602 , 0.910189}},
25899 {{0.007278 , 0.868332 , 0.016207 },{ -0.297792 , -0.148132 , 0.943068}},
25900 {{0.008467 , 0.866381 , 0.016276 },{ -0.297792 , -0.148132 , 0.943068}},
25901 {{0.009216 , 0.867199 , 0.016641 },{ -0.297792 , -0.148132 , 0.943068}},
25902 {{0.007278 , 0.868332 , 0.016207 },{ -0.258521 , -0.073236 , 0.963225}},
25903 {{0.009216 , 0.867199 , 0.016641 },{ -0.258521 , -0.073236 , 0.963225}},
25904 {{0.009486 , 0.868324 , 0.016799 },{ -0.258521 , -0.073236 , 0.963225}},
25905 {{-0.022954 , 0.869853 , -0.001412 },{ -0.258899 , 0.013638 , 0.965808}},
25906 {{-0.024882 , 0.868732 , -0.001913 },{ -0.258899 , 0.013638 , 0.965808}},
25907 {{-0.022674 , 0.868724 , -0.001321 },{ -0.258899 , 0.013638 , 0.965808}},
25908 {{-0.023709 , 0.870685 , -0.001729 },{ -0.299325 , 0.090290 , 0.949870}},
25909 {{-0.024882 , 0.868732 , -0.001913 },{ -0.299325 , 0.090290 , 0.949870}},
25910 {{-0.022954 , 0.869853 , -0.001412 },{ -0.299325 , 0.090290 , 0.949870}},
25911 {{-0.024737 , 0.870997 , -0.002186 },{ -0.368164 , 0.134452 , 0.919988}},
25912 {{-0.024882 , 0.868732 , -0.001913 },{ -0.368164 , 0.134452 , 0.919988}},
25913 {{-0.023709 , 0.870685 , -0.001729 },{ -0.368164 , 0.134452 , 0.919988}},
25914 {{-0.024737 , 0.870997 , -0.002186 },{ -0.447809 , 0.135195 , 0.883849}},
25915 {{-0.025763 , 0.870704 , -0.002661 },{ -0.447809 , 0.135195 , 0.883849}},
25916 {{-0.024882 , 0.868732 , -0.001913 },{ -0.447809 , 0.135195 , 0.883849}},
25917 {{-0.025763 , 0.870704 , -0.002661 },{ -0.516346 , 0.092265 , 0.851395}},
25918 {{-0.026511 , 0.869886 , -0.003026 },{ -0.516346 , 0.092265 , 0.851395}},
25919 {{-0.024882 , 0.868732 , -0.001913 },{ -0.516346 , 0.092265 , 0.851395}},
25920 {{-0.026511 , 0.869886 , -0.003026 },{ -0.555750 , 0.017140 , 0.831173}},
25921 {{-0.026782 , 0.868761 , -0.003184 },{ -0.555750 , 0.017140 , 0.831173}},
25922 {{-0.024882 , 0.868732 , -0.001913 },{ -0.555750 , 0.017140 , 0.831173}},
25923 {{-0.026782 , 0.868761 , -0.003184 },{ -0.555358 , -0.070949 , 0.828580}},
25924 {{-0.026502 , 0.867632 , -0.003093 },{ -0.555358 , -0.070949 , 0.828580}},
25925 {{-0.024882 , 0.868732 , -0.001913 },{ -0.555358 , -0.070949 , 0.828580}},
25926 {{-0.024882 , 0.868732 , -0.001913 },{ -0.515694 , -0.146139 , 0.844218}},
25927 {{-0.026502 , 0.867632 , -0.003093 },{ -0.515694 , -0.146139 , 0.844218}},
25928 {{-0.025747 , 0.866799 , -0.002776 },{ -0.515694 , -0.146139 , 0.844218}},
25929 {{-0.024882 , 0.868732 , -0.001913 },{ -0.446021 , -0.190813 , 0.874446}},
25930 {{-0.025747 , 0.866799 , -0.002776 },{ -0.446021 , -0.190813 , 0.874446}},
25931 {{-0.024718 , 0.866488 , -0.002319 },{ -0.446021 , -0.190813 , 0.874446}},
25932 {{-0.024882 , 0.868732 , -0.001913 },{ -0.367246 , -0.191523 , 0.910192}},
25933 {{-0.024718 , 0.866488 , -0.002319 },{ -0.367246 , -0.191523 , 0.910192}},
25934 {{-0.023693 , 0.866780 , -0.001844 },{ -0.367246 , -0.191523 , 0.910192}},
25935 {{-0.024882 , 0.868732 , -0.001913 },{ -0.297733 , -0.148018 , 0.943104}},
25936 {{-0.023693 , 0.866780 , -0.001844 },{ -0.297733 , -0.148018 , 0.943104}},
25937 {{-0.022944 , 0.867599 , -0.001479 },{ -0.297733 , -0.148018 , 0.943104}},
25938 {{-0.024882 , 0.868732 , -0.001913 },{ -0.258521 , -0.073236 , 0.963225}},
25939 {{-0.022944 , 0.867599 , -0.001479 },{ -0.258521 , -0.073236 , 0.963225}},
25940 {{-0.022674 , 0.868724 , -0.001321 },{ -0.258521 , -0.073236 , 0.963225}},
25941 {{-0.007996 , 0.825886 , 0.016939 },{ -0.171367 , 0.853477 , 0.492148}},
25942 {{-0.012051 , 0.825784 , 0.015704 },{ -0.171367 , 0.853477 , 0.492148}},
25943 {{-0.013055 , 0.824571 , 0.017458 },{ -0.171367 , 0.853477 , 0.492148}},
25944 {{-0.007996 , 0.825886 , 0.016939 },{ -0.161561 , 0.831369 , 0.531717}},
25945 {{-0.013055 , 0.824571 , 0.017458 },{ -0.161561 , 0.831369 , 0.531717}},
25946 {{-0.008120 , 0.824515 , 0.019045 },{ -0.161561 , 0.831369 , 0.531717}},
25947 {{-0.007996 , 0.825886 , 0.016939 },{ -0.065016 , 0.989149 , 0.131745}},
25948 {{-0.010484 , 0.826256 , 0.012933 },{ -0.065016 , 0.989149 , 0.131745}},
25949 {{-0.012051 , 0.825784 , 0.015704 },{ -0.065016 , 0.989149 , 0.131745}},
25950 {{-0.007134 , 0.826472 , 0.013807 },{ -0.103826 , 0.982408 , 0.155226}},
25951 {{-0.010484 , 0.826256 , 0.012933 },{ -0.103826 , 0.982408 , 0.155226}},
25952 {{-0.007996 , 0.825886 , 0.016939 },{ -0.103826 , 0.982408 , 0.155226}},
25953 {{-0.002997 , 0.826850 , 0.013843 },{ -0.091196 , 0.983085 , 0.158828}},
25954 {{-0.007134 , 0.826472 , 0.013807 },{ -0.091196 , 0.983085 , 0.158828}},
25955 {{-0.007996 , 0.825886 , 0.016939 },{ -0.091196 , 0.983085 , 0.158828}},
25956 {{-0.002997 , 0.826850 , 0.013843 },{ -0.054215 , 0.974889 , 0.215989}},
25957 {{-0.007996 , 0.825886 , 0.016939 },{ -0.054215 , 0.974889 , 0.215989}},
25958 {{-0.003631 , 0.826119 , 0.016983 },{ -0.054215 , 0.974889 , 0.215989}},
25959 {{-0.002903 , 0.824699 , 0.018931 },{ -0.048666 , 0.798383 , 0.600180}},
25960 {{-0.003631 , 0.826119 , 0.016983 },{ -0.048666 , 0.798383 , 0.600180}},
25961 {{-0.007996 , 0.825886 , 0.016939 },{ -0.048666 , 0.798383 , 0.600180}},
25962 {{-0.002903 , 0.824699 , 0.018931 },{ -0.017666 , 0.838401 , 0.544767}},
25963 {{-0.007996 , 0.825886 , 0.016939 },{ -0.017666 , 0.838401 , 0.544767}},
25964 {{-0.008120 , 0.824515 , 0.019045 },{ -0.017666 , 0.838401 , 0.544767}},
25965 {{-0.006837 , 0.832817 , 0.017022 },{ -0.134710 , -0.687582 , 0.713501}},
25966 {{-0.010674 , 0.832421 , 0.015916 },{ -0.134710 , -0.687582 , 0.713501}},
25967 {{-0.004194 , 0.830892 , 0.015666 },{ -0.134710 , -0.687582 , 0.713501}},
25968 {{-0.010674 , 0.832421 , 0.015916 },{ -0.094769 , -0.538541 , 0.837253}},
25969 {{-0.009264 , 0.831195 , 0.015287 },{ -0.094769 , -0.538541 , 0.837253}},
25970 {{-0.004194 , 0.830892 , 0.015666 },{ -0.094769 , -0.538541 , 0.837253}},
25971 {{-0.010674 , 0.832421 , 0.015916 },{ -0.235944 , -0.644491 , 0.727298}},
25972 {{-0.013881 , 0.831100 , 0.013705 },{ -0.235944 , -0.644491 , 0.727298}},
25973 {{-0.009264 , 0.831195 , 0.015287 },{ -0.235944 , -0.644491 , 0.727298}},
25974 {{-0.010674 , 0.832421 , 0.015916 },{ -0.370461 , -0.455498 , 0.809494}},
25975 {{-0.014047 , 0.831786 , 0.014015 },{ -0.370461 , -0.455498 , 0.809494}},
25976 {{-0.013881 , 0.831100 , 0.013705 },{ -0.370461 , -0.455498 , 0.809494}},
25977 {{-0.013757 , 0.833442 , 0.013536 },{ -0.510173 , 0.320222 , 0.798236}},
25978 {{-0.014047 , 0.831786 , 0.014015 },{ -0.510173 , 0.320222 , 0.798236}},
25979 {{-0.010674 , 0.832421 , 0.015916 },{ -0.510173 , 0.320222 , 0.798236}},
25980 {{-0.011001 , 0.834459 , 0.015665 },{ -0.611197 , -0.000589 , 0.791478}},
25981 {{-0.013757 , 0.833442 , 0.013536 },{ -0.611197 , -0.000589 , 0.791478}},
25982 {{-0.010674 , 0.832421 , 0.015916 },{ -0.611197 , -0.000589 , 0.791478}},
25983 {{-0.011001 , 0.834459 , 0.015665 },{ -0.366691 , 0.055541 , 0.928684}},
25984 {{-0.010674 , 0.832421 , 0.015916 },{ -0.366691 , 0.055541 , 0.928684}},
25985 {{-0.007261 , 0.834371 , 0.017147 },{ -0.366691 , 0.055541 , 0.928684}},
25986 {{-0.007261 , 0.834371 , 0.017147 },{ -0.259837 , -0.147649 , 0.954298}},
25987 {{-0.010674 , 0.832421 , 0.015916 },{ -0.259837 , -0.147649 , 0.954298}},
25988 {{-0.006837 , 0.832817 , 0.017022 },{ -0.259837 , -0.147649 , 0.954298}},
25989 {{0.003305 , 0.828495 , 0.010792 },{ 0.107270 , -0.764696 , -0.635400}},
25990 {{0.001702 , 0.829323 , 0.009525 },{ 0.107270 , -0.764696 , -0.635400}},
25991 {{0.002446 , 0.829832 , 0.009038 },{ 0.107270 , -0.764696 , -0.635400}},
25992 {{0.003305 , 0.828495 , 0.010792 },{ 0.117003 , -0.761391 , -0.637647}},
25993 {{0.002446 , 0.829832 , 0.009038 },{ 0.117003 , -0.761391 , -0.637647}},
25994 {{0.004331 , 0.828981 , 0.010400 },{ 0.117003 , -0.761391 , -0.637647}},
25995 {{0.007020 , 0.826795 , 0.014010 },{ 0.149471 , -0.792516 , -0.591251}},
25996 {{0.003305 , 0.828495 , 0.010792 },{ 0.149471 , -0.792516 , -0.591251}},
25997 {{0.004331 , 0.828981 , 0.010400 },{ 0.149471 , -0.792516 , -0.591251}},
25998 {{0.007020 , 0.826795 , 0.014010 },{ -0.163889 , -0.893172 , -0.418789}},
25999 {{0.004331 , 0.828981 , 0.010400 },{ -0.163889 , -0.893172 , -0.418789}},
26000 {{0.005487 , 0.828496 , 0.010982 },{ -0.163889 , -0.893172 , -0.418789}},
26001 {{0.004331 , 0.828981 , 0.010400 },{ -0.159901 , -0.921340 , -0.354350}},
26002 {{0.002446 , 0.829832 , 0.009038 },{ -0.159901 , -0.921340 , -0.354350}},
26003 {{0.003463 , 0.829682 , 0.008969 },{ -0.159901 , -0.921340 , -0.354350}},
26004 {{0.004331 , 0.828981 , 0.010400 },{ -0.229482 , -0.921822 , -0.312381}},
26005 {{0.003463 , 0.829682 , 0.008969 },{ -0.229482 , -0.921822 , -0.312381}},
26006 {{0.005487 , 0.828496 , 0.010982 },{ -0.229482 , -0.921822 , -0.312381}},
26007 {{-0.004194 , 0.830892 , 0.015666 },{ -0.124072 , -0.699976 , 0.703307}},
26008 {{0.000910 , 0.829501 , 0.015182 },{ -0.124072 , -0.699976 , 0.703307}},
26009 {{-0.002083 , 0.831385 , 0.016529 },{ -0.124072 , -0.699976 , 0.703307}},
26010 {{-0.004194 , 0.830892 , 0.015666 },{ -0.132388 , -0.685863 , 0.715588}},
26011 {{-0.002083 , 0.831385 , 0.016529 },{ -0.132388 , -0.685863 , 0.715588}},
26012 {{-0.006837 , 0.832817 , 0.017022 },{ -0.132388 , -0.685863 , 0.715588}},
26013 {{-0.007261 , 0.834371 , 0.017147 },{ 0.086130 , -0.056506 , 0.994680}},
26014 {{-0.006837 , 0.832817 , 0.017022 },{ 0.086130 , -0.056506 , 0.994680}},
26015 {{-0.002083 , 0.831385 , 0.016529 },{ 0.086130 , -0.056506 , 0.994680}},
26016 {{-0.007261 , 0.834371 , 0.017147 },{ -0.003756 , -0.208906 , 0.977929}},
26017 {{-0.002083 , 0.831385 , 0.016529 },{ -0.003756 , -0.208906 , 0.977929}},
26018 {{-0.000468 , 0.831253 , 0.016507 },{ -0.003756 , -0.208906 , 0.977929}},
26019 {{-0.002083 , 0.831385 , 0.016529 },{ -0.031635 , -0.528357 , 0.848433}},
26020 {{0.007020 , 0.826795 , 0.014010 },{ -0.031635 , -0.528357 , 0.848433}},
26021 {{-0.000468 , 0.831253 , 0.016507 },{ -0.031635 , -0.528357 , 0.848433}},
26022 {{0.007020 , 0.826795 , 0.014010 },{ -0.239516 , -0.787020 , 0.568534}},
26023 {{-0.002083 , 0.831385 , 0.016529 },{ -0.239516 , -0.787020 , 0.568534}},
26024 {{0.000910 , 0.829501 , 0.015182 },{ -0.239516 , -0.787020 , 0.568534}},
26025 {{-0.000293 , 0.826628 , 0.010628 },{ -0.171059 , 0.962553 , -0.210309}},
26026 {{-0.004646 , 0.825854 , 0.010626 },{ -0.171059 , 0.962553 , -0.210309}},
26027 {{-0.002997 , 0.826850 , 0.013843 },{ -0.171059 , 0.962553 , -0.210309}},
26028 {{-0.002997 , 0.826850 , 0.013843 },{ -0.085796 , 0.963325 , -0.254253}},
26029 {{-0.004646 , 0.825854 , 0.010626 },{ -0.085796 , 0.963325 , -0.254253}},
26030 {{-0.007134 , 0.826472 , 0.013807 },{ -0.085796 , 0.963325 , -0.254253}},
26031 {{-0.008683 , 0.825541 , 0.009721 },{ -0.005429 , 0.975439 , -0.220203}},
26032 {{-0.010484 , 0.826256 , 0.012933 },{ -0.005429 , 0.975439 , -0.220203}},
26033 {{-0.007134 , 0.826472 , 0.013807 },{ -0.005429 , 0.975439 , -0.220203}},
26034 {{-0.008683 , 0.825541 , 0.009721 },{ -0.028253 , 0.976887 , -0.211880}},
26035 {{-0.007134 , 0.826472 , 0.013807 },{ -0.028253 , 0.976887 , -0.211880}},
26036 {{-0.004646 , 0.825854 , 0.010626 },{ -0.028253 , 0.976887 , -0.211880}},
26037 {{-0.007271 , 0.824790 , 0.007198 },{ -0.009195 , 0.956980 , -0.290009}},
26038 {{-0.008683 , 0.825541 , 0.009721 },{ -0.009195 , 0.956980 , -0.290009}},
26039 {{-0.004646 , 0.825854 , 0.010626 },{ -0.009195 , 0.956980 , -0.290009}},
26040 {{-0.007271 , 0.824790 , 0.007198 },{ 0.004158 , 0.954134 , -0.299351}},
26041 {{-0.004646 , 0.825854 , 0.010626 },{ 0.004158 , 0.954134 , -0.299351}},
26042 {{-0.002657 , 0.825082 , 0.008193 },{ 0.004158 , 0.954134 , -0.299351}},
26043 {{0.001175 , 0.826140 , 0.008193 },{ -0.235787 , 0.854019 , -0.463741}},
26044 {{-0.002657 , 0.825082 , 0.008193 },{ -0.235787 , 0.854019 , -0.463741}},
26045 {{-0.004646 , 0.825854 , 0.010626 },{ -0.235787 , 0.854019 , -0.463741}},
26046 {{0.001175 , 0.826140 , 0.008193 },{ -0.167426 , 0.942327 , -0.289806}},
26047 {{-0.004646 , 0.825854 , 0.010626 },{ -0.167426 , 0.942327 , -0.289806}},
26048 {{-0.000293 , 0.826628 , 0.010628 },{ -0.167426 , 0.942327 , -0.289806}},
26049 {{0.007020 , 0.826795 , 0.014010 },{ -0.351500 , 0.728935 , 0.587453}},
26050 {{0.005487 , 0.828496 , 0.010982 },{ -0.351500 , 0.728935 , 0.587453}},
26051 {{0.003516 , 0.827610 , 0.010902 },{ -0.351500 , 0.728935 , 0.587453}},
26052 {{0.007020 , 0.826795 , 0.014010 },{ 0.035581 , 0.975791 , 0.215794}},
26053 {{0.003516 , 0.827610 , 0.010902 },{ 0.035581 , 0.975791 , 0.215794}},
26054 {{0.001842 , 0.827043 , 0.013742 },{ 0.035581 , 0.975791 , 0.215794}},
26055 {{0.003516 , 0.827610 , 0.010902 },{ -0.035590 , 0.983845 , 0.175451}},
26056 {{-0.002997 , 0.826850 , 0.013843 },{ -0.035590 , 0.983845 , 0.175451}},
26057 {{0.001842 , 0.827043 , 0.013742 },{ -0.035590 , 0.983845 , 0.175451}},
26058 {{0.003516 , 0.827610 , 0.010902 },{ -0.224334 , 0.940930 , -0.253623}},
26059 {{-0.000293 , 0.826628 , 0.010628 },{ -0.224334 , 0.940930 , -0.253623}},
26060 {{-0.002997 , 0.826850 , 0.013843 },{ -0.224334 , 0.940930 , -0.253623}},
26061 {{0.003516 , 0.827610 , 0.010902 },{ -0.215592 , 0.924208 , -0.315213}},
26062 {{0.001175 , 0.826140 , 0.008193 },{ -0.215592 , 0.924208 , -0.315213}},
26063 {{-0.000293 , 0.826628 , 0.010628 },{ -0.215592 , 0.924208 , -0.315213}},
26064 {{0.003516 , 0.827610 , 0.010902 },{ -0.673122 , 0.713493 , 0.194508}},
26065 {{0.003038 , 0.827761 , 0.008694 },{ -0.673122 , 0.713493 , 0.194508}},
26066 {{0.001175 , 0.826140 , 0.008193 },{ -0.673122 , 0.713493 , 0.194508}},
26067 {{0.003038 , 0.827761 , 0.008694 },{ -0.958660 , 0.180615 , 0.219886}},
26068 {{0.003516 , 0.827610 , 0.010902 },{ -0.958660 , 0.180615 , 0.219886}},
26069 {{0.003463 , 0.829682 , 0.008969 },{ -0.958660 , 0.180615 , 0.219886}},
26070 {{0.003463 , 0.829682 , 0.008969 },{ -0.317154 , 0.642592 , 0.697488}},
26071 {{0.003516 , 0.827610 , 0.010902 },{ -0.317154 , 0.642592 , 0.697488}},
26072 {{0.005487 , 0.828496 , 0.010982 },{ -0.317154 , 0.642592 , 0.697488}},
26073 {{-0.002903 , 0.824699 , 0.018931 },{ 0.293481 , 0.014729 , 0.955852}},
26074 {{-0.003493 , 0.822762 , 0.019142 },{ 0.293481 , 0.014729 , 0.955852}},
26075 {{0.000692 , 0.823739 , 0.017842 },{ 0.293481 , 0.014729 , 0.955852}},
26076 {{0.001861 , 0.825366 , 0.017223 },{ 0.318736 , 0.128283 , 0.939122}},
26077 {{-0.002903 , 0.824699 , 0.018931 },{ 0.318736 , 0.128283 , 0.939122}},
26078 {{0.000692 , 0.823739 , 0.017842 },{ 0.318736 , 0.128283 , 0.939122}},
26079 {{0.000692 , 0.823739 , 0.017842 },{ 0.559858 , -0.133971 , 0.817686}},
26080 {{0.002352 , 0.823358 , 0.016643 },{ 0.559858 , -0.133971 , 0.817686}},
26081 {{0.007020 , 0.826795 , 0.014010 },{ 0.559858 , -0.133971 , 0.817686}},
26082 {{0.000692 , 0.823739 , 0.017842 },{ 0.541273 , -0.070117 , 0.837918}},
26083 {{0.007020 , 0.826795 , 0.014010 },{ 0.541273 , -0.070117 , 0.837918}},
26084 {{0.001861 , 0.825366 , 0.017223 },{ 0.541273 , -0.070117 , 0.837918}},
26085 {{0.000692 , 0.823739 , 0.017842 },{ 0.428058 , -0.501341 , 0.751947}},
26086 {{-0.002920 , 0.820511 , 0.017746 },{ 0.428058 , -0.501341 , 0.751947}},
26087 {{0.002352 , 0.823358 , 0.016643 },{ 0.428058 , -0.501341 , 0.751947}},
26088 {{0.000692 , 0.823739 , 0.017842 },{ 0.357527 , -0.424791 , 0.831702}},
26089 {{-0.003493 , 0.822762 , 0.019142 },{ 0.357527 , -0.424791 , 0.831702}},
26090 {{-0.002920 , 0.820511 , 0.017746 },{ 0.357527 , -0.424791 , 0.831702}},
26091 {{-0.013165 , 0.823063 , 0.017621 },{ -0.297565 , 0.103076 , 0.949121}},
26092 {{-0.008396 , 0.822779 , 0.019147 },{ -0.297565 , 0.103076 , 0.949121}},
26093 {{-0.008120 , 0.824515 , 0.019045 },{ -0.297565 , 0.103076 , 0.949121}},
26094 {{-0.013165 , 0.823063 , 0.017621 },{ -0.302492 , 0.124213 , 0.945024}},
26095 {{-0.008120 , 0.824515 , 0.019045 },{ -0.302492 , 0.124213 , 0.945024}},
26096 {{-0.013055 , 0.824571 , 0.017458 },{ -0.302492 , 0.124213 , 0.945024}},
26097 {{-0.008396 , 0.822779 , 0.019147 },{ 0.001389 , 0.107870 , 0.994164}},
26098 {{-0.003493 , 0.822762 , 0.019142 },{ 0.001389 , 0.107870 , 0.994164}},
26099 {{-0.002903 , 0.824699 , 0.018931 },{ 0.001389 , 0.107870 , 0.994164}},
26100 {{-0.008396 , 0.822779 , 0.019147 },{ 0.019856 , 0.055497 , 0.998261}},
26101 {{-0.002903 , 0.824699 , 0.018931 },{ 0.019856 , 0.055497 , 0.998261}},
26102 {{-0.008120 , 0.824515 , 0.019045 },{ 0.019856 , 0.055497 , 0.998261}},
26103 {{-0.008396 , 0.822779 , 0.019147 },{ -0.000966 , -0.527225 , 0.849725}},
26104 {{-0.002920 , 0.820511 , 0.017746 },{ -0.000966 , -0.527225 , 0.849725}},
26105 {{-0.003493 , 0.822762 , 0.019142 },{ -0.000966 , -0.527225 , 0.849725}},
26106 {{-0.008396 , 0.822779 , 0.019147 },{ -0.037683 , -0.589441 , 0.806932}},
26107 {{-0.008349 , 0.820728 , 0.017651 },{ -0.037683 , -0.589441 , 0.806932}},
26108 {{-0.002920 , 0.820511 , 0.017746 },{ -0.037683 , -0.589441 , 0.806932}},
26109 {{-0.008396 , 0.822779 , 0.019147 },{ -0.307873 , -0.565268 , 0.765302}},
26110 {{-0.012486 , 0.821255 , 0.016376 },{ -0.307873 , -0.565268 , 0.765302}},
26111 {{-0.008349 , 0.820728 , 0.017651 },{ -0.307873 , -0.565268 , 0.765302}},
26112 {{-0.013165 , 0.823063 , 0.017621 },{ -0.273643 , -0.613111 , 0.741090}},
26113 {{-0.012486 , 0.821255 , 0.016376 },{ -0.273643 , -0.613111 , 0.741090}},
26114 {{-0.008396 , 0.822779 , 0.019147 },{ -0.273643 , -0.613111 , 0.741090}},
26115 {{-0.001827 , 0.829769 , 0.008936 },{ -0.060995 , -0.958508 , -0.278465}},
26116 {{-0.003488 , 0.829497 , 0.010236 },{ -0.060995 , -0.958508 , -0.278465}},
26117 {{-0.007614 , 0.829845 , 0.009942 },{ -0.060995 , -0.958508 , -0.278465}},
26118 {{-0.001827 , 0.829769 , 0.008936 },{ -0.040589 , -0.986449 , -0.158966}},
26119 {{-0.007614 , 0.829845 , 0.009942 },{ -0.040589 , -0.986449 , -0.158966}},
26120 {{-0.006411 , 0.829966 , 0.008884 },{ -0.040589 , -0.986449 , -0.158966}},
26121 {{-0.006411 , 0.829966 , 0.008884 },{ 0.022503 , -0.995840 , -0.088302}},
26122 {{-0.007614 , 0.829845 , 0.009942 },{ 0.022503 , -0.995840 , -0.088302}},
26123 {{-0.010658 , 0.829952 , 0.007959 },{ 0.022503 , -0.995840 , -0.088302}},
26124 {{-0.007614 , 0.829845 , 0.009942 },{ -0.015522 , -0.999426 , -0.030126}},
26125 {{-0.011291 , 0.829928 , 0.009082 },{ -0.015522 , -0.999426 , -0.030126}},
26126 {{-0.010658 , 0.829952 , 0.007959 },{ -0.015522 , -0.999426 , -0.030126}},
26127 {{-0.008381 , 0.829715 , 0.011628 },{ 0.014788 , -0.994863 , -0.100144}},
26128 {{-0.012177 , 0.829757 , 0.010650 },{ 0.014788 , -0.994863 , -0.100144}},
26129 {{-0.011291 , 0.829928 , 0.009082 },{ 0.014788 , -0.994863 , -0.100144}},
26130 {{-0.008381 , 0.829715 , 0.011628 },{ -0.004097 , -0.996888 , -0.078728}},
26131 {{-0.011291 , 0.829928 , 0.009082 },{ -0.004097 , -0.996888 , -0.078728}},
26132 {{-0.007614 , 0.829845 , 0.009942 },{ -0.004097 , -0.996888 , -0.078728}},
26133 {{-0.003857 , 0.829377 , 0.011936 },{ -0.066843 , -0.992021 , -0.106897}},
26134 {{-0.008381 , 0.829715 , 0.011628 },{ -0.066843 , -0.992021 , -0.106897}},
26135 {{-0.007614 , 0.829845 , 0.009942 },{ -0.066843 , -0.992021 , -0.106897}},
26136 {{-0.003857 , 0.829377 , 0.011936 },{ -0.077565 , -0.993187 , -0.086969}},
26137 {{-0.007614 , 0.829845 , 0.009942 },{ -0.077565 , -0.993187 , -0.086969}},
26138 {{-0.003488 , 0.829497 , 0.010236 },{ -0.077565 , -0.993187 , -0.086969}},
26139 {{0.007020 , 0.826795 , 0.014010 },{ -0.239316 , -0.957839 , -0.158973}},
26140 {{0.002065 , 0.828547 , 0.010913 },{ -0.239316 , -0.957839 , -0.158973}},
26141 {{0.001662 , 0.828758 , 0.010248 },{ -0.239316 , -0.957839 , -0.158973}},
26142 {{0.007020 , 0.826795 , 0.014010 },{ 0.021028 , -0.873765 , -0.485894}},
26143 {{0.001662 , 0.828758 , 0.010248 },{ 0.021028 , -0.873765 , -0.485894}},
26144 {{0.003305 , 0.828495 , 0.010792 },{ 0.021028 , -0.873765 , -0.485894}},
26145 {{0.001662 , 0.828758 , 0.010248 },{ 0.085653 , -0.787375 , -0.610495}},
26146 {{-0.000223 , 0.829609 , 0.008886 },{ 0.085653 , -0.787375 , -0.610495}},
26147 {{0.001702 , 0.829323 , 0.009525 },{ 0.085653 , -0.787375 , -0.610495}},
26148 {{0.001662 , 0.828758 , 0.010248 },{ 0.076316 , -0.787723 , -0.611284}},
26149 {{0.001702 , 0.829323 , 0.009525 },{ 0.076316 , -0.787723 , -0.611284}},
26150 {{0.003305 , 0.828495 , 0.010792 },{ 0.076316 , -0.787723 , -0.611284}},
26151 {{0.001662 , 0.828758 , 0.010248 },{ -0.103012 , -0.901374 , -0.420610}},
26152 {{-0.001827 , 0.829769 , 0.008936 },{ -0.103012 , -0.901374 , -0.420610}},
26153 {{-0.000223 , 0.829609 , 0.008886 },{ -0.103012 , -0.901374 , -0.420610}},
26154 {{0.002065 , 0.828547 , 0.010913 },{ -0.212131 , -0.961169 , -0.176505}},
26155 {{-0.001827 , 0.829769 , 0.008936 },{ -0.212131 , -0.961169 , -0.176505}},
26156 {{0.001662 , 0.828758 , 0.010248 },{ -0.212131 , -0.961169 , -0.176505}},
26157 {{0.002065 , 0.828547 , 0.010913 },{ -0.155940 , -0.947619 , -0.278748}},
26158 {{0.000501 , 0.828709 , 0.011237 },{ -0.155940 , -0.947619 , -0.278748}},
26159 {{-0.001827 , 0.829769 , 0.008936 },{ -0.155940 , -0.947619 , -0.278748}},
26160 {{0.000501 , 0.828709 , 0.011237 },{ -0.103121 , -0.938963 , -0.328200}},
26161 {{-0.003488 , 0.829497 , 0.010236 },{ -0.103121 , -0.938963 , -0.328200}},
26162 {{-0.001827 , 0.829769 , 0.008936 },{ -0.103121 , -0.938963 , -0.328200}},
26163 {{0.001132 , 0.828452 , 0.012665 },{ -0.166374 , -0.980419 , -0.105344}},
26164 {{-0.003857 , 0.829377 , 0.011936 },{ -0.166374 , -0.980419 , -0.105344}},
26165 {{-0.003488 , 0.829497 , 0.010236 },{ -0.166374 , -0.980419 , -0.105344}},
26166 {{0.001132 , 0.828452 , 0.012665 },{ -0.168027 , -0.980468 , -0.102220}},
26167 {{-0.003488 , 0.829497 , 0.010236 },{ -0.168027 , -0.980468 , -0.102220}},
26168 {{0.000501 , 0.828709 , 0.011237 },{ -0.168027 , -0.980468 , -0.102220}},
26169 {{0.007020 , 0.826795 , 0.014010 },{ -0.257773 , -0.964362 , -0.059665}},
26170 {{0.001132 , 0.828452 , 0.012665 },{ -0.257773 , -0.964362 , -0.059665}},
26171 {{0.000501 , 0.828709 , 0.011237 },{ -0.257773 , -0.964362 , -0.059665}},
26172 {{0.007020 , 0.826795 , 0.014010 },{ -0.156870 , -0.945871 , -0.284111}},
26173 {{0.000501 , 0.828709 , 0.011237 },{ -0.156870 , -0.945871 , -0.284111}},
26174 {{0.002065 , 0.828547 , 0.010913 },{ -0.156870 , -0.945871 , -0.284111}},
26175 {{-0.017512 , 0.825963 , 0.009184 },{ -0.567624 , 0.820230 , 0.070892}},
26176 {{-0.019021 , 0.825250 , 0.005351 },{ -0.567624 , 0.820230 , 0.070892}},
26177 {{-0.019585 , 0.824496 , 0.009559 },{ -0.567624 , 0.820230 , 0.070892}},
26178 {{-0.019021 , 0.825250 , 0.005351 },{ -0.626429 , 0.777510 , 0.055355}},
26179 {{-0.020627 , 0.824005 , 0.004664 },{ -0.626429 , 0.777510 , 0.055355}},
26180 {{-0.019585 , 0.824496 , 0.009559 },{ -0.626429 , 0.777510 , 0.055355}},
26181 {{-0.019021 , 0.825250 , 0.005351 },{ -0.614149 , 0.789171 , 0.005516}},
26182 {{-0.020973 , 0.823779 , -0.001532 },{ -0.614149 , 0.789171 , 0.005516}},
26183 {{-0.020627 , 0.824005 , 0.004664 },{ -0.614149 , 0.789171 , 0.005516}},
26184 {{-0.017892 , 0.825730 , 0.002730 },{ -0.485046 , 0.873112 , -0.049037}},
26185 {{-0.020973 , 0.823779 , -0.001532 },{ -0.485046 , 0.873112 , -0.049037}},
26186 {{-0.019021 , 0.825250 , 0.005351 },{ -0.485046 , 0.873112 , -0.049037}},
26187 {{-0.015216 , 0.826612 , 0.006986 },{ -0.345640 , 0.938088 , 0.022912}},
26188 {{-0.017892 , 0.825730 , 0.002730 },{ -0.345640 , 0.938088 , 0.022912}},
26189 {{-0.019021 , 0.825250 , 0.005351 },{ -0.345640 , 0.938088 , 0.022912}},
26190 {{-0.015216 , 0.826612 , 0.006986 },{ -0.316920 , 0.947058 , -0.051399}},
26191 {{-0.019021 , 0.825250 , 0.005351 },{ -0.316920 , 0.947058 , -0.051399}},
26192 {{-0.017512 , 0.825963 , 0.009184 },{ -0.316920 , 0.947058 , -0.051399}},
26193 {{-0.017624 , 0.831299 , 0.010577 },{ -0.314326 , -0.884308 , 0.345251}},
26194 {{-0.020117 , 0.830680 , 0.006722 },{ -0.314326 , -0.884308 , 0.345251}},
26195 {{-0.018792 , 0.829746 , 0.005536 },{ -0.314326 , -0.884308 , 0.345251}},
26196 {{-0.017624 , 0.831299 , 0.010577 },{ -0.344315 , -0.871834 , 0.348357}},
26197 {{-0.018792 , 0.829746 , 0.005536 },{ -0.344315 , -0.871834 , 0.348357}},
26198 {{-0.016512 , 0.830326 , 0.009241 },{ -0.344315 , -0.871834 , 0.348357}},
26199 {{-0.013881 , 0.831100 , 0.013705 },{ -0.340343 , -0.872014 , 0.351793}},
26200 {{-0.017624 , 0.831299 , 0.010577 },{ -0.340343 , -0.872014 , 0.351793}},
26201 {{-0.016512 , 0.830326 , 0.009241 },{ -0.340343 , -0.872014 , 0.351793}},
26202 {{-0.013881 , 0.831100 , 0.013705 },{ -0.338718 , -0.872966 , 0.351000}},
26203 {{-0.016512 , 0.830326 , 0.009241 },{ -0.338718 , -0.872966 , 0.351000}},
26204 {{-0.013149 , 0.830286 , 0.012387 },{ -0.338718 , -0.872966 , 0.351000}},
26205 {{-0.013149 , 0.830286 , 0.012387 },{ -0.178800 , -0.967493 , 0.178852}},
26206 {{-0.016512 , 0.830326 , 0.009241 },{ -0.178800 , -0.967493 , 0.178852}},
26207 {{-0.014980 , 0.829797 , 0.007911 },{ -0.178800 , -0.967493 , 0.178852}},
26208 {{-0.013149 , 0.830286 , 0.012387 },{ -0.194256 , -0.963401 , 0.184727}},
26209 {{-0.014980 , 0.829797 , 0.007911 },{ -0.194256 , -0.963401 , 0.184727}},
26210 {{-0.012177 , 0.829757 , 0.010650 },{ -0.194256 , -0.963401 , 0.184727}},
26211 {{-0.014980 , 0.829797 , 0.007911 },{ -0.109922 , -0.960558 , 0.255433}},
26212 {{-0.016512 , 0.830326 , 0.009241 },{ -0.109922 , -0.960558 , 0.255433}},
26213 {{-0.017130 , 0.829132 , 0.004485 },{ -0.109922 , -0.960558 , 0.255433}},
26214 {{-0.016512 , 0.830326 , 0.009241 },{ -0.184452 , -0.947333 , 0.261797}},
26215 {{-0.018792 , 0.829746 , 0.005536 },{ -0.184452 , -0.947333 , 0.261797}},
26216 {{-0.017130 , 0.829132 , 0.004485 },{ -0.184452 , -0.947333 , 0.261797}},
26217 {{-0.019974 , 0.827945 , 0.002612 },{ 0.034545 , -0.831464 , 0.554504}},
26218 {{-0.020117 , 0.830680 , 0.006722 },{ 0.034545 , -0.831464 , 0.554504}},
26219 {{-0.020987 , 0.828133 , 0.002957 },{ 0.034545 , -0.831464 , 0.554504}},
26220 {{-0.018792 , 0.829746 , 0.005536 },{ -0.093645 , -0.830357 , 0.549307}},
26221 {{-0.020117 , 0.830680 , 0.006722 },{ -0.093645 , -0.830357 , 0.549307}},
26222 {{-0.019974 , 0.827945 , 0.002612 },{ -0.093645 , -0.830357 , 0.549307}},
26223 {{-0.017130 , 0.829132 , 0.004485 },{ 0.013628 , -0.853818 , 0.520393}},
26224 {{-0.018792 , 0.829746 , 0.005536 },{ 0.013628 , -0.853818 , 0.520393}},
26225 {{-0.019974 , 0.827945 , 0.002612 },{ 0.013628 , -0.853818 , 0.520393}},
26226 {{-0.017130 , 0.829132 , 0.004485 },{ -0.043525 , -0.812669 , 0.581098}},
26227 {{-0.019974 , 0.827945 , 0.002612 },{ -0.043525 , -0.812669 , 0.581098}},
26228 {{-0.018969 , 0.827061 , 0.001451 },{ -0.043525 , -0.812669 , 0.581098}},
26229 {{-0.019974 , 0.827945 , 0.002612 },{ 0.103433 , -0.713807 , 0.692663}},
26230 {{-0.020987 , 0.828133 , 0.002957 },{ 0.103433 , -0.713807 , 0.692663}},
26231 {{-0.020973 , 0.823779 , -0.001532 },{ 0.103433 , -0.713807 , 0.692663}},
26232 {{-0.019974 , 0.827945 , 0.002612 },{ 0.157610 , -0.715158 , 0.680961}},
26233 {{-0.020973 , 0.823779 , -0.001532 },{ 0.157610 , -0.715158 , 0.680961}},
26234 {{-0.018969 , 0.827061 , 0.001451 },{ 0.157610 , -0.715158 , 0.680961}},
26235 {{-0.015216 , 0.826612 , 0.006986 },{ -0.175245 , 0.978805 , 0.105968}},
26236 {{-0.017512 , 0.825963 , 0.009184 },{ -0.175245 , 0.978805 , 0.105968}},
26237 {{-0.015206 , 0.825976 , 0.012877 },{ -0.175245 , 0.978805 , 0.105968}},
26238 {{-0.015216 , 0.826612 , 0.006986 },{ -0.137916 , 0.984697 , 0.106540}},
26239 {{-0.015206 , 0.825976 , 0.012877 },{ -0.137916 , 0.984697 , 0.106540}},
26240 {{-0.012962 , 0.826545 , 0.010523 },{ -0.137916 , 0.984697 , 0.106540}},
26241 {{-0.010484 , 0.826256 , 0.012933 },{ -0.060358 , 0.981852 , 0.179787}},
26242 {{-0.012962 , 0.826545 , 0.010523 },{ -0.060358 , 0.981852 , 0.179787}},
26243 {{-0.015206 , 0.825976 , 0.012877 },{ -0.060358 , 0.981852 , 0.179787}},
26244 {{-0.010484 , 0.826256 , 0.012933 },{ -0.060249 , 0.989090 , 0.134431}},
26245 {{-0.015206 , 0.825976 , 0.012877 },{ -0.060249 , 0.989090 , 0.134431}},
26246 {{-0.012051 , 0.825784 , 0.015704 },{ -0.060249 , 0.989090 , 0.134431}},
26247 {{-0.012051 , 0.825784 , 0.015704 },{ -0.315915 , 0.855305 , 0.410672}},
26248 {{-0.015206 , 0.825976 , 0.012877 },{ -0.315915 , 0.855305 , 0.410672}},
26249 {{-0.013055 , 0.824571 , 0.017458 },{ -0.315915 , 0.855305 , 0.410672}},
26250 {{-0.013055 , 0.824571 , 0.017458 },{ -0.355354 , 0.833756 , 0.422581}},
26251 {{-0.015206 , 0.825976 , 0.012877 },{ -0.355354 , 0.833756 , 0.422581}},
26252 {{-0.016969 , 0.824625 , 0.014060 },{ -0.355354 , 0.833756 , 0.422581}},
26253 {{-0.015206 , 0.825976 , 0.012877 },{ -0.476060 , 0.842373 , 0.252537}},
26254 {{-0.019585 , 0.824496 , 0.009559 },{ -0.476060 , 0.842373 , 0.252537}},
26255 {{-0.016969 , 0.824625 , 0.014060 },{ -0.476060 , 0.842373 , 0.252537}},
26256 {{-0.015206 , 0.825976 , 0.012877 },{ -0.509516 , 0.800602 , 0.315325}},
26257 {{-0.017512 , 0.825963 , 0.009184 },{ -0.509516 , 0.800602 , 0.315325}},
26258 {{-0.019585 , 0.824496 , 0.009559 },{ -0.509516 , 0.800602 , 0.315325}},
26259 {{-0.016985 , 0.834533 , 0.012293 },{ -0.360322 , -0.003319 , 0.932822}},
26260 {{-0.017409 , 0.832504 , 0.012122 },{ -0.360322 , -0.003319 , 0.932822}},
26261 {{-0.013757 , 0.833442 , 0.013536 },{ -0.360322 , -0.003319 , 0.932822}},
26262 {{-0.013757 , 0.833442 , 0.013536 },{ -0.412342 , 0.319030 , 0.853343}},
26263 {{-0.017409 , 0.832504 , 0.012122 },{ -0.412342 , 0.319030 , 0.853343}},
26264 {{-0.014047 , 0.831786 , 0.014015 },{ -0.412342 , 0.319030 , 0.853343}},
26265 {{-0.017409 , 0.832504 , 0.012122 },{ -0.508829 , -0.453766 , 0.731566}},
26266 {{-0.013881 , 0.831100 , 0.013705 },{ -0.508829 , -0.453766 , 0.731566}},
26267 {{-0.014047 , 0.831786 , 0.014015 },{ -0.508829 , -0.453766 , 0.731566}},
26268 {{-0.013881 , 0.831100 , 0.013705 },{ -0.511723 , -0.641476 , 0.571531}},
26269 {{-0.017409 , 0.832504 , 0.012122 },{ -0.511723 , -0.641476 , 0.571531}},
26270 {{-0.017624 , 0.831299 , 0.010577 },{ -0.511723 , -0.641476 , 0.571531}},
26271 {{-0.020117 , 0.830680 , 0.006722 },{ -0.662690 , -0.543007 , 0.515738}},
26272 {{-0.017624 , 0.831299 , 0.010577 },{ -0.662690 , -0.543007 , 0.515738}},
26273 {{-0.017409 , 0.832504 , 0.012122 },{ -0.662690 , -0.543007 , 0.515738}},
26274 {{-0.017409 , 0.832504 , 0.012122 },{ -0.520113 , -0.695499 , 0.495746}},
26275 {{-0.019965 , 0.832652 , 0.009648 },{ -0.520113 , -0.695499 , 0.495746}},
26276 {{-0.020117 , 0.830680 , 0.006722 },{ -0.520113 , -0.695499 , 0.495746}},
26277 {{-0.019683 , 0.834096 , 0.010177 },{ -0.693796 , -0.124375 , 0.709351}},
26278 {{-0.019965 , 0.832652 , 0.009648 },{ -0.693796 , -0.124375 , 0.709351}},
26279 {{-0.017409 , 0.832504 , 0.012122 },{ -0.693796 , -0.124375 , 0.709351}},
26280 {{-0.016985 , 0.834533 , 0.012293 },{ -0.622276 , 0.064288 , 0.780154}},
26281 {{-0.019683 , 0.834096 , 0.010177 },{ -0.622276 , 0.064288 , 0.780154}},
26282 {{-0.017409 , 0.832504 , 0.012122 },{ -0.622276 , 0.064288 , 0.780154}},
26283 {{-0.019303 , 0.827246 , -0.002880 },{ 0.912044 , -0.373343 , 0.169679}},
26284 {{-0.019048 , 0.827959 , -0.002682 },{ 0.912044 , -0.373343 , 0.169679}},
26285 {{-0.020973 , 0.823779 , -0.001532 },{ 0.912044 , -0.373343 , 0.169679}},
26286 {{-0.019048 , 0.827959 , -0.002682 },{ 0.665887 , -0.466780 , -0.581988}},
26287 {{-0.018492 , 0.827125 , -0.001377 },{ 0.665887 , -0.466780 , -0.581988}},
26288 {{-0.020973 , 0.823779 , -0.001532 },{ 0.665887 , -0.466780 , -0.581988}},
26289 {{-0.018000 , 0.829758 , -0.002460 },{ 0.746258 , -0.367686 , -0.554892}},
26290 {{-0.017589 , 0.828834 , -0.001295 },{ 0.746258 , -0.367686 , -0.554892}},
26291 {{-0.018492 , 0.827125 , -0.001377 },{ 0.746258 , -0.367686 , -0.554892}},
26292 {{-0.018000 , 0.829758 , -0.002460 },{ 0.747679 , -0.367276 , -0.553250}},
26293 {{-0.018492 , 0.827125 , -0.001377 },{ 0.747679 , -0.367276 , -0.553250}},
26294 {{-0.019048 , 0.827959 , -0.002682 },{ 0.747679 , -0.367276 , -0.553250}},
26295 {{-0.018193 , 0.829701 , -0.003216 },{ 0.859109 , -0.477838 , -0.183309}},
26296 {{-0.018000 , 0.829758 , -0.002460 },{ 0.859109 , -0.477838 , -0.183309}},
26297 {{-0.019048 , 0.827959 , -0.002682 },{ 0.859109 , -0.477838 , -0.183309}},
26298 {{-0.019965 , 0.832652 , 0.009648 },{ -0.976124 , 0.125744 , 0.177117}},
26299 {{-0.019683 , 0.834096 , 0.010177 },{ -0.976124 , 0.125744 , 0.177117}},
26300 {{-0.021185 , 0.829796 , 0.004952 },{ -0.976124 , 0.125744 , 0.177117}},
26301 {{-0.019965 , 0.832652 , 0.009648 },{ -0.975732 , 0.085002 , 0.201794}},
26302 {{-0.021185 , 0.829796 , 0.004952 },{ -0.975732 , 0.085002 , 0.201794}},
26303 {{-0.020923 , 0.830306 , 0.006004 },{ -0.975732 , 0.085002 , 0.201794}},
26304 {{-0.020923 , 0.830306 , 0.006004 },{ -0.140437 , -0.804700 , 0.576832}},
26305 {{-0.020987 , 0.828133 , 0.002957 },{ -0.140437 , -0.804700 , 0.576832}},
26306 {{-0.020117 , 0.830680 , 0.006722 },{ -0.140437 , -0.804700 , 0.576832}},
26307 {{-0.020923 , 0.830306 , 0.006004 },{ -0.117304 , -0.820695 , 0.559196}},
26308 {{-0.020117 , 0.830680 , 0.006722 },{ -0.117304 , -0.820695 , 0.559196}},
26309 {{-0.019965 , 0.832652 , 0.009648 },{ -0.117304 , -0.820695 , 0.559196}},
26310 {{-0.020973 , 0.823779 , -0.001532 },{ 0.991816 , 0.093182 , -0.087286}},
26311 {{-0.020987 , 0.828133 , 0.002957 },{ 0.991816 , 0.093182 , -0.087286}},
26312 {{-0.020923 , 0.830306 , 0.006004 },{ 0.991816 , 0.093182 , -0.087286}},
26313 {{-0.020973 , 0.823779 , -0.001532 },{ -0.763649 , -0.485515 , 0.425577}},
26314 {{-0.020923 , 0.830306 , 0.006004 },{ -0.763649 , -0.485515 , 0.425577}},
26315 {{-0.021185 , 0.829796 , 0.004952 },{ -0.763649 , -0.485515 , 0.425577}},
26316 {{-0.010506 , 0.825180 , 0.003770 },{ 0.282562 , 0.948365 , -0.144092}},
26317 {{-0.011542 , 0.825940 , 0.006741 },{ 0.282562 , 0.948365 , -0.144092}},
26318 {{-0.008683 , 0.825541 , 0.009721 },{ 0.282562 , 0.948365 , -0.144092}},
26319 {{-0.010506 , 0.825180 , 0.003770 },{ 0.261445 , 0.955296 , -0.138044}},
26320 {{-0.008683 , 0.825541 , 0.009721 },{ 0.261445 , 0.955296 , -0.138044}},
26321 {{-0.007271 , 0.824790 , 0.007198 },{ 0.261445 , 0.955296 , -0.138044}},
26322 {{-0.011542 , 0.825940 , 0.006741 },{ 0.194855 , 0.977299 , -0.083173}},
26323 {{-0.012962 , 0.826545 , 0.010523 },{ 0.194855 , 0.977299 , -0.083173}},
26324 {{-0.010484 , 0.826256 , 0.012933 },{ 0.194855 , 0.977299 , -0.083173}},
26325 {{-0.011542 , 0.825940 , 0.006741 },{ 0.227457 , 0.969771 , -0.088359}},
26326 {{-0.010484 , 0.826256 , 0.012933 },{ 0.227457 , 0.969771 , -0.088359}},
26327 {{-0.008683 , 0.825541 , 0.009721 },{ 0.227457 , 0.969771 , -0.088359}},
26328 {{-0.011542 , 0.825940 , 0.006741 },{ 0.173230 , 0.980592 , -0.091819}},
26329 {{-0.015216 , 0.826612 , 0.006986 },{ 0.173230 , 0.980592 , -0.091819}},
26330 {{-0.012962 , 0.826545 , 0.010523 },{ 0.173230 , 0.980592 , -0.091819}},
26331 {{-0.011542 , 0.825940 , 0.006741 },{ 0.182137 , 0.982606 , 0.036229}},
26332 {{-0.014080 , 0.826553 , 0.002877 },{ 0.182137 , 0.982606 , 0.036229}},
26333 {{-0.015216 , 0.826612 , 0.006986 },{ 0.182137 , 0.982606 , 0.036229}},
26334 {{-0.011542 , 0.825940 , 0.006741 },{ 0.245064 , 0.969480 , -0.007186}},
26335 {{-0.012975 , 0.826254 , 0.000225 },{ 0.245064 , 0.969480 , -0.007186}},
26336 {{-0.014080 , 0.826553 , 0.002877 },{ 0.245064 , 0.969480 , -0.007186}},
26337 {{-0.010506 , 0.825180 , 0.003770 },{ 0.470608 , 0.880225 , -0.061087}},
26338 {{-0.012975 , 0.826254 , 0.000225 },{ 0.470608 , 0.880225 , -0.061087}},
26339 {{-0.011542 , 0.825940 , 0.006741 },{ 0.470608 , 0.880225 , -0.061087}},
26340 {{-0.012975 , 0.826254 , 0.000225 },{ 0.000798 , 0.822253 , 0.569122}},
26341 {{-0.015850 , 0.827749 , -0.001931 },{ 0.000798 , 0.822253 , 0.569122}},
26342 {{-0.017157 , 0.826883 , -0.000678 },{ 0.000798 , 0.822253 , 0.569122}},
26343 {{-0.012975 , 0.826254 , 0.000225 },{ 0.158155 , 0.986374 , -0.045302}},
26344 {{-0.017157 , 0.826883 , -0.000678 },{ 0.158155 , 0.986374 , -0.045302}},
26345 {{-0.014080 , 0.826553 , 0.002877 },{ 0.158155 , 0.986374 , -0.045302}},
26346 {{-0.014080 , 0.826553 , 0.002877 },{ 0.093477 , 0.995555 , 0.011532}},
26347 {{-0.017157 , 0.826883 , -0.000678 },{ 0.093477 , 0.995555 , 0.011532}},
26348 {{-0.015216 , 0.826612 , 0.006986 },{ 0.093477 , 0.995555 , 0.011532}},
26349 {{-0.015216 , 0.826612 , 0.006986 },{ -0.535255 , 0.828447 , 0.164856}},
26350 {{-0.017157 , 0.826883 , -0.000678 },{ -0.535255 , 0.828447 , 0.164856}},
26351 {{-0.017892 , 0.825730 , 0.002730 },{ -0.535255 , 0.828447 , 0.164856}},
26352 {{-0.017157 , 0.826883 , -0.000678 },{ -0.642357 , 0.757315 , 0.117691}},
26353 {{-0.020973 , 0.823779 , -0.001532 },{ -0.642357 , 0.757315 , 0.117691}},
26354 {{-0.017892 , 0.825730 , 0.002730 },{ -0.642357 , 0.757315 , 0.117691}},
26355 {{-0.019303 , 0.827246 , -0.002880 },{ -0.566705 , 0.521106 , 0.638196}},
26356 {{-0.020973 , 0.823779 , -0.001532 },{ -0.566705 , 0.521106 , 0.638196}},
26357 {{-0.017157 , 0.826883 , -0.000678 },{ -0.566705 , 0.521106 , 0.638196}},
26358 {{-0.018193 , 0.829701 , -0.003216 },{ -0.631087 , 0.378044 , 0.677357}},
26359 {{-0.019303 , 0.827246 , -0.002880 },{ -0.631087 , 0.378044 , 0.677357}},
26360 {{-0.017157 , 0.826883 , -0.000678 },{ -0.631087 , 0.378044 , 0.677357}},
26361 {{-0.015850 , 0.827749 , -0.001931 },{ 0.200834 , 0.695331 , 0.690059}},
26362 {{-0.018193 , 0.829701 , -0.003216 },{ 0.200834 , 0.695331 , 0.690059}},
26363 {{-0.017157 , 0.826883 , -0.000678 },{ 0.200834 , 0.695331 , 0.690059}},
26364 {{-0.020973 , 0.823779 , -0.001532 },{ -0.968000 , -0.250440 , 0.015973}},
26365 {{-0.020423 , 0.822001 , 0.003923 },{ -0.968000 , -0.250440 , 0.015973}},
26366 {{-0.020568 , 0.822691 , 0.005953 },{ -0.968000 , -0.250440 , 0.015973}},
26367 {{-0.020973 , 0.823779 , -0.001532 },{ -0.998418 , 0.009522 , 0.055407}},
26368 {{-0.020568 , 0.822691 , 0.005953 },{ -0.998418 , 0.009522 , 0.055407}},
26369 {{-0.020627 , 0.824005 , 0.004664 },{ -0.998418 , 0.009522 , 0.055407}},
26370 {{-0.020627 , 0.824005 , 0.004664 },{ -0.970629 , 0.144852 , 0.192088}},
26371 {{-0.020568 , 0.822691 , 0.005953 },{ -0.970629 , 0.144852 , 0.192088}},
26372 {{-0.019585 , 0.824496 , 0.009559 },{ -0.970629 , 0.144852 , 0.192088}},
26373 {{-0.020568 , 0.822691 , 0.005953 },{ -0.968188 , 0.031311 , 0.248256}},
26374 {{-0.019494 , 0.822632 , 0.010149 },{ -0.968188 , 0.031311 , 0.248256}},
26375 {{-0.019585 , 0.824496 , 0.009559 },{ -0.968188 , 0.031311 , 0.248256}},
26376 {{0.007020 , 0.826795 , 0.014010 },{ 0.030540 , 0.955264 , 0.294174}},
26377 {{0.001842 , 0.827043 , 0.013742 },{ 0.030540 , 0.955264 , 0.294174}},
26378 {{0.000453 , 0.826320 , 0.016234 },{ 0.030540 , 0.955264 , 0.294174}},
26379 {{0.007020 , 0.826795 , 0.014010 },{ 0.137926 , 0.803660 , 0.578885}},
26380 {{0.000453 , 0.826320 , 0.016234 },{ 0.137926 , 0.803660 , 0.578885}},
26381 {{0.001861 , 0.825366 , 0.017223 },{ 0.137926 , 0.803660 , 0.578885}},
26382 {{0.001861 , 0.825366 , 0.017223 },{ 0.107324 , 0.787516 , 0.606878}},
26383 {{0.000453 , 0.826320 , 0.016234 },{ 0.107324 , 0.787516 , 0.606878}},
26384 {{-0.002903 , 0.824699 , 0.018931 },{ 0.107324 , 0.787516 , 0.606878}},
26385 {{0.000453 , 0.826320 , 0.016234 },{ 0.064650 , 0.817742 , 0.571943}},
26386 {{-0.003631 , 0.826119 , 0.016983 },{ 0.064650 , 0.817742 , 0.571943}},
26387 {{-0.002903 , 0.824699 , 0.018931 },{ 0.064650 , 0.817742 , 0.571943}},
26388 {{0.000453 , 0.826320 , 0.016234 },{ -0.006598 , 0.974232 , 0.225450}},
26389 {{-0.002997 , 0.826850 , 0.013843 },{ -0.006598 , 0.974232 , 0.225450}},
26390 {{-0.003631 , 0.826119 , 0.016983 },{ -0.006598 , 0.974232 , 0.225450}},
26391 {{0.001842 , 0.827043 , 0.013742 },{ -0.033029 , 0.964648 , 0.261464}},
26392 {{-0.002997 , 0.826850 , 0.013843 },{ -0.033029 , 0.964648 , 0.261464}},
26393 {{0.000453 , 0.826320 , 0.016234 },{ -0.033029 , 0.964648 , 0.261464}},
26394 {{-0.020568 , 0.822691 , 0.005953 },{ -0.862062 , -0.459316 , 0.214192}},
26395 {{-0.018636 , 0.820443 , 0.008908 },{ -0.862062 , -0.459316 , 0.214192}},
26396 {{-0.019494 , 0.822632 , 0.010149 },{ -0.862062 , -0.459316 , 0.214192}},
26397 {{-0.020423 , 0.822001 , 0.003923 },{ -0.828329 , -0.545811 , 0.126335}},
26398 {{-0.018636 , 0.820443 , 0.008908 },{ -0.828329 , -0.545811 , 0.126335}},
26399 {{-0.020568 , 0.822691 , 0.005953 },{ -0.828329 , -0.545811 , 0.126335}},
26400 {{-0.018636 , 0.820443 , 0.008908 },{ -0.664593 , -0.581528 , 0.469191}},
26401 {{-0.015729 , 0.820820 , 0.013493 },{ -0.664593 , -0.581528 , 0.469191}},
26402 {{-0.016945 , 0.822885 , 0.014330 },{ -0.664593 , -0.581528 , 0.469191}},
26403 {{-0.018636 , 0.820443 , 0.008908 },{ -0.704724 , -0.538256 , 0.462217}},
26404 {{-0.016945 , 0.822885 , 0.014330 },{ -0.704724 , -0.538256 , 0.462217}},
26405 {{-0.019494 , 0.822632 , 0.010149 },{ -0.704724 , -0.538256 , 0.462217}},
26406 {{-0.019494 , 0.822632 , 0.010149 },{ -0.853668 , 0.068341 , 0.516314}},
26407 {{-0.016945 , 0.822885 , 0.014330 },{ -0.853668 , 0.068341 , 0.516314}},
26408 {{-0.016969 , 0.824625 , 0.014060 },{ -0.853668 , 0.068341 , 0.516314}},
26409 {{-0.019494 , 0.822632 , 0.010149 },{ -0.860253 , 0.115212 , 0.496680}},
26410 {{-0.016969 , 0.824625 , 0.014060 },{ -0.860253 , 0.115212 , 0.496680}},
26411 {{-0.019585 , 0.824496 , 0.009559 },{ -0.860253 , 0.115212 , 0.496680}},
26412 {{-0.016969 , 0.824625 , 0.014060 },{ -0.655733 , 0.106926 , 0.747383}},
26413 {{-0.016945 , 0.822885 , 0.014330 },{ -0.655733 , 0.106926 , 0.747383}},
26414 {{-0.013165 , 0.823063 , 0.017621 },{ -0.655733 , 0.106926 , 0.747383}},
26415 {{-0.016969 , 0.824625 , 0.014060 },{ -0.649139 , 0.128392 , 0.749756}},
26416 {{-0.013165 , 0.823063 , 0.017621 },{ -0.649139 , 0.128392 , 0.749756}},
26417 {{-0.013055 , 0.824571 , 0.017458 },{ -0.649139 , 0.128392 , 0.749756}},
26418 {{-0.013165 , 0.823063 , 0.017621 },{ -0.503655 , -0.610252 , 0.611494}},
26419 {{-0.016945 , 0.822885 , 0.014330 },{ -0.503655 , -0.610252 , 0.611494}},
26420 {{-0.012486 , 0.821255 , 0.016376 },{ -0.503655 , -0.610252 , 0.611494}},
26421 {{-0.016945 , 0.822885 , 0.014330 },{ -0.505733 , -0.562815 , 0.653815}},
26422 {{-0.015729 , 0.820820 , 0.013493 },{ -0.505733 , -0.562815 , 0.653815}},
26423 {{-0.012486 , 0.821255 , 0.016376 },{ -0.505733 , -0.562815 , 0.653815}},
26424 {{-0.012177 , 0.829757 , 0.010650 },{ 0.039991 , -0.997658 , -0.055493}},
26425 {{-0.014980 , 0.829797 , 0.007911 },{ 0.039991 , -0.997658 , -0.055493}},
26426 {{-0.013933 , 0.829924 , 0.006382 },{ 0.039991 , -0.997658 , -0.055493}},
26427 {{-0.012177 , 0.829757 , 0.010650 },{ 0.071263 , -0.995119 , -0.068260}},
26428 {{-0.013933 , 0.829924 , 0.006382 },{ 0.071263 , -0.995119 , -0.068260}},
26429 {{-0.011291 , 0.829928 , 0.009082 },{ 0.071263 , -0.995119 , -0.068260}},
26430 {{-0.010658 , 0.829952 , 0.007959 },{ 0.014826 , -0.999805 , -0.013029}},
26431 {{-0.011291 , 0.829928 , 0.009082 },{ 0.014826 , -0.999805 , -0.013029}},
26432 {{-0.013933 , 0.829924 , 0.006382 },{ 0.014826 , -0.999805 , -0.013029}},
26433 {{-0.010658 , 0.829952 , 0.007959 },{ 0.044542 , -0.996203 , -0.074806}},
26434 {{-0.013933 , 0.829924 , 0.006382 },{ 0.044542 , -0.996203 , -0.074806}},
26435 {{-0.013648 , 0.830055 , 0.004807 },{ 0.044542 , -0.996203 , -0.074806}},
26436 {{-0.013648 , 0.830055 , 0.004807 },{ 0.237238 , -0.970715 , -0.037817}},
26437 {{-0.013933 , 0.829924 , 0.006382 },{ 0.237238 , -0.970715 , -0.037817}},
26438 {{-0.015774 , 0.829680 , 0.001095 },{ 0.237238 , -0.970715 , -0.037817}},
26439 {{-0.013933 , 0.829924 , 0.006382 },{ 0.437078 , -0.892547 , -0.111010}},
26440 {{-0.015958 , 0.829324 , 0.003233 },{ 0.437078 , -0.892547 , -0.111010}},
26441 {{-0.015774 , 0.829680 , 0.001095 },{ 0.437078 , -0.892547 , -0.111010}},
26442 {{-0.014980 , 0.829797 , 0.007911 },{ 0.216634 , -0.974799 , 0.053265}},
26443 {{-0.017130 , 0.829132 , 0.004485 },{ 0.216634 , -0.974799 , 0.053265}},
26444 {{-0.015958 , 0.829324 , 0.003233 },{ 0.216634 , -0.974799 , 0.053265}},
26445 {{-0.014980 , 0.829797 , 0.007911 },{ 0.201489 , -0.977846 , 0.056740}},
26446 {{-0.015958 , 0.829324 , 0.003233 },{ 0.201489 , -0.977846 , 0.056740}},
26447 {{-0.013933 , 0.829924 , 0.006382 },{ 0.201489 , -0.977846 , 0.056740}},
26448 {{-0.017589 , 0.828834 , -0.001295 },{ 0.744225 , -0.364914 , -0.559434}},
26449 {{-0.016492 , 0.829483 , -0.000259 },{ 0.744225 , -0.364914 , -0.559434}},
26450 {{-0.017541 , 0.827684 , -0.000481 },{ 0.744225 , -0.364914 , -0.559434}},
26451 {{-0.017589 , 0.828834 , -0.001295 },{ 0.743034 , -0.365714 , -0.560494}},
26452 {{-0.017541 , 0.827684 , -0.000481 },{ 0.743034 , -0.365714 , -0.560494}},
26453 {{-0.018492 , 0.827125 , -0.001377 },{ 0.743034 , -0.365714 , -0.560494}},
26454 {{-0.020973 , 0.823779 , -0.001532 },{ 0.727686 , -0.518776 , -0.448715}},
26455 {{-0.018492 , 0.827125 , -0.001377 },{ 0.727686 , -0.518776 , -0.448715}},
26456 {{-0.017541 , 0.827684 , -0.000481 },{ 0.727686 , -0.518776 , -0.448715}},
26457 {{-0.020973 , 0.823779 , -0.001532 },{ 0.761027 , -0.639473 , -0.109139}},
26458 {{-0.017541 , 0.827684 , -0.000481 },{ 0.761027 , -0.639473 , -0.109139}},
26459 {{-0.017952 , 0.827156 , -0.000253 },{ 0.761027 , -0.639473 , -0.109139}},
26460 {{-0.017541 , 0.827684 , -0.000481 },{ 0.772955 , -0.630844 , -0.067653}},
26461 {{-0.015774 , 0.829680 , 0.001095 },{ 0.772955 , -0.630844 , -0.067653}},
26462 {{-0.017952 , 0.827156 , -0.000253 },{ 0.772955 , -0.630844 , -0.067653}},
26463 {{-0.017541 , 0.827684 , -0.000481 },{ 0.820999 , -0.432759 , -0.372398}},
26464 {{-0.016492 , 0.829483 , -0.000259 },{ 0.820999 , -0.432759 , -0.372398}},
26465 {{-0.015774 , 0.829680 , 0.001095 },{ 0.820999 , -0.432759 , -0.372398}},
26466 {{-0.017130 , 0.829132 , 0.004485 },{ 0.491028 , -0.828852 , 0.268135}},
26467 {{-0.018969 , 0.827061 , 0.001451 },{ 0.491028 , -0.828852 , 0.268135}},
26468 {{-0.017785 , 0.827624 , 0.001023 },{ 0.491028 , -0.828852 , 0.268135}},
26469 {{-0.017130 , 0.829132 , 0.004485 },{ 0.444384 , -0.849039 , 0.285753}},
26470 {{-0.017785 , 0.827624 , 0.001023 },{ 0.444384 , -0.849039 , 0.285753}},
26471 {{-0.015958 , 0.829324 , 0.003233 },{ 0.444384 , -0.849039 , 0.285753}},
26472 {{-0.008716 , 0.830229 , 0.013634 },{ -0.082174 , -0.965265 , 0.248015}},
26473 {{-0.013149 , 0.830286 , 0.012387 },{ -0.082174 , -0.965265 , 0.248015}},
26474 {{-0.012177 , 0.829757 , 0.010650 },{ -0.082174 , -0.965265 , 0.248015}},
26475 {{-0.008716 , 0.830229 , 0.013634 },{ -0.071626 , -0.969018 , 0.236375}},
26476 {{-0.012177 , 0.829757 , 0.010650 },{ -0.071626 , -0.969018 , 0.236375}},
26477 {{-0.008381 , 0.829715 , 0.011628 },{ -0.071626 , -0.969018 , 0.236375}},
26478 {{-0.009264 , 0.831195 , 0.015287 },{ -0.140489 , -0.875375 , 0.462582}},
26479 {{-0.013881 , 0.831100 , 0.013705 },{ -0.140489 , -0.875375 , 0.462582}},
26480 {{-0.013149 , 0.830286 , 0.012387 },{ -0.140489 , -0.875375 , 0.462582}},
26481 {{-0.009264 , 0.831195 , 0.015287 },{ -0.141759 , -0.874426 , 0.463987}},
26482 {{-0.013149 , 0.830286 , 0.012387 },{ -0.141759 , -0.874426 , 0.463987}},
26483 {{-0.008716 , 0.830229 , 0.013634 },{ -0.141759 , -0.874426 , 0.463987}},
26484 {{-0.004194 , 0.830892 , 0.015666 },{ -0.088067 , -0.872479 , 0.480649}},
26485 {{-0.009264 , 0.831195 , 0.015287 },{ -0.088067 , -0.872479 , 0.480649}},
26486 {{-0.008716 , 0.830229 , 0.013634 },{ -0.088067 , -0.872479 , 0.480649}},
26487 {{-0.004194 , 0.830892 , 0.015666 },{ -0.085215 , -0.875665 , 0.475341}},
26488 {{-0.008716 , 0.830229 , 0.013634 },{ -0.085215 , -0.875665 , 0.475341}},
26489 {{-0.003982 , 0.829890 , 0.013858 },{ -0.085215 , -0.875665 , 0.475341}},
26490 {{-0.003982 , 0.829890 , 0.013858 },{ -0.080498 , -0.968702 , 0.234812}},
26491 {{-0.008716 , 0.830229 , 0.013634 },{ -0.080498 , -0.968702 , 0.234812}},
26492 {{-0.008381 , 0.829715 , 0.011628 },{ -0.080498 , -0.968702 , 0.234812}},
26493 {{-0.003982 , 0.829890 , 0.013858 },{ -0.089128 , -0.963758 , 0.251448}},
26494 {{-0.008381 , 0.829715 , 0.011628 },{ -0.089128 , -0.963758 , 0.251448}},
26495 {{-0.003857 , 0.829377 , 0.011936 },{ -0.089128 , -0.963758 , 0.251448}},
26496 {{0.000282 , 0.829006 , 0.013935 },{ -0.201208 , -0.949596 , 0.240379}},
26497 {{-0.003982 , 0.829890 , 0.013858 },{ -0.201208 , -0.949596 , 0.240379}},
26498 {{-0.003857 , 0.829377 , 0.011936 },{ -0.201208 , -0.949596 , 0.240379}},
26499 {{0.000282 , 0.829006 , 0.013935 },{ -0.213267 , -0.939752 , 0.267176}},
26500 {{-0.003857 , 0.829377 , 0.011936 },{ -0.213267 , -0.939752 , 0.267176}},
26501 {{0.001132 , 0.828452 , 0.012665 },{ -0.213267 , -0.939752 , 0.267176}},
26502 {{0.000910 , 0.829501 , 0.015182 },{ -0.192999 , -0.867620 , 0.458243}},
26503 {{-0.004194 , 0.830892 , 0.015666 },{ -0.192999 , -0.867620 , 0.458243}},
26504 {{-0.003982 , 0.829890 , 0.013858 },{ -0.192999 , -0.867620 , 0.458243}},
26505 {{0.000910 , 0.829501 , 0.015182 },{ -0.189631 , -0.876078 , 0.443315}},
26506 {{-0.003982 , 0.829890 , 0.013858 },{ -0.189631 , -0.876078 , 0.443315}},
26507 {{0.000282 , 0.829006 , 0.013935 },{ -0.189631 , -0.876078 , 0.443315}},
26508 {{0.007020 , 0.826795 , 0.014010 },{ -0.279518 , -0.835783 , 0.472585}},
26509 {{0.000910 , 0.829501 , 0.015182 },{ -0.279518 , -0.835783 , 0.472585}},
26510 {{0.000282 , 0.829006 , 0.013935 },{ -0.279518 , -0.835783 , 0.472585}},
26511 {{0.007020 , 0.826795 , 0.014010 },{ -0.307497 , -0.930297 , 0.199984}},
26512 {{0.000282 , 0.829006 , 0.013935 },{ -0.307497 , -0.930297 , 0.199984}},
26513 {{0.001132 , 0.828452 , 0.012665 },{ -0.307497 , -0.930297 , 0.199984}},
26514 {{-0.017785 , 0.827624 , 0.001023 },{ 0.714786 , -0.697210 , -0.054583}},
26515 {{-0.015774 , 0.829680 , 0.001095 },{ 0.714786 , -0.697210 , -0.054583}},
26516 {{-0.015958 , 0.829324 , 0.003233 },{ 0.714786 , -0.697210 , -0.054583}},
26517 {{-0.017952 , 0.827156 , -0.000253 },{ 0.702588 , -0.692869 , 0.162180}},
26518 {{-0.015774 , 0.829680 , 0.001095 },{ 0.702588 , -0.692869 , 0.162180}},
26519 {{-0.017785 , 0.827624 , 0.001023 },{ 0.702588 , -0.692869 , 0.162180}},
26520 {{-0.020973 , 0.823779 , -0.001532 },{ 0.704380 , -0.691242 , 0.161349}},
26521 {{-0.017952 , 0.827156 , -0.000253 },{ 0.704380 , -0.691242 , 0.161349}},
26522 {{-0.017785 , 0.827624 , 0.001023 },{ 0.704380 , -0.691242 , 0.161349}},
26523 {{-0.017785 , 0.827624 , 0.001023 },{ 0.511280 , -0.727720 , 0.457183}},
26524 {{-0.018969 , 0.827061 , 0.001451 },{ 0.511280 , -0.727720 , 0.457183}},
26525 {{-0.020973 , 0.823779 , -0.001532 },{ 0.511280 , -0.727720 , 0.457183}},
26526 {{-0.014615 , 0.752496 , -0.040709 },{ -0.973607 , -0.087502 , 0.210792}},
26527 {{-0.012025 , 0.755973 , -0.027303 },{ -0.973607 , -0.087502 , 0.210792}},
26528 {{-0.014199 , 0.775000 , -0.029446 },{ -0.973607 , -0.087502 , 0.210792}},
26529 {{-0.017084 , 0.771185 , -0.042951 },{ -0.966953 , -0.099589 , 0.234698}},
26530 {{-0.014615 , 0.752496 , -0.040709 },{ -0.966953 , -0.099589 , 0.234698}},
26531 {{-0.014199 , 0.775000 , -0.029446 },{ -0.966953 , -0.099589 , 0.234698}},
26532 {{-0.018232 , 0.786003 , -0.044743 },{ -0.970419 , -0.021364 , 0.240480}},
26533 {{-0.014199 , 0.775000 , -0.029446 },{ -0.970419 , -0.021364 , 0.240480}},
26534 {{-0.015045 , 0.789992 , -0.031528 },{ -0.970419 , -0.021364 , 0.240480}},
26535 {{-0.018232 , 0.786003 , -0.044743 },{ -0.973883 , -0.048629 , 0.221782}},
26536 {{-0.017084 , 0.771185 , -0.042951 },{ -0.973883 , -0.048629 , 0.221782}},
26537 {{-0.014199 , 0.775000 , -0.029446 },{ -0.973883 , -0.048629 , 0.221782}},
26538 {{-0.014199 , 0.775000 , -0.029446 },{ -0.798274 , 0.085348 , 0.596216}},
26539 {{-0.004489 , 0.783807 , -0.017706 },{ -0.798274 , 0.085348 , 0.596216}},
26540 {{-0.004567 , 0.798411 , -0.019901 },{ -0.798274 , 0.085348 , 0.596216}},
26541 {{-0.015045 , 0.789992 , -0.031528 },{ -0.758845 , 0.047383 , 0.649545}},
26542 {{-0.014199 , 0.775000 , -0.029446 },{ -0.758845 , 0.047383 , 0.649545}},
26543 {{-0.004567 , 0.798411 , -0.019901 },{ -0.758845 , 0.047383 , 0.649545}},
26544 {{-0.014199 , 0.775000 , -0.029446 },{ -0.788632 , -0.020896 , 0.614510}},
26545 {{-0.012025 , 0.755973 , -0.027303 },{ -0.788632 , -0.020896 , 0.614510}},
26546 {{-0.003258 , 0.765056 , -0.015743 },{ -0.788632 , -0.020896 , 0.614510}},
26547 {{-0.014199 , 0.775000 , -0.029446 },{ -0.776017 , 0.015064 , 0.630533}},
26548 {{-0.003258 , 0.765056 , -0.015743 },{ -0.776017 , 0.015064 , 0.630533}},
26549 {{-0.004489 , 0.783807 , -0.017706 },{ -0.776017 , 0.015064 , 0.630533}},
26550 {{0.050729 , 0.812598 , -0.027813 },{ 0.726872 , 0.031756 , 0.686039}},
26551 {{0.033949 , 0.810605 , -0.009942 },{ 0.726872 , 0.031756 , 0.686039}},
26552 {{0.032843 , 0.796278 , -0.008107 },{ 0.726872 , 0.031756 , 0.686039}},
26553 {{0.050729 , 0.812598 , -0.027813 },{ 0.603763 , 0.251642 , 0.756404}},
26554 {{0.032843 , 0.796278 , -0.008107 },{ 0.603763 , 0.251642 , 0.756404}},
26555 {{0.051589 , 0.798959 , -0.023962 },{ 0.603763 , 0.251642 , 0.756404}},
26556 {{0.049640 , 0.822984 , -0.031421 },{ 0.755017 , 0.284409 , 0.590814}},
26557 {{0.035060 , 0.821362 , -0.012008 },{ 0.755017 , 0.284409 , 0.590814}},
26558 {{0.050729 , 0.812598 , -0.027813 },{ 0.755017 , 0.284409 , 0.590814}},
26559 {{0.050729 , 0.812598 , -0.027813 },{ 0.724638 , 0.057059 , 0.686763}},
26560 {{0.035060 , 0.821362 , -0.012008 },{ 0.724638 , 0.057059 , 0.686763}},
26561 {{0.033949 , 0.810605 , -0.009942 },{ 0.724638 , 0.057059 , 0.686763}},
26562 {{0.053274 , 0.820388 , -0.057643 },{ 0.900552 , 0.395662 , 0.180159}},
26563 {{0.050729 , 0.812598 , -0.027813 },{ 0.900552 , 0.395662 , 0.180159}},
26564 {{0.057012 , 0.809695 , -0.052844 },{ 0.900552 , 0.395662 , 0.180159}},
26565 {{0.053274 , 0.820388 , -0.057643 },{ 0.981885 , 0.145230 , 0.121698}},
26566 {{0.049640 , 0.822984 , -0.031421 },{ 0.981885 , 0.145230 , 0.121698}},
26567 {{0.050729 , 0.812598 , -0.027813 },{ 0.981885 , 0.145230 , 0.121698}},
26568 {{0.060531 , 0.795919 , -0.047243 },{ 0.928974 , 0.153657 , 0.336746}},
26569 {{0.050729 , 0.812598 , -0.027813 },{ 0.928974 , 0.153657 , 0.336746}},
26570 {{0.051589 , 0.798959 , -0.023962 },{ 0.928974 , 0.153657 , 0.336746}},
26571 {{0.057012 , 0.809695 , -0.052844 },{ 0.927976 , 0.316813 , 0.196187}},
26572 {{0.050729 , 0.812598 , -0.027813 },{ 0.927976 , 0.316813 , 0.196187}},
26573 {{0.060531 , 0.795919 , -0.047243 },{ 0.927976 , 0.316813 , 0.196187}},
26574 {{0.019524 , 0.816724 , -0.016352 },{ -0.428406 , 0.893645 , -0.133665}},
26575 {{0.016749 , 0.815837 , -0.013388 },{ -0.428406 , 0.893645 , -0.133665}},
26576 {{0.036180 , 0.824981 , -0.014532 },{ -0.428406 , 0.893645 , -0.133665}},
26577 {{0.019524 , 0.816724 , -0.016352 },{ -0.424778 , 0.891531 , -0.157274}},
26578 {{0.036180 , 0.824981 , -0.014532 },{ -0.424778 , 0.891531 , -0.157274}},
26579 {{0.037305 , 0.825031 , -0.017287 },{ -0.424778 , 0.891531 , -0.157274}},
26580 {{0.035060 , 0.821362 , -0.012008 },{ -0.224199 , 0.540500 , 0.810922}},
26581 {{0.016749 , 0.815837 , -0.013388 },{ -0.224199 , 0.540500 , 0.810922}},
26582 {{0.014563 , 0.811019 , -0.010781 },{ -0.224199 , 0.540500 , 0.810922}},
26583 {{0.036180 , 0.824981 , -0.014532 },{ -0.239572 , 0.604176 , 0.759984}},
26584 {{0.016749 , 0.815837 , -0.013388 },{ -0.239572 , 0.604176 , 0.759984}},
26585 {{0.035060 , 0.821362 , -0.012008 },{ -0.239572 , 0.604176 , 0.759984}},
26586 {{0.016749 , 0.815837 , -0.013388 },{ -0.591111 , 0.481096 , 0.647406}},
26587 {{-0.002342 , 0.804719 , -0.022557 },{ -0.591111 , 0.481096 , 0.647406}},
26588 {{-0.004567 , 0.798411 , -0.019901 },{ -0.591111 , 0.481096 , 0.647406}},
26589 {{-0.004567 , 0.798411 , -0.019901 },{ -0.628255 , 0.570987 , 0.528460}},
26590 {{0.014563 , 0.811019 , -0.010781 },{ -0.628255 , 0.570987 , 0.528460}},
26591 {{0.016749 , 0.815837 , -0.013388 },{ -0.628255 , 0.570987 , 0.528460}},
26592 {{0.019524 , 0.816724 , -0.016352 },{ -0.418708 , 0.899787 , -0.122747}},
26593 {{0.001035 , 0.806880 , -0.025444 },{ -0.418708 , 0.899787 , -0.122747}},
26594 {{0.016749 , 0.815837 , -0.013388 },{ -0.418708 , 0.899787 , -0.122747}},
26595 {{0.016749 , 0.815837 , -0.013388 },{ -0.516079 , 0.855747 , 0.036887}},
26596 {{0.001035 , 0.806880 , -0.025444 },{ -0.516079 , 0.855747 , 0.036887}},
26597 {{-0.002342 , 0.804719 , -0.022557 },{ -0.516079 , 0.855747 , 0.036887}},
26598 {{-0.016737 , 0.793077 , -0.045631 },{ -0.952582 , 0.226783 , 0.202871}},
26599 {{-0.018232 , 0.786003 , -0.044743 },{ -0.952582 , 0.226783 , 0.202871}},
26600 {{-0.013237 , 0.796914 , -0.033486 },{ -0.952582 , 0.226783 , 0.202871}},
26601 {{-0.018232 , 0.786003 , -0.044743 },{ -0.947249 , 0.287490 , 0.141664}},
26602 {{-0.015045 , 0.789992 , -0.031528 },{ -0.947249 , 0.287490 , 0.141664}},
26603 {{-0.013237 , 0.796914 , -0.033486 },{ -0.947249 , 0.287490 , 0.141664}},
26604 {{-0.010101 , 0.799800 , -0.035382 },{ -0.677278 , 0.735727 , -0.000314}},
26605 {{-0.013921 , 0.796279 , -0.046069 },{ -0.677278 , 0.735727 , -0.000314}},
26606 {{-0.013237 , 0.796914 , -0.033486 },{ -0.677278 , 0.735727 , -0.000314}},
26607 {{-0.013921 , 0.796279 , -0.046069 },{ -0.750389 , 0.660955 , 0.007434}},
26608 {{-0.016737 , 0.793077 , -0.045631 },{ -0.750389 , 0.660955 , 0.007434}},
26609 {{-0.013237 , 0.796914 , -0.033486 },{ -0.750389 , 0.660955 , 0.007434}},
26610 {{0.001035 , 0.806880 , -0.025444 },{ -0.559207 , 0.828327 , -0.034086}},
26611 {{-0.013237 , 0.796914 , -0.033486 },{ -0.559207 , 0.828327 , -0.034086}},
26612 {{-0.002342 , 0.804719 , -0.022557 },{ -0.559207 , 0.828327 , -0.034086}},
26613 {{0.001035 , 0.806880 , -0.025444 },{ -0.620489 , 0.770423 , 0.146429}},
26614 {{-0.010101 , 0.799800 , -0.035382 },{ -0.620489 , 0.770423 , 0.146429}},
26615 {{-0.013237 , 0.796914 , -0.033486 },{ -0.620489 , 0.770423 , 0.146429}},
26616 {{-0.013237 , 0.796914 , -0.033486 },{ -0.807719 , 0.346002 , 0.477361}},
26617 {{-0.015045 , 0.789992 , -0.031528 },{ -0.807719 , 0.346002 , 0.477361}},
26618 {{-0.004567 , 0.798411 , -0.019901 },{ -0.807719 , 0.346002 , 0.477361}},
26619 {{-0.013237 , 0.796914 , -0.033486 },{ -0.771342 , 0.458094 , 0.441793}},
26620 {{-0.004567 , 0.798411 , -0.019901 },{ -0.771342 , 0.458094 , 0.441793}},
26621 {{-0.002342 , 0.804719 , -0.022557 },{ -0.771342 , 0.458094 , 0.441793}},
26622 {{0.048092 , 0.826867 , -0.034545 },{ 0.851299 , 0.096259 , 0.515775}},
26623 {{0.036180 , 0.824981 , -0.014532 },{ 0.851299 , 0.096259 , 0.515775}},
26624 {{0.035060 , 0.821362 , -0.012008 },{ 0.851299 , 0.096259 , 0.515775}},
26625 {{0.049640 , 0.822984 , -0.031421 },{ 0.590995 , 0.635422 , 0.496954}},
26626 {{0.048092 , 0.826867 , -0.034545 },{ 0.590995 , 0.635422 , 0.496954}},
26627 {{0.035060 , 0.821362 , -0.012008 },{ 0.590995 , 0.635422 , 0.496954}},
26628 {{0.048092 , 0.826867 , -0.034545 },{ 0.088809 , 0.983098 , 0.160097}},
26629 {{0.046315 , 0.827497 , -0.037428 },{ 0.088809 , 0.983098 , 0.160097}},
26630 {{0.037305 , 0.825031 , -0.017287 },{ 0.088809 , 0.983098 , 0.160097}},
26631 {{0.048092 , 0.826867 , -0.034545 },{ -0.373615 , 0.917573 , -0.135909}},
26632 {{0.037305 , 0.825031 , -0.017287 },{ -0.373615 , 0.917573 , -0.135909}},
26633 {{0.036180 , 0.824981 , -0.014532 },{ -0.373615 , 0.917573 , -0.135909}},
26634 {{0.049096 , 0.824916 , -0.060837 },{ 0.339480 , 0.938903 , -0.056707}},
26635 {{0.044700 , 0.826361 , -0.063229 },{ 0.339480 , 0.938903 , -0.056707}},
26636 {{0.048092 , 0.826867 , -0.034545 },{ 0.339480 , 0.938903 , -0.056707}},
26637 {{0.048092 , 0.826867 , -0.034545 },{ 0.427464 , 0.901587 , -0.066453}},
26638 {{0.044700 , 0.826361 , -0.063229 },{ 0.427464 , 0.901587 , -0.066453}},
26639 {{0.046315 , 0.827497 , -0.037428 },{ 0.427464 , 0.901587 , -0.066453}},
26640 {{0.053274 , 0.820388 , -0.057643 },{ 0.901045 , 0.425764 , 0.082722}},
26641 {{0.048092 , 0.826867 , -0.034545 },{ 0.901045 , 0.425764 , 0.082722}},
26642 {{0.049640 , 0.822984 , -0.031421 },{ 0.901045 , 0.425764 , 0.082722}},
26643 {{0.049096 , 0.824916 , -0.060837 },{ 0.742235 , 0.669799 , -0.021359}},
26644 {{0.048092 , 0.826867 , -0.034545 },{ 0.742235 , 0.669799 , -0.021359}},
26645 {{0.053274 , 0.820388 , -0.057643 },{ 0.742235 , 0.669799 , -0.021359}},
26646 {{0.035060 , 0.821362 , -0.012008 },{ -0.066614 , 0.194826 , 0.978573}},
26647 {{0.013552 , 0.798342 , -0.008889 },{ -0.066614 , 0.194826 , 0.978573}},
26648 {{0.033949 , 0.810605 , -0.009942 },{ -0.066614 , 0.194826 , 0.978573}},
26649 {{0.035060 , 0.821362 , -0.012008 },{ -0.015916 , 0.148835 , 0.988734}},
26650 {{0.014563 , 0.811019 , -0.010781 },{ -0.015916 , 0.148835 , 0.988734}},
26651 {{0.013552 , 0.798342 , -0.008889 },{ -0.015916 , 0.148835 , 0.988734}},
26652 {{0.013552 , 0.798342 , -0.008889 },{ -0.030432 , 0.092638 , 0.995235}},
26653 {{0.013130 , 0.781734 , -0.007356 },{ -0.030432 , 0.092638 , 0.995235}},
26654 {{0.032843 , 0.796278 , -0.008107 },{ -0.030432 , 0.092638 , 0.995235}},
26655 {{0.033949 , 0.810605 , -0.009942 },{ -0.026382 , 0.129001 , 0.991293}},
26656 {{0.013552 , 0.798342 , -0.008889 },{ -0.026382 , 0.129001 , 0.991293}},
26657 {{0.032843 , 0.796278 , -0.008107 },{ -0.026382 , 0.129001 , 0.991293}},
26658 {{0.013552 , 0.798342 , -0.008889 },{ -0.477179 , 0.060455 , 0.876724}},
26659 {{-0.004489 , 0.783807 , -0.017706 },{ -0.477179 , 0.060455 , 0.876724}},
26660 {{-0.003258 , 0.765056 , -0.015743 },{ -0.477179 , 0.060455 , 0.876724}},
26661 {{0.013552 , 0.798342 , -0.008889 },{ -0.525829 , 0.091420 , 0.845663}},
26662 {{-0.003258 , 0.765056 , -0.015743 },{ -0.525829 , 0.091420 , 0.845663}},
26663 {{0.013130 , 0.781734 , -0.007356 },{ -0.525829 , 0.091420 , 0.845663}},
26664 {{0.014563 , 0.811019 , -0.010781 },{ -0.511641 , 0.166603 , 0.842892}},
26665 {{-0.004567 , 0.798411 , -0.019901 },{ -0.511641 , 0.166603 , 0.842892}},
26666 {{0.013552 , 0.798342 , -0.008889 },{ -0.511641 , 0.166603 , 0.842892}},
26667 {{-0.004567 , 0.798411 , -0.019901 },{ -0.514961 , 0.124719 , 0.848092}},
26668 {{-0.004489 , 0.783807 , -0.017706 },{ -0.514961 , 0.124719 , 0.848092}},
26669 {{0.013552 , 0.798342 , -0.008889 },{ -0.514961 , 0.124719 , 0.848092}},
26670 {{-0.014651 , 0.771627 , -0.057063 },{ -0.979536 , -0.131842 , -0.152073}},
26671 {{-0.012472 , 0.752635 , -0.054633 },{ -0.979536 , -0.131842 , -0.152073}},
26672 {{-0.014615 , 0.752496 , -0.040709 },{ -0.979536 , -0.131842 , -0.152073}},
26673 {{-0.014651 , 0.771627 , -0.057063 },{ -0.973619 , -0.149323 , -0.172535}},
26674 {{-0.014615 , 0.752496 , -0.040709 },{ -0.973619 , -0.149323 , -0.172535}},
26675 {{-0.017084 , 0.771185 , -0.042951 },{ -0.973619 , -0.149323 , -0.172535}},
26676 {{-0.006369 , 0.777415 , -0.071024 },{ -0.812367 , -0.177462 , -0.555489}},
26677 {{-0.004118 , 0.758634 , -0.068316 },{ -0.812367 , -0.177462 , -0.555489}},
26678 {{-0.014651 , 0.771627 , -0.057063 },{ -0.812367 , -0.177462 , -0.555489}},
26679 {{-0.004118 , 0.758634 , -0.068316 },{ -0.807949 , -0.165073 , -0.565658}},
26680 {{-0.012472 , 0.752635 , -0.054633 },{ -0.807949 , -0.165073 , -0.565658}},
26681 {{-0.014651 , 0.771627 , -0.057063 },{ -0.807949 , -0.165073 , -0.565658}},
26682 {{-0.007409 , 0.792218 , -0.072514 },{ -0.841692 , -0.101867 , -0.530262}},
26683 {{-0.014651 , 0.771627 , -0.057063 },{ -0.841692 , -0.101867 , -0.530262}},
26684 {{-0.015489 , 0.786682 , -0.058625 },{ -0.841692 , -0.101867 , -0.530262}},
26685 {{-0.007409 , 0.792218 , -0.072514 },{ -0.833280 , -0.113015 , -0.541176}},
26686 {{-0.006369 , 0.777415 , -0.071024 },{ -0.833280 , -0.113015 , -0.541176}},
26687 {{-0.014651 , 0.771627 , -0.057063 },{ -0.833280 , -0.113015 , -0.541176}},
26688 {{-0.014651 , 0.771627 , -0.057063 },{ -0.980326 , -0.096755 , -0.172045}},
26689 {{-0.017084 , 0.771185 , -0.042951 },{ -0.980326 , -0.096755 , -0.172045}},
26690 {{-0.018232 , 0.786003 , -0.044743 },{ -0.980326 , -0.096755 , -0.172045}},
26691 {{-0.015489 , 0.786682 , -0.058625 },{ -0.977579 , -0.074836 , -0.196824}},
26692 {{-0.014651 , 0.771627 , -0.057063 },{ -0.977579 , -0.074836 , -0.196824}},
26693 {{-0.018232 , 0.786003 , -0.044743 },{ -0.977579 , -0.074836 , -0.196824}},
26694 {{0.045919 , 0.807271 , -0.075381 },{ 0.606550 , -0.076266 , -0.791379}},
26695 {{0.050831 , 0.793302 , -0.070270 },{ 0.606550 , -0.076266 , -0.791379}},
26696 {{0.031595 , 0.786958 , -0.084402 },{ 0.606550 , -0.076266 , -0.791379}},
26697 {{0.045919 , 0.807271 , -0.075381 },{ 0.558108 , -0.025228 , -0.829385}},
26698 {{0.031595 , 0.786958 , -0.084402 },{ 0.558108 , -0.025228 , -0.829385}},
26699 {{0.026622 , 0.801771 , -0.088199 },{ 0.558108 , -0.025228 , -0.829385}},
26700 {{0.045919 , 0.807271 , -0.075381 },{ 0.894167 , 0.047395 , -0.445218}},
26701 {{0.057012 , 0.809695 , -0.052844 },{ 0.894167 , 0.047395 , -0.445218}},
26702 {{0.060531 , 0.795919 , -0.047243 },{ 0.894167 , 0.047395 , -0.445218}},
26703 {{0.045919 , 0.807271 , -0.075381 },{ 0.900928 , 0.170839 , -0.398927}},
26704 {{0.060531 , 0.795919 , -0.047243 },{ 0.900928 , 0.170839 , -0.398927}},
26705 {{0.050831 , 0.793302 , -0.070270 },{ 0.900928 , 0.170839 , -0.398927}},
26706 {{0.040934 , 0.818075 , -0.079296 },{ 0.840495 , 0.206250 , -0.501028}},
26707 {{0.053274 , 0.820388 , -0.057643 },{ 0.840495 , 0.206250 , -0.501028}},
26708 {{0.045919 , 0.807271 , -0.075381 },{ 0.840495 , 0.206250 , -0.501028}},
26709 {{0.045919 , 0.807271 , -0.075381 },{ 0.887178 , 0.108896 , -0.448393}},
26710 {{0.053274 , 0.820388 , -0.057643 },{ 0.887178 , 0.108896 , -0.448393}},
26711 {{0.057012 , 0.809695 , -0.052844 },{ 0.887178 , 0.108896 , -0.448393}},
26712 {{0.021891 , 0.813171 , -0.090594 },{ 0.542876 , 0.049162 , -0.838373}},
26713 {{0.045919 , 0.807271 , -0.075381 },{ 0.542876 , 0.049162 , -0.838373}},
26714 {{0.026622 , 0.801771 , -0.088199 },{ 0.542876 , 0.049162 , -0.838373}},
26715 {{0.040934 , 0.818075 , -0.079296 },{ 0.521860 , -0.067356 , -0.850368}},
26716 {{0.045919 , 0.807271 , -0.075381 },{ 0.521860 , -0.067356 , -0.850368}},
26717 {{0.021891 , 0.813171 , -0.090594 },{ 0.521860 , -0.067356 , -0.850368}},
26718 {{0.013645 , 0.818903 , -0.088368 },{ -0.712183 , 0.466606 , -0.524475}},
26719 {{0.004053 , 0.808471 , -0.084624 },{ -0.712183 , 0.466606 , -0.524475}},
26720 {{0.003451 , 0.810397 , -0.082093 },{ -0.712183 , 0.466606 , -0.524475}},
26721 {{0.013645 , 0.818903 , -0.088368 },{ -0.402415 , 0.041802 , -0.914502}},
26722 {{0.017647 , 0.817744 , -0.090182 },{ -0.402415 , 0.041802 , -0.914502}},
26723 {{0.004053 , 0.808471 , -0.084624 },{ -0.402415 , 0.041802 , -0.914502}},
26724 {{0.004053 , 0.808471 , -0.084624 },{ -0.719196 , 0.692513 , -0.056414}},
26725 {{-0.006027 , 0.799066 , -0.071570 },{ -0.719196 , 0.692513 , -0.056414}},
26726 {{-0.003434 , 0.801935 , -0.069409 },{ -0.719196 , 0.692513 , -0.056414}},
26727 {{0.004053 , 0.808471 , -0.084624 },{ -0.910643 , 0.194455 , -0.364576}},
26728 {{-0.003434 , 0.801935 , -0.069409 },{ -0.910643 , 0.194455 , -0.364576}},
26729 {{0.003451 , 0.810397 , -0.082093 },{ -0.910643 , 0.194455 , -0.364576}},
26730 {{0.004053 , 0.808471 , -0.084624 },{ -0.706357 , -0.028841 , -0.707268}},
26731 {{0.005414 , 0.802800 , -0.085752 },{ -0.706357 , -0.028841 , -0.707268}},
26732 {{-0.007409 , 0.792218 , -0.072514 },{ -0.706357 , -0.028841 , -0.707268}},
26733 {{0.004053 , 0.808471 , -0.084624 },{ -0.844039 , 0.236675 , -0.481232}},
26734 {{-0.007409 , 0.792218 , -0.072514 },{ -0.844039 , 0.236675 , -0.481232}},
26735 {{-0.006027 , 0.799066 , -0.071570 },{ -0.844039 , 0.236675 , -0.481232}},
26736 {{0.017647 , 0.817744 , -0.090182 },{ -0.272820 , -0.167846 , -0.947310}},
26737 {{0.021891 , 0.813171 , -0.090594 },{ -0.272820 , -0.167846 , -0.947310}},
26738 {{0.004053 , 0.808471 , -0.084624 },{ -0.272820 , -0.167846 , -0.947310}},
26739 {{0.021891 , 0.813171 , -0.090594 },{ -0.340236 , 0.104232 , -0.934546}},
26740 {{0.005414 , 0.802800 , -0.085752 },{ -0.340236 , 0.104232 , -0.934546}},
26741 {{0.004053 , 0.808471 , -0.084624 },{ -0.340236 , 0.104232 , -0.934546}},
26742 {{-0.015489 , 0.786682 , -0.058625 },{ -0.952413 , 0.248849 , -0.176020}},
26743 {{-0.018232 , 0.786003 , -0.044743 },{ -0.952413 , 0.248849 , -0.176020}},
26744 {{-0.013645 , 0.793864 , -0.058449 },{ -0.952413 , 0.248849 , -0.176020}},
26745 {{-0.013645 , 0.793864 , -0.058449 },{ -0.959499 , 0.175073 , -0.220705}},
26746 {{-0.018232 , 0.786003 , -0.044743 },{ -0.959499 , 0.175073 , -0.220705}},
26747 {{-0.016737 , 0.793077 , -0.045631 },{ -0.959499 , 0.175073 , -0.220705}},
26748 {{-0.015489 , 0.786682 , -0.058625 },{ -0.878111 , 0.235662 , -0.416395}},
26749 {{-0.013645 , 0.793864 , -0.058449 },{ -0.878111 , 0.235662 , -0.416395}},
26750 {{-0.006027 , 0.799066 , -0.071570 },{ -0.878111 , 0.235662 , -0.416395}},
26751 {{-0.015489 , 0.786682 , -0.058625 },{ -0.877978 , 0.234700 , -0.417218}},
26752 {{-0.006027 , 0.799066 , -0.071570 },{ -0.877978 , 0.234700 , -0.417218}},
26753 {{-0.007409 , 0.792218 , -0.072514 },{ -0.877978 , 0.234700 , -0.417218}},
26754 {{-0.006027 , 0.799066 , -0.071570 },{ -0.689861 , 0.714375 , -0.117304}},
26755 {{-0.013645 , 0.793864 , -0.058449 },{ -0.689861 , 0.714375 , -0.117304}},
26756 {{-0.010461 , 0.797110 , -0.057406 },{ -0.689861 , 0.714375 , -0.117304}},
26757 {{-0.006027 , 0.799066 , -0.071570 },{ -0.690957 , 0.713232 , -0.117805}},
26758 {{-0.010461 , 0.797110 , -0.057406 },{ -0.690957 , 0.713232 , -0.117805}},
26759 {{-0.003434 , 0.801935 , -0.069409 },{ -0.690957 , 0.713232 , -0.117805}},
26760 {{-0.013645 , 0.793864 , -0.058449 },{ -0.752851 , 0.642658 , -0.142149}},
26761 {{-0.016737 , 0.793077 , -0.045631 },{ -0.752851 , 0.642658 , -0.142149}},
26762 {{-0.013921 , 0.796279 , -0.046069 },{ -0.752851 , 0.642658 , -0.142149}},
26763 {{-0.010461 , 0.797110 , -0.057406 },{ -0.679919 , 0.716725 , -0.154972}},
26764 {{-0.013645 , 0.793864 , -0.058449 },{ -0.679919 , 0.716725 , -0.154972}},
26765 {{-0.013921 , 0.796279 , -0.046069 },{ -0.679919 , 0.716725 , -0.154972}},
26766 {{0.035805 , 0.822550 , -0.080818 },{ 0.453258 , 0.226261 , -0.862185}},
26767 {{0.040934 , 0.818075 , -0.079296 },{ 0.453258 , 0.226261 , -0.862185}},
26768 {{0.021891 , 0.813171 , -0.090594 },{ 0.453258 , 0.226261 , -0.862185}},
26769 {{0.035805 , 0.822550 , -0.080818 },{ 0.338049 , 0.390860 , -0.856126}},
26770 {{0.021891 , 0.813171 , -0.090594 },{ 0.338049 , 0.390860 , -0.856126}},
26771 {{0.017647 , 0.817744 , -0.090182 },{ 0.338049 , 0.390860 , -0.856126}},
26772 {{0.035805 , 0.822550 , -0.080818 },{ 0.770136 , 0.322328 , -0.550449}},
26773 {{0.049096 , 0.824916 , -0.060837 },{ 0.770136 , 0.322328 , -0.550449}},
26774 {{0.053274 , 0.820388 , -0.057643 },{ 0.770136 , 0.322328 , -0.550449}},
26775 {{0.035805 , 0.822550 , -0.080818 },{ 0.660709 , 0.607153 , -0.441394}},
26776 {{0.053274 , 0.820388 , -0.057643 },{ 0.660709 , 0.607153 , -0.441394}},
26777 {{0.040934 , 0.818075 , -0.079296 },{ 0.660709 , 0.607153 , -0.441394}},
26778 {{0.044700 , 0.826361 , -0.063229 },{ 0.250197 , 0.912303 , -0.324199}},
26779 {{0.035805 , 0.822550 , -0.080818 },{ 0.250197 , 0.912303 , -0.324199}},
26780 {{0.030602 , 0.823861 , -0.081144 },{ 0.250197 , 0.912303 , -0.324199}},
26781 {{0.049096 , 0.824916 , -0.060837 },{ 0.478414 , 0.776451 , -0.410176}},
26782 {{0.035805 , 0.822550 , -0.080818 },{ 0.478414 , 0.776451 , -0.410176}},
26783 {{0.044700 , 0.826361 , -0.063229 },{ 0.478414 , 0.776451 , -0.410176}},
26784 {{0.035805 , 0.822550 , -0.080818 },{ 0.026309 , 0.867716 , -0.496363}},
26785 {{0.017647 , 0.817744 , -0.090182 },{ 0.026309 , 0.867716 , -0.496363}},
26786 {{0.013645 , 0.818903 , -0.088368 },{ 0.026309 , 0.867716 , -0.496363}},
26787 {{0.030602 , 0.823861 , -0.081144 },{ 0.188562 , 0.545217 , -0.816813}},
26788 {{0.035805 , 0.822550 , -0.080818 },{ 0.188562 , 0.545217 , -0.816813}},
26789 {{0.013645 , 0.818903 , -0.088368 },{ 0.188562 , 0.545217 , -0.816813}},
26790 {{0.021891 , 0.813171 , -0.090594 },{ -0.182105 , -0.163370 , -0.969612}},
26791 {{0.008290 , 0.789641 , -0.084075 },{ -0.182105 , -0.163370 , -0.969612}},
26792 {{0.005414 , 0.802800 , -0.085752 },{ -0.182105 , -0.163370 , -0.969612}},
26793 {{0.021891 , 0.813171 , -0.090594 },{ -0.065459 , -0.231103 , -0.970725}},
26794 {{0.026622 , 0.801771 , -0.088199 },{ -0.065459 , -0.231103 , -0.970725}},
26795 {{0.008290 , 0.789641 , -0.084075 },{ -0.065459 , -0.231103 , -0.970725}},
26796 {{-0.007409 , 0.792218 , -0.072514 },{ -0.601446 , -0.121731 , -0.789585}},
26797 {{0.008290 , 0.789641 , -0.084075 },{ -0.601446 , -0.121731 , -0.789585}},
26798 {{-0.006369 , 0.777415 , -0.071024 },{ -0.601446 , -0.121731 , -0.789585}},
26799 {{0.005414 , 0.802800 , -0.085752 },{ -0.601314 , -0.228979 , -0.765500}},
26800 {{0.008290 , 0.789641 , -0.084075 },{ -0.601314 , -0.228979 , -0.765500}},
26801 {{-0.007409 , 0.792218 , -0.072514 },{ -0.601314 , -0.228979 , -0.765500}},
26802 {{0.008290 , 0.789641 , -0.084075 },{ -0.452958 , -0.253196 , -0.854822}},
26803 {{0.011924 , 0.772738 , -0.080994 },{ -0.452958 , -0.253196 , -0.854822}},
26804 {{-0.004118 , 0.758634 , -0.068316 },{ -0.452958 , -0.253196 , -0.854822}},
26805 {{0.008290 , 0.789641 , -0.084075 },{ -0.563743 , -0.183678 , -0.805268}},
26806 {{-0.004118 , 0.758634 , -0.068316 },{ -0.563743 , -0.183678 , -0.805268}},
26807 {{-0.006369 , 0.777415 , -0.071024 },{ -0.563743 , -0.183678 , -0.805268}},
26808 {{0.026622 , 0.801771 , -0.088199 },{ -0.043668 , -0.261796 , -0.964135}},
26809 {{0.031595 , 0.786958 , -0.084402 },{ -0.043668 , -0.261796 , -0.964135}},
26810 {{0.008290 , 0.789641 , -0.084075 },{ -0.043668 , -0.261796 , -0.964135}},
26811 {{0.008290 , 0.789641 , -0.084075 },{ -0.035252 , -0.186540 , -0.981815}},
26812 {{0.031595 , 0.786958 , -0.084402 },{ -0.035252 , -0.186540 , -0.981815}},
26813 {{0.011924 , 0.772738 , -0.080994 },{ -0.035252 , -0.186540 , -0.981815}},
26814 {{-0.179411 , 0.991102 , -0.227221 },{ 0.066341 , 0.341164 , 0.937660}},
26815 {{-0.187546 , 0.988630 , -0.225746 },{ 0.066341 , 0.341164 , 0.937660}},
26816 {{-0.178568 , 0.985477 , -0.225234 },{ 0.066341 , 0.341164 , 0.937660}},
26817 {{-0.179411 , 0.991102 , -0.227221 },{ 0.987936 , 0.109309 , -0.109697}},
26818 {{-0.178568 , 0.985477 , -0.225234 },{ 0.987936 , 0.109309 , -0.109697}},
26819 {{-0.185312 , 0.950823 , -0.320502 },{ 0.987936 , 0.109309 , -0.109697}},
26820 {{-0.179411 , 0.991102 , -0.227221 },{ 0.987936 , 0.109307 , -0.109697}},
26821 {{-0.185312 , 0.950823 , -0.320502 },{ 0.987936 , 0.109307 , -0.109697}},
26822 {{-0.186155 , 0.956448 , -0.322489 },{ 0.987936 , 0.109307 , -0.109697}},
26823 {{-0.193114 , 0.920687 , -0.420802 },{ -0.066391 , -0.341027 , -0.937706}},
26824 {{-0.192271 , 0.915062 , -0.418816 },{ -0.066391 , -0.341027 , -0.937706}},
26825 {{-0.201249 , 0.918215 , -0.419327 },{ -0.066391 , -0.341027 , -0.937706}},
26826 {{-0.187546 , 0.988630 , -0.225746 },{ 0.066297 , 0.341045 , 0.937706}},
26827 {{-0.180131 , 0.980697 , -0.223385 },{ 0.066297 , 0.341045 , 0.937706}},
26828 {{-0.178568 , 0.985477 , -0.225234 },{ 0.066297 , 0.341045 , 0.937706}},
26829 {{-0.189381 , 0.929914 , -0.377984 },{ 0.954259 , -0.296267 , 0.040198}},
26830 {{-0.190943 , 0.925134 , -0.376134 },{ 0.954259 , -0.296267 , 0.040198}},
26831 {{-0.193834 , 0.910282 , -0.416966 },{ 0.954259 , -0.296267 , 0.040198}},
26832 {{-0.189381 , 0.929914 , -0.377984 },{ 0.954208 , -0.296420 , 0.040282}},
26833 {{-0.193834 , 0.910282 , -0.416966 },{ 0.954208 , -0.296420 , 0.040282}},
26834 {{-0.192271 , 0.915062 , -0.418816 },{ 0.954208 , -0.296420 , 0.040282}},
26835 {{-0.201249 , 0.918215 , -0.419327 },{ -0.066441 , -0.341160 , -0.937654}},
26836 {{-0.192271 , 0.915062 , -0.418816 },{ -0.066441 , -0.341160 , -0.937654}},
26837 {{-0.193834 , 0.910282 , -0.416966 },{ -0.066441 , -0.341160 , -0.937654}},
26838 {{-0.187546 , 0.988630 , -0.225746 },{ 0.066408 , 0.341137 , 0.937665}},
26839 {{-0.183681 , 0.978043 , -0.222168 },{ 0.066408 , 0.341137 , 0.937665}},
26840 {{-0.180131 , 0.980697 , -0.223385 },{ 0.066408 , 0.341137 , 0.937665}},
26841 {{-0.183681 , 0.978043 , -0.222168 },{ 0.631847 , -0.741695 , 0.225072}},
26842 {{-0.190424 , 0.943389 , -0.317436 },{ 0.631847 , -0.741695 , 0.225072}},
26843 {{-0.186875 , 0.946043 , -0.318653 },{ 0.631847 , -0.741695 , 0.225072}},
26844 {{-0.183681 , 0.978043 , -0.222168 },{ 0.631734 , -0.741782 , 0.225105}},
26845 {{-0.186875 , 0.946043 , -0.318653 },{ 0.631734 , -0.741782 , 0.225105}},
26846 {{-0.180131 , 0.980697 , -0.223385 },{ 0.631734 , -0.741782 , 0.225105}},
26847 {{-0.201249 , 0.918215 , -0.419327 },{ -0.066277 , -0.341025 , -0.937715}},
26848 {{-0.193834 , 0.910282 , -0.416966 },{ -0.066277 , -0.341025 , -0.937715}},
26849 {{-0.197383 , 0.907628 , -0.415750 },{ -0.066277 , -0.341025 , -0.937715}},
26850 {{-0.187546 , 0.988630 , -0.225746 },{ 0.066381 , 0.341129 , 0.937670}},
26851 {{-0.188266 , 0.978226 , -0.221910 },{ 0.066381 , 0.341129 , 0.937670}},
26852 {{-0.183681 , 0.978043 , -0.222168 },{ 0.066381 , 0.341129 , 0.937670}},
26853 {{-0.199078 , 0.922663 , -0.374660 },{ -0.017904 , -0.939196 , 0.342915}},
26854 {{-0.201968 , 0.907810 , -0.415491 },{ -0.017904 , -0.939196 , 0.342915}},
26855 {{-0.197383 , 0.907628 , -0.415750 },{ -0.017904 , -0.939196 , 0.342915}},
26856 {{-0.199078 , 0.922663 , -0.374660 },{ -0.018176 , -0.939195 , 0.342903}},
26857 {{-0.197383 , 0.907628 , -0.415750 },{ -0.018176 , -0.939195 , 0.342903}},
26858 {{-0.194493 , 0.922480 , -0.374918 },{ -0.018176 , -0.939195 , 0.342903}},
26859 {{-0.201249 , 0.918215 , -0.419327 },{ -0.066508 , -0.341095 , -0.937673}},
26860 {{-0.197383 , 0.907628 , -0.415750 },{ -0.066508 , -0.341095 , -0.937673}},
26861 {{-0.201968 , 0.907810 , -0.415491 },{ -0.066508 , -0.341095 , -0.937673}},
26862 {{-0.187546 , 0.988630 , -0.225746 },{ 0.066295 , 0.341136 , 0.937673}},
26863 {{-0.192658 , 0.981196 , -0.222680 },{ 0.066295 , 0.341136 , 0.937673}},
26864 {{-0.188266 , 0.978226 , -0.221910 },{ 0.066295 , 0.341136 , 0.937673}},
26865 {{-0.192658 , 0.981196 , -0.222680 },{ -0.568744 , -0.759213 , 0.316427}},
26866 {{-0.199402 , 0.946542 , -0.317948 },{ -0.568744 , -0.759213 , 0.316427}},
26867 {{-0.195009 , 0.943572 , -0.317178 },{ -0.568744 , -0.759213 , 0.316427}},
26868 {{-0.192658 , 0.981196 , -0.222680 },{ -0.568830 , -0.759157 , 0.316407}},
26869 {{-0.195009 , 0.943572 , -0.317178 },{ -0.568830 , -0.759157 , 0.316407}},
26870 {{-0.188266 , 0.978226 , -0.221910 },{ -0.568830 , -0.759157 , 0.316407}},
26871 {{-0.201249 , 0.918215 , -0.419327 },{ -0.066342 , -0.341109 , -0.937680}},
26872 {{-0.201968 , 0.907810 , -0.415491 },{ -0.066342 , -0.341109 , -0.937680}},
26873 {{-0.206361 , 0.910781 , -0.416261 },{ -0.066342 , -0.341109 , -0.937680}},
26874 {{-0.187546 , 0.988630 , -0.225746 },{ 0.066422 , 0.341057 , 0.937693}},
26875 {{-0.195681 , 0.986159 , -0.224271 },{ 0.066422 , 0.341057 , 0.937693}},
26876 {{-0.192658 , 0.981196 , -0.222680 },{ 0.066422 , 0.341057 , 0.937693}},
26877 {{-0.206361 , 0.910781 , -0.416261 },{ -0.862539 , -0.452834 , 0.225760}},
26878 {{-0.203471 , 0.925633 , -0.375429 },{ -0.862539 , -0.452834 , 0.225760}},
26879 {{-0.206493 , 0.930596 , -0.377020 },{ -0.862539 , -0.452834 , 0.225760}},
26880 {{-0.206361 , 0.910781 , -0.416261 },{ -0.862501 , -0.452892 , 0.225789}},
26881 {{-0.206493 , 0.930596 , -0.377020 },{ -0.862501 , -0.452892 , 0.225789}},
26882 {{-0.209383 , 0.915743 , -0.417852 },{ -0.862501 , -0.452892 , 0.225789}},
26883 {{-0.201249 , 0.918215 , -0.419327 },{ -0.066380 , -0.341085 , -0.937686}},
26884 {{-0.206361 , 0.910781 , -0.416261 },{ -0.066380 , -0.341085 , -0.937686}},
26885 {{-0.209383 , 0.915743 , -0.417852 },{ -0.066380 , -0.341085 , -0.937686}},
26886 {{-0.196524 , 0.991783 , -0.226257 },{ 0.066413 , 0.341081 , 0.937685}},
26887 {{-0.195681 , 0.986159 , -0.224271 },{ 0.066413 , 0.341081 , 0.937685}},
26888 {{-0.187546 , 0.988630 , -0.225746 },{ 0.066413 , 0.341081 , 0.937685}},
26889 {{-0.202424 , 0.951505 , -0.319539 },{ -0.987932 , -0.109344 , 0.109699}},
26890 {{-0.195681 , 0.986159 , -0.224271 },{ -0.987932 , -0.109344 , 0.109699}},
26891 {{-0.196524 , 0.991783 , -0.226257 },{ -0.987932 , -0.109344 , 0.109699}},
26892 {{-0.202424 , 0.951505 , -0.319539 },{ -0.987934 , -0.109329 , 0.109693}},
26893 {{-0.196524 , 0.991783 , -0.226257 },{ -0.987934 , -0.109329 , 0.109693}},
26894 {{-0.203267 , 0.957130 , -0.321525 },{ -0.987934 , -0.109329 , 0.109693}},
26895 {{-0.210226 , 0.921368 , -0.419839 },{ -0.066352 , -0.341163 , -0.937659}},
26896 {{-0.201249 , 0.918215 , -0.419327 },{ -0.066352 , -0.341163 , -0.937659}},
26897 {{-0.209383 , 0.915743 , -0.417852 },{ -0.066352 , -0.341163 , -0.937659}},
26898 {{-0.194961 , 0.996563 , -0.228107 },{ 0.066445 , 0.341167 , 0.937651}},
26899 {{-0.196524 , 0.991783 , -0.226257 },{ 0.066445 , 0.341167 , 0.937651}},
26900 {{-0.187546 , 0.988630 , -0.225746 },{ 0.066445 , 0.341167 , 0.937651}},
26901 {{-0.210226 , 0.921368 , -0.419839 },{ -0.954203 , 0.296435 , -0.040295}},
26902 {{-0.207336 , 0.936221 , -0.379007 },{ -0.954203 , 0.296435 , -0.040295}},
26903 {{-0.205773 , 0.941001 , -0.380856 },{ -0.954203 , 0.296435 , -0.040295}},
26904 {{-0.210226 , 0.921368 , -0.419839 },{ -0.954256 , 0.296276 , -0.040209}},
26905 {{-0.205773 , 0.941001 , -0.380856 },{ -0.954256 , 0.296276 , -0.040209}},
26906 {{-0.208664 , 0.926148 , -0.421688 },{ -0.954256 , 0.296276 , -0.040209}},
26907 {{-0.208664 , 0.926148 , -0.421688 },{ -0.066312 , -0.341057 , -0.937701}},
26908 {{-0.201249 , 0.918215 , -0.419327 },{ -0.066312 , -0.341057 , -0.937701}},
26909 {{-0.210226 , 0.921368 , -0.419839 },{ -0.066312 , -0.341057 , -0.937701}},
26910 {{-0.191412 , 0.999217 , -0.229323 },{ 0.066273 , 0.341025 , 0.937715}},
26911 {{-0.194961 , 0.996563 , -0.228107 },{ 0.066273 , 0.341025 , 0.937715}},
26912 {{-0.187546 , 0.988630 , -0.225746 },{ 0.066273 , 0.341025 , 0.937715}},
26913 {{-0.198155 , 0.964564 , -0.324591 },{ -0.631687 , 0.741819 , -0.225114}},
26914 {{-0.201705 , 0.961910 , -0.323375 },{ -0.631687 , 0.741819 , -0.225114}},
26915 {{-0.194961 , 0.996563 , -0.228107 },{ -0.631687 , 0.741819 , -0.225114}},
26916 {{-0.198155 , 0.964564 , -0.324591 },{ -0.631794 , 0.741737 , -0.225083}},
26917 {{-0.194961 , 0.996563 , -0.228107 },{ -0.631794 , 0.741737 , -0.225083}},
26918 {{-0.191412 , 0.999217 , -0.229323 },{ -0.631794 , 0.741737 , -0.225083}},
26919 {{-0.205114 , 0.928802 , -0.422905 },{ -0.066410 , -0.341138 , -0.937664}},
26920 {{-0.201249 , 0.918215 , -0.419327 },{ -0.066410 , -0.341138 , -0.937664}},
26921 {{-0.208664 , 0.926148 , -0.421688 },{ -0.066410 , -0.341138 , -0.937664}},
26922 {{-0.191412 , 0.999217 , -0.229323 },{ 0.066490 , 0.341091 , 0.937676}},
26923 {{-0.187546 , 0.988630 , -0.225746 },{ 0.066490 , 0.341091 , 0.937676}},
26924 {{-0.186826 , 0.999035 , -0.229582 },{ 0.066490 , 0.341091 , 0.937676}},
26925 {{-0.200529 , 0.928620 , -0.423163 },{ 0.017992 , 0.939195 , -0.342914}},
26926 {{-0.205114 , 0.928802 , -0.422905 },{ 0.017992 , 0.939195 , -0.342914}},
26927 {{-0.202224 , 0.943655 , -0.382073 },{ 0.017992 , 0.939195 , -0.342914}},
26928 {{-0.200529 , 0.928620 , -0.423163 },{ 0.018198 , 0.939194 , -0.342905}},
26929 {{-0.202224 , 0.943655 , -0.382073 },{ 0.018198 , 0.939194 , -0.342905}},
26930 {{-0.197639 , 0.943472 , -0.382331 },{ 0.018198 , 0.939194 , -0.342905}},
26931 {{-0.205114 , 0.928802 , -0.422905 },{ -0.066306 , -0.341107 , -0.937683}},
26932 {{-0.200529 , 0.928620 , -0.423163 },{ -0.066306 , -0.341107 , -0.937683}},
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26941 {{-0.186826 , 0.999035 , -0.229582 },{ 0.568958 , 0.759071 , -0.316383}},
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26963 {{-0.193114 , 0.920687 , -0.420802 },{ 0.987935 , 0.109330 , -0.109691}},
26964 {{-0.178568 , 0.985477 , -0.225234 },{ 0.954204 , -0.296432 , 0.040280}},
26965 {{-0.180131 , 0.980697 , -0.223385 },{ 0.954204 , -0.296432 , 0.040280}},
26966 {{-0.186875 , 0.946043 , -0.318653 },{ 0.954204 , -0.296432 , 0.040280}},
26967 {{-0.178568 , 0.985477 , -0.225234 },{ 0.954203 , -0.296434 , 0.040281}},
26968 {{-0.186875 , 0.946043 , -0.318653 },{ 0.954203 , -0.296434 , 0.040281}},
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26970 {{-0.194493 , 0.922480 , -0.374918 },{ 0.631794 , -0.741739 , 0.225079}},
26971 {{-0.197383 , 0.907628 , -0.415750 },{ 0.631794 , -0.741739 , 0.225079}},
26972 {{-0.193834 , 0.910282 , -0.416966 },{ 0.631794 , -0.741739 , 0.225079}},
26973 {{-0.194493 , 0.922480 , -0.374918 },{ 0.631684 , -0.741825 , 0.225102}},
26974 {{-0.193834 , 0.910282 , -0.416966 },{ 0.631684 , -0.741825 , 0.225102}},
26975 {{-0.190943 , 0.925134 , -0.376134 },{ 0.631684 , -0.741825 , 0.225102}},
26976 {{-0.188266 , 0.978226 , -0.221910 },{ -0.018197 , -0.939188 , 0.342921}},
26977 {{-0.195009 , 0.943572 , -0.317178 },{ -0.018197 , -0.939188 , 0.342921}},
26978 {{-0.190424 , 0.943389 , -0.317436 },{ -0.018197 , -0.939188 , 0.342921}},
26979 {{-0.188266 , 0.978226 , -0.221910 },{ -0.018199 , -0.939188 , 0.342921}},
26980 {{-0.190424 , 0.943389 , -0.317436 },{ -0.018199 , -0.939188 , 0.342921}},
26981 {{-0.183681 , 0.978043 , -0.222168 },{ -0.018199 , -0.939188 , 0.342921}},
26982 {{-0.203471 , 0.925633 , -0.375429 },{ -0.568871 , -0.759135 , 0.316387}},
26983 {{-0.206361 , 0.910781 , -0.416261 },{ -0.568871 , -0.759135 , 0.316387}},
26984 {{-0.201968 , 0.907810 , -0.415491 },{ -0.568871 , -0.759135 , 0.316387}},
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26987 {{-0.199078 , 0.922663 , -0.374660 },{ -0.568712 , -0.759233 , 0.316436}},
26988 {{-0.199402 , 0.946542 , -0.317948 },{ -0.862467 , -0.452944 , 0.225814}},
26989 {{-0.192658 , 0.981196 , -0.222680 },{ -0.862467 , -0.452944 , 0.225814}},
26990 {{-0.195681 , 0.986159 , -0.224271 },{ -0.862467 , -0.452944 , 0.225814}},
26991 {{-0.199402 , 0.946542 , -0.317948 },{ -0.862539 , -0.452830 , 0.225768}},
26992 {{-0.195681 , 0.986159 , -0.224271 },{ -0.862539 , -0.452830 , 0.225768}},
26993 {{-0.202424 , 0.951505 , -0.319539 },{ -0.862539 , -0.452830 , 0.225768}},
26994 {{-0.209383 , 0.915743 , -0.417852 },{ -0.987936 , -0.109315 , 0.109688}},
26995 {{-0.206493 , 0.930596 , -0.377020 },{ -0.987936 , -0.109315 , 0.109688}},
26996 {{-0.207336 , 0.936221 , -0.379007 },{ -0.987936 , -0.109315 , 0.109688}},
26997 {{-0.209383 , 0.915743 , -0.417852 },{ -0.987936 , -0.109315 , 0.109688}},
26998 {{-0.207336 , 0.936221 , -0.379007 },{ -0.987936 , -0.109315 , 0.109688}},
26999 {{-0.210226 , 0.921368 , -0.419839 },{ -0.987936 , -0.109315 , 0.109688}},
27000 {{-0.203267 , 0.957130 , -0.321525 },{ -0.954209 , 0.296417 , -0.040281}},
27001 {{-0.196524 , 0.991783 , -0.226257 },{ -0.954209 , 0.296417 , -0.040281}},
27002 {{-0.194961 , 0.996563 , -0.228107 },{ -0.954209 , 0.296417 , -0.040281}},
27003 {{-0.203267 , 0.957130 , -0.321525 },{ -0.954259 , 0.296264 , -0.040212}},
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27005 {{-0.201705 , 0.961910 , -0.323375 },{ -0.954259 , 0.296264 , -0.040212}},
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27008 {{-0.205773 , 0.941001 , -0.380856 },{ -0.631733 , 0.741784 , -0.225101}},
27009 {{-0.205114 , 0.928802 , -0.422905 },{ -0.631849 , 0.741692 , -0.225076}},
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27011 {{-0.202224 , 0.943655 , -0.382073 },{ -0.631849 , 0.741692 , -0.225076}},
27012 {{-0.193570 , 0.964381 , -0.324850 },{ 0.018112 , 0.939195 , -0.342907}},
27013 {{-0.198155 , 0.964564 , -0.324591 },{ 0.018112 , 0.939195 , -0.342907}},
27014 {{-0.191412 , 0.999217 , -0.229323 },{ 0.018112 , 0.939195 , -0.342907}},
27015 {{-0.193570 , 0.964381 , -0.324850 },{ 0.017902 , 0.939200 , -0.342904}},
27016 {{-0.191412 , 0.999217 , -0.229323 },{ 0.017902 , 0.939200 , -0.342904}},
27017 {{-0.186826 , 0.999035 , -0.229582 },{ 0.017902 , 0.939200 , -0.342904}},
27018 {{-0.196136 , 0.925649 , -0.422393 },{ 0.568864 , 0.759139 , -0.316388}},
27019 {{-0.200529 , 0.928620 , -0.423163 },{ 0.568864 , 0.759139 , -0.316388}},
27020 {{-0.197639 , 0.943472 , -0.382331 },{ 0.568864 , 0.759139 , -0.316388}},
27021 {{-0.196136 , 0.925649 , -0.422393 },{ 0.568744 , 0.759214 , -0.316425}},
27022 {{-0.197639 , 0.943472 , -0.382331 },{ 0.568744 , 0.759214 , -0.316425}},
27023 {{-0.193246 , 0.940502 , -0.381561 },{ 0.568744 , 0.759214 , -0.316425}},
27024 {{-0.189178 , 0.961411 , -0.324080 },{ 0.862465 , 0.452948 , -0.225814}},
27025 {{-0.186155 , 0.956448 , -0.322489 },{ 0.862465 , 0.452948 , -0.225814}},
27026 {{-0.190224 , 0.935539 , -0.379970 },{ 0.862465 , 0.452948 , -0.225814}},
27027 {{-0.189178 , 0.961411 , -0.324080 },{ 0.862539 , 0.452834 , -0.225763}},
27028 {{-0.190224 , 0.935539 , -0.379970 },{ 0.862539 , 0.452834 , -0.225763}},
27029 {{-0.193246 , 0.940502 , -0.381561 },{ 0.862539 , 0.452834 , -0.225763}},
27030 {{-0.186155 , 0.956448 , -0.322489 },{ 0.987937 , 0.109308 , -0.109694}},
27031 {{-0.185312 , 0.950823 , -0.320502 },{ 0.987937 , 0.109308 , -0.109694}},
27032 {{-0.189381 , 0.929914 , -0.377984 },{ 0.987937 , 0.109308 , -0.109694}},
27033 {{-0.186155 , 0.956448 , -0.322489 },{ 0.987934 , 0.109324 , -0.109701}},
27034 {{-0.189381 , 0.929914 , -0.377984 },{ 0.987934 , 0.109324 , -0.109701}},
27035 {{-0.190224 , 0.935539 , -0.379970 },{ 0.987934 , 0.109324 , -0.109701}},
27036 {{-0.190424 , 0.943389 , -0.317436 },{ 0.631686 , -0.741819 , 0.225119}},
27037 {{-0.194493 , 0.922480 , -0.374918 },{ 0.631686 , -0.741819 , 0.225119}},
27038 {{-0.190943 , 0.925134 , -0.376134 },{ 0.631686 , -0.741819 , 0.225119}},
27039 {{-0.190424 , 0.943389 , -0.317436 },{ 0.631848 , -0.741693 , 0.225079}},
27040 {{-0.190943 , 0.925134 , -0.376134 },{ 0.631848 , -0.741693 , 0.225079}},
27041 {{-0.186875 , 0.946043 , -0.318653 },{ 0.631848 , -0.741693 , 0.225079}},
27042 {{-0.199402 , 0.946542 , -0.317948 },{ -0.568713 , -0.759234 , 0.316433}},
27043 {{-0.203471 , 0.925633 , -0.375429 },{ -0.568713 , -0.759234 , 0.316433}},
27044 {{-0.199078 , 0.922663 , -0.374660 },{ -0.568713 , -0.759234 , 0.316433}},
27045 {{-0.199402 , 0.946542 , -0.317948 },{ -0.568744 , -0.759214 , 0.316424}},
27046 {{-0.199078 , 0.922663 , -0.374660 },{ -0.568744 , -0.759214 , 0.316424}},
27047 {{-0.195009 , 0.943572 , -0.317178 },{ -0.568744 , -0.759214 , 0.316424}},
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27049 {{-0.202424 , 0.951505 , -0.319539 },{ -0.987934 , -0.109326 , 0.109702}},
27050 {{-0.203267 , 0.957130 , -0.321525 },{ -0.987934 , -0.109326 , 0.109702}},
27051 {{-0.206493 , 0.930596 , -0.377020 },{ -0.987936 , -0.109313 , 0.109696}},
27052 {{-0.203267 , 0.957130 , -0.321525 },{ -0.987936 , -0.109313 , 0.109696}},
27053 {{-0.207336 , 0.936221 , -0.379007 },{ -0.987936 , -0.109313 , 0.109696}},
27054 {{-0.202224 , 0.943655 , -0.382073 },{ -0.631849 , 0.741691 , -0.225078}},
27055 {{-0.205773 , 0.941001 , -0.380856 },{ -0.631849 , 0.741691 , -0.225078}},
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27060 {{-0.193246 , 0.940502 , -0.381561 },{ 0.568744 , 0.759213 , -0.316428}},
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27062 {{-0.193570 , 0.964381 , -0.324850 },{ 0.568744 , 0.759213 , -0.316428}},
27063 {{-0.193246 , 0.940502 , -0.381561 },{ 0.568839 , 0.759152 , -0.316402}},
27064 {{-0.193570 , 0.964381 , -0.324850 },{ 0.568839 , 0.759152 , -0.316402}},
27065 {{-0.189178 , 0.961411 , -0.324080 },{ 0.568839 , 0.759152 , -0.316402}},
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27075 {{-0.195009 , 0.943572 , -0.317178 },{ -0.018197 , -0.939190 , 0.342916}},
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27077 {{-0.190424 , 0.943389 , -0.317436 },{ -0.018197 , -0.939190 , 0.342916}},
27078 {{-0.203471 , 0.925633 , -0.375429 },{ -0.862539 , -0.452827 , 0.225775}},
27079 {{-0.199402 , 0.946542 , -0.317948 },{ -0.862539 , -0.452827 , 0.225775}},
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27085 {{-0.203267 , 0.957130 , -0.321525 },{ -0.954259 , 0.296263 , -0.040215}},
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27089 {{-0.205773 , 0.941001 , -0.380856 },{ -0.954203 , 0.296433 , -0.040299}},
27090 {{-0.197639 , 0.943472 , -0.382331 },{ 0.018197 , 0.939190 , -0.342916}},
27091 {{-0.202224 , 0.943655 , -0.382073 },{ 0.018197 , 0.939190 , -0.342916}},
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27093 {{-0.197639 , 0.943472 , -0.382331 },{ 0.018111 , 0.939191 , -0.342918}},
27094 {{-0.198155 , 0.964564 , -0.324591 },{ 0.018111 , 0.939191 , -0.342918}},
27095 {{-0.193570 , 0.964381 , -0.324850 },{ 0.018111 , 0.939191 , -0.342918}},
27096 {{-0.179411 , 0.991102 , -0.227221 },{ 0.862427 , 0.453010 , -0.225835}},
27097 {{-0.186155 , 0.956448 , -0.322489 },{ 0.862427 , 0.453010 , -0.225835}},
27098 {{-0.182434 , 0.996064 , -0.228812 },{ 0.862427 , 0.453010 , -0.225835}},
27099 {{-0.182434 , 0.996064 , -0.228812 },{ 0.862465 , 0.452950 , -0.225811}},
27100 {{-0.186155 , 0.956448 , -0.322489 },{ 0.862465 , 0.452950 , -0.225811}},
27101 {{-0.189178 , 0.961411 , -0.324080 },{ 0.862465 , 0.452950 , -0.225811}},
27102 {{-0.200737 , 0.960678 , -0.415134 },{ -0.326866 , 0.895349 , -0.302503}},
27103 {{-0.223228 , 0.953845 , -0.411056 },{ -0.326866 , 0.895349 , -0.302503}},
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27105 {{-0.200737 , 0.960678 , -0.415134 },{ -0.326907 , 0.895313 , -0.302567}},
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27107 {{-0.199946 , 0.964744 , -0.403957 },{ -0.326907 , 0.895313 , -0.302567}},
27108 {{-0.186924 , 0.935230 , -0.392115 },{ 0.942728 , 0.286422 , -0.170958}},
27109 {{-0.176177 , 0.905794 , -0.382169 },{ 0.942728 , 0.286422 , -0.170958}},
27110 {{-0.177088 , 0.901116 , -0.395030 },{ 0.942728 , 0.286422 , -0.170958}},
27111 {{-0.186924 , 0.935230 , -0.392115 },{ 0.942723 , 0.286423 , -0.170982}},
27112 {{-0.177088 , 0.901116 , -0.395030 },{ 0.942723 , 0.286423 , -0.170982}},
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27150 {{-0.202968 , 0.893252 , -0.390338 },{ 0.261803 , -0.952913 , -0.153024}},
27151 {{-0.206516 , 0.894960 , -0.407044 },{ 0.261803 , -0.952913 , -0.153024}},
27152 {{-0.180635 , 0.902824 , -0.411736 },{ 0.261803 , -0.952913 , -0.153024}},
27153 {{-0.202968 , 0.893252 , -0.390338 },{ 0.261815 , -0.952912 , -0.153011}},
27154 {{-0.180635 , 0.902824 , -0.411736 },{ 0.261815 , -0.952912 , -0.153011}},
27155 {{-0.177088 , 0.901116 , -0.395030 },{ 0.261815 , -0.952912 , -0.153011}},
27156 {{-0.223540 , 0.949597 , -0.409377 },{ -0.995357 , 0.088307 , 0.038301}},
27157 {{-0.222630 , 0.954276 , -0.396516 },{ -0.995357 , 0.088307 , 0.038301}},
27158 {{-0.222437 , 0.957910 , -0.399879 },{ -0.995357 , 0.088307 , 0.038301}},
27159 {{-0.223540 , 0.949597 , -0.409377 },{ -0.995359 , 0.088261 , 0.038342}},
27160 {{-0.222437 , 0.957910 , -0.399879 },{ -0.995359 , 0.088261 , 0.038342}},
27161 {{-0.223228 , 0.953845 , -0.411056 },{ -0.995359 , 0.088261 , 0.038342}},
27162 {{-0.202058 , 0.897931 , -0.377476 },{ 0.066376 , 0.341055 , 0.937697}},
27163 {{-0.199085 , 0.889786 , -0.374724 },{ 0.066376 , 0.341055 , 0.937697}},
27164 {{-0.173203 , 0.897649 , -0.379416 },{ 0.066376 , 0.341055 , 0.937697}},
27165 {{-0.202058 , 0.897931 , -0.377476 },{ 0.066375 , 0.341163 , 0.937658}},
27166 {{-0.173203 , 0.897649 , -0.379416 },{ 0.066375 , 0.341163 , 0.937658}},
27167 {{-0.176177 , 0.905794 , -0.382169 },{ 0.066375 , 0.341163 , 0.937658}},
27168 {{-0.199878 , 0.885707 , -0.385936 },{ -0.942756 , -0.286382 , 0.170867}},
27169 {{-0.199085 , 0.889786 , -0.374724 },{ -0.942756 , -0.286382 , 0.170867}},
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27171 {{-0.199878 , 0.885707 , -0.385936 },{ -0.942749 , -0.286395 , 0.170887}},
27172 {{-0.202058 , 0.897931 , -0.377476 },{ -0.942749 , -0.286395 , 0.170887}},
27173 {{-0.202968 , 0.893252 , -0.390338 },{ -0.942749 , -0.286395 , 0.170887}},
27174 {{-0.170913 , 0.881918 , -0.383027 },{ 0.070558 , -0.672051 , -0.737136}},
27175 {{-0.193533 , 0.875045 , -0.378926 },{ 0.070558 , -0.672051 , -0.737136}},
27176 {{-0.196181 , 0.876681 , -0.380671 },{ 0.070558 , -0.672051 , -0.737136}},
27177 {{-0.170913 , 0.881918 , -0.383027 },{ 0.070544 , -0.672001 , -0.737182}},
27178 {{-0.196181 , 0.876681 , -0.380671 },{ 0.070544 , -0.672001 , -0.737182}},
27179 {{-0.170300 , 0.884545 , -0.385363 },{ 0.070544 , -0.672001 , -0.737182}},
27180 {{-0.169646 , 0.887906 , -0.376124 },{ 0.975841 , -0.218245 , 0.010209}},
27181 {{-0.170380 , 0.884653 , -0.375506 },{ 0.975841 , -0.218245 , 0.010209}},
27182 {{-0.170913 , 0.881918 , -0.383027 },{ 0.975841 , -0.218245 , 0.010209}},
27183 {{-0.169646 , 0.887906 , -0.376124 },{ 0.975793 , -0.218448 , 0.010394}},
27184 {{-0.170913 , 0.881918 , -0.383027 },{ 0.975793 , -0.218448 , 0.010394}},
27185 {{-0.170300 , 0.884545 , -0.385363 },{ 0.975793 , -0.218448 , 0.010394}},
27186 {{-0.199946 , 0.964744 , -0.403957 },{ 0.738550 , 0.615119 , -0.275995}},
27187 {{-0.196749 , 0.962139 , -0.401208 },{ 0.738550 , 0.615119 , -0.275995}},
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27189 {{-0.199946 , 0.964744 , -0.403957 },{ 0.738475 , 0.615181 , -0.276056}},
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27191 {{-0.200737 , 0.960678 , -0.415134 },{ 0.738475 , 0.615181 , -0.276056}},
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27197 {{-0.224111 , 0.949304 , -0.423538 },{ -0.995346 , 0.088453 , 0.038234}},
27198 {{-0.188851 , 0.925327 , -0.419340 },{ -0.066358 , -0.341077 , -0.937690}},
27199 {{-0.214732 , 0.917463 , -0.414648 },{ -0.066358 , -0.341077 , -0.937690}},
27200 {{-0.224557 , 0.944373 , -0.423741 },{ -0.066358 , -0.341077 , -0.937690}},
27201 {{-0.188851 , 0.925327 , -0.419340 },{ -0.066367 , -0.341092 , -0.937684}},
27202 {{-0.224557 , 0.944373 , -0.423741 },{ -0.066367 , -0.341092 , -0.937684}},
27203 {{-0.198676 , 0.952236 , -0.428433 },{ -0.066367 , -0.341092 , -0.937684}},
27204 {{-0.222630 , 0.954276 , -0.396516 },{ 0.066357 , 0.341078 , 0.937690}},
27205 {{-0.212805 , 0.927366 , -0.387423 },{ 0.066357 , 0.341078 , 0.937690}},
27206 {{-0.186924 , 0.935230 , -0.392115 },{ 0.066357 , 0.341078 , 0.937690}},
27207 {{-0.222630 , 0.954276 , -0.396516 },{ 0.066365 , 0.341092 , 0.937684}},
27208 {{-0.186924 , 0.935230 , -0.392115 },{ 0.066365 , 0.341092 , 0.937684}},
27209 {{-0.196749 , 0.962139 , -0.401208 },{ 0.066365 , 0.341092 , 0.937684}},
27210 {{-0.187835 , 0.930551 , -0.404976 },{ 0.942731 , 0.286463 , -0.170872}},
27211 {{-0.177088 , 0.901116 , -0.395030 },{ 0.942731 , 0.286463 , -0.170872}},
27212 {{-0.180635 , 0.902824 , -0.411736 },{ 0.942731 , 0.286463 , -0.170872}},
27213 {{-0.187835 , 0.930551 , -0.404976 },{ 0.942733 , 0.286462 , -0.170863}},
27214 {{-0.180635 , 0.902824 , -0.411736 },{ 0.942733 , 0.286462 , -0.170863}},
27215 {{-0.188851 , 0.925327 , -0.419340 },{ 0.942733 , 0.286462 , -0.170863}},
27216 {{-0.213716 , 0.922688 , -0.400284 },{ -0.942726 , -0.286427 , 0.170961}},
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27221 {{-0.223540 , 0.949597 , -0.409377 },{ -0.942736 , -0.286423 , 0.170909}},
27222 {{-0.199085 , 0.889786 , -0.374724 },{ 0.066372 , 0.341040 , 0.937703}},
27223 {{-0.195527 , 0.880042 , -0.371432 },{ 0.066372 , 0.341040 , 0.937703}},
27224 {{-0.169646 , 0.887906 , -0.376124 },{ 0.066372 , 0.341040 , 0.937703}},
27225 {{-0.199085 , 0.889786 , -0.374724 },{ 0.066373 , 0.341064 , 0.937694}},
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27227 {{-0.173203 , 0.897649 , -0.379416 },{ 0.066373 , 0.341064 , 0.937694}},
27228 {{-0.196181 , 0.876681 , -0.380671 },{ -0.942714 , -0.286475 , 0.170946}},
27229 {{-0.195527 , 0.880042 , -0.371432 },{ -0.942714 , -0.286475 , 0.170946}},
27230 {{-0.199085 , 0.889786 , -0.374724 },{ -0.942714 , -0.286475 , 0.170946}},
27231 {{-0.196181 , 0.876681 , -0.380671 },{ -0.942730 , -0.286454 , 0.170892}},
27232 {{-0.199085 , 0.889786 , -0.374724 },{ -0.942730 , -0.286454 , 0.170892}},
27233 {{-0.199878 , 0.885707 , -0.385936 },{ -0.942730 , -0.286454 , 0.170892}},
27234 {{-0.173997 , 0.893571 , -0.390629 },{ -0.003112 , -0.504882 , -0.863183}},
27235 {{-0.199878 , 0.885707 , -0.385936 },{ -0.003112 , -0.504882 , -0.863183}},
27236 {{-0.202968 , 0.893252 , -0.390338 },{ -0.003112 , -0.504882 , -0.863183}},
27237 {{-0.173997 , 0.893571 , -0.390629 },{ -0.003113 , -0.504796 , -0.863233}},
27238 {{-0.202968 , 0.893252 , -0.390338 },{ -0.003113 , -0.504796 , -0.863233}},
27239 {{-0.177088 , 0.901116 , -0.395030 },{ -0.003113 , -0.504796 , -0.863233}},
27240 {{-0.176177 , 0.905794 , -0.382169 },{ 0.942725 , 0.286446 , -0.170931}},
27241 {{-0.173203 , 0.897649 , -0.379416 },{ 0.942725 , 0.286446 , -0.170931}},
27242 {{-0.173997 , 0.893571 , -0.390629 },{ 0.942725 , 0.286446 , -0.170931}},
27243 {{-0.176177 , 0.905794 , -0.382169 },{ 0.942709 , 0.286474 , -0.170976}},
27244 {{-0.173997 , 0.893571 , -0.390629 },{ 0.942709 , 0.286474 , -0.170976}},
27245 {{-0.177088 , 0.901116 , -0.395030 },{ 0.942709 , 0.286474 , -0.170976}},
27246 {{-0.196749 , 0.962139 , -0.401208 },{ 0.942721 , 0.286428 , -0.170984}},
27247 {{-0.186924 , 0.935230 , -0.392115 },{ 0.942721 , 0.286428 , -0.170984}},
27248 {{-0.187835 , 0.930551 , -0.404976 },{ 0.942721 , 0.286428 , -0.170984}},
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27250 {{-0.187835 , 0.930551 , -0.404976 },{ 0.942741 , 0.286422 , -0.170885}},
27251 {{-0.197659 , 0.957461 , -0.414069 },{ 0.942741 , 0.286422 , -0.170885}},
27252 {{-0.206516 , 0.894960 , -0.407044 },{ -0.942721 , -0.286463 , 0.170926}},
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27255 {{-0.206516 , 0.894960 , -0.407044 },{ -0.942732 , -0.286455 , 0.170881}},
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27263 {{-0.188851 , 0.925327 , -0.419340 },{ -0.066356 , -0.341082 , -0.937689}},
27264 {{-0.212805 , 0.927366 , -0.387423 },{ 0.066394 , 0.341110 , 0.937676}},
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27273 {{-0.197659 , 0.957461 , -0.414069 },{ 0.942724 , 0.286443 , -0.170942}},
27274 {{-0.188851 , 0.925327 , -0.419340 },{ 0.942724 , 0.286443 , -0.170942}},
27275 {{-0.198676 , 0.952236 , -0.428433 },{ 0.942724 , 0.286443 , -0.170942}},
27276 {{-0.202968 , 0.893252 , -0.390338 },{ -0.942730 , -0.286446 , 0.170905}},
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27279 {{-0.202968 , 0.893252 , -0.390338 },{ -0.942718 , -0.286448 , 0.170968}},
27280 {{-0.212805 , 0.927366 , -0.387423 },{ -0.942718 , -0.286448 , 0.170968}},
27281 {{-0.213716 , 0.922688 , -0.400284 },{ -0.942718 , -0.286448 , 0.170968}},
27282 {{-0.170300 , 0.884545 , -0.385363 },{ -0.003110 , -0.504805 , -0.863228}},
27283 {{-0.196181 , 0.876681 , -0.380671 },{ -0.003110 , -0.504805 , -0.863228}},
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27286 {{-0.199878 , 0.885707 , -0.385936 },{ -0.003114 , -0.504876 , -0.863186}},
27287 {{-0.173997 , 0.893571 , -0.390629 },{ -0.003114 , -0.504876 , -0.863186}},
27288 {{-0.173203 , 0.897649 , -0.379416 },{ 0.942733 , 0.286421 , -0.170931}},
27289 {{-0.169646 , 0.887906 , -0.376124 },{ 0.942733 , 0.286421 , -0.170931}},
27290 {{-0.170300 , 0.884545 , -0.385363 },{ 0.942733 , 0.286421 , -0.170931}},
27291 {{-0.173203 , 0.897649 , -0.379416 },{ 0.942736 , 0.286417 , -0.170921}},
27292 {{-0.170300 , 0.884545 , -0.385363 },{ 0.942736 , 0.286417 , -0.170921}},
27293 {{-0.173997 , 0.893571 , -0.390629 },{ 0.942736 , 0.286417 , -0.170921}},
27294 {{-0.195527 , 0.880042 , -0.371432 },{ 0.129799 , 0.157114 , 0.979013}},
27295 {{-0.193000 , 0.877780 , -0.371404 },{ 0.129799 , 0.157114 , 0.979013}},
27296 {{-0.170380 , 0.884653 , -0.375506 },{ 0.129799 , 0.157114 , 0.979013}},
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27298 {{-0.170380 , 0.884653 , -0.375506 },{ 0.129885 , 0.156696 , 0.979069}},
27299 {{-0.169646 , 0.887906 , -0.376124 },{ 0.129885 , 0.156696 , 0.979069}},
27300 {{-0.195527 , 0.880042 , -0.371432 },{ -0.637350 , -0.708554 , 0.302878}},
27301 {{-0.196181 , 0.876681 , -0.380671 },{ -0.637350 , -0.708554 , 0.302878}},
27302 {{-0.193533 , 0.875045 , -0.378926 },{ -0.637350 , -0.708554 , 0.302878}},
27303 {{-0.195527 , 0.880042 , -0.371432 },{ -0.637522 , -0.708450 , 0.302763}},
27304 {{-0.193533 , 0.875045 , -0.378926 },{ -0.637522 , -0.708450 , 0.302763}},
27305 {{-0.193000 , 0.877780 , -0.371404 },{ -0.637522 , -0.708450 , 0.302763}},
27306 {{0.065085 , 0.885253 , -0.060951 },{ 0.920063 , -0.300194 , -0.251727}},
27307 {{0.067013 , 0.882463 , -0.050577 },{ 0.920063 , -0.300194 , -0.251727}},
27308 {{0.062608 , 0.876369 , -0.059410 },{ 0.920063 , -0.300194 , -0.251727}},
27309 {{0.062608 , 0.876369 , -0.059410 },{ 0.922845 , -0.272483 , -0.272233}},
27310 {{0.067013 , 0.882463 , -0.050577 },{ 0.922845 , -0.272483 , -0.272233}},
27311 {{0.063618 , 0.872882 , -0.052496 },{ 0.922845 , -0.272483 , -0.272233}},
27312 {{0.067013 , 0.882463 , -0.050577 },{ 0.932063 , -0.322138 , -0.165788}},
27313 {{0.068049 , 0.880506 , -0.040950 },{ 0.932063 , -0.322138 , -0.165788}},
27314 {{0.065387 , 0.873441 , -0.042188 },{ 0.932063 , -0.322138 , -0.165788}},
27315 {{0.063618 , 0.872882 , -0.052496 },{ 0.941394 , -0.304531 , -0.145044}},
27316 {{0.067013 , 0.882463 , -0.050577 },{ 0.941394 , -0.304531 , -0.145044}},
27317 {{0.065387 , 0.873441 , -0.042188 },{ 0.941394 , -0.304531 , -0.145044}},
27318 {{0.067013 , 0.882463 , -0.050577 },{ 0.958231 , -0.255036 , -0.129424}},
27319 {{0.069920 , 0.892079 , -0.048003 },{ 0.958231 , -0.255036 , -0.129424}},
27320 {{0.070122 , 0.887746 , -0.037969 },{ 0.958231 , -0.255036 , -0.129424}},
27321 {{0.067013 , 0.882463 , -0.050577 },{ 0.965255 , -0.215565 , -0.147695}},
27322 {{0.070122 , 0.887746 , -0.037969 },{ 0.965255 , -0.215565 , -0.147695}},
27323 {{0.068049 , 0.880506 , -0.040950 },{ 0.965255 , -0.215565 , -0.147695}},
27324 {{0.065085 , 0.885253 , -0.060951 },{ 0.941264 , -0.238471 , -0.239068}},
27325 {{0.068644 , 0.897045 , -0.058701 },{ 0.941264 , -0.238471 , -0.239068}},
27326 {{0.067013 , 0.882463 , -0.050577 },{ 0.941264 , -0.238471 , -0.239068}},
27327 {{0.068644 , 0.897045 , -0.058701 },{ 0.948663 , -0.228151 , -0.219058}},
27328 {{0.069920 , 0.892079 , -0.048003 },{ 0.948663 , -0.228151 , -0.219058}},
27329 {{0.067013 , 0.882463 , -0.050577 },{ 0.948663 , -0.228151 , -0.219058}},
27330 {{0.068644 , 0.897045 , -0.058701 },{ 0.976785 , -0.124527 , -0.174311}},
27331 {{0.071848 , 0.901764 , -0.044118 },{ 0.976785 , -0.124527 , -0.174311}},
27332 {{0.069920 , 0.892079 , -0.048003 },{ 0.976785 , -0.124527 , -0.174311}},
27333 {{0.068644 , 0.897045 , -0.058701 },{ 0.977419 , -0.114212 , -0.177788}},
27334 {{0.070882 , 0.909255 , -0.054241 },{ 0.977419 , -0.114212 , -0.177788}},
27335 {{0.071848 , 0.901764 , -0.044118 },{ 0.977419 , -0.114212 , -0.177788}},
27336 {{0.071848 , 0.901764 , -0.044118 },{ 0.974911 , -0.178421 , -0.133096}},
27337 {{0.071840 , 0.895064 , -0.035195 },{ 0.974911 , -0.178421 , -0.133096}},
27338 {{0.070122 , 0.887746 , -0.037969 },{ 0.974911 , -0.178421 , -0.133096}},
27339 {{0.069920 , 0.892079 , -0.048003 },{ 0.983098 , -0.160044 , -0.088904}},
27340 {{0.071848 , 0.901764 , -0.044118 },{ 0.983098 , -0.160044 , -0.088904}},
27341 {{0.070122 , 0.887746 , -0.037969 },{ 0.983098 , -0.160044 , -0.088904}},
27342 {{0.072249 , 0.910219 , -0.038785 },{ 0.999395 , -0.030799 , -0.016158}},
27343 {{0.072091 , 0.900946 , -0.030882 },{ 0.999395 , -0.030799 , -0.016158}},
27344 {{0.071840 , 0.895064 , -0.035195 },{ 0.999395 , -0.030799 , -0.016158}},
27345 {{0.072249 , 0.910219 , -0.038785 },{ 0.999193 , -0.032542 , -0.023539}},
27346 {{0.071840 , 0.895064 , -0.035195 },{ 0.999193 , -0.032542 , -0.023539}},
27347 {{0.071848 , 0.901764 , -0.044118 },{ 0.999193 , -0.032542 , -0.023539}},
27348 {{0.070882 , 0.909255 , -0.054241 },{ 0.996708 , 0.023788 , -0.077509}},
27349 {{0.071140 , 0.919891 , -0.047659 },{ 0.996708 , 0.023788 , -0.077509}},
27350 {{0.071848 , 0.901764 , -0.044118 },{ 0.996708 , 0.023788 , -0.077509}},
27351 {{0.071140 , 0.919891 , -0.047659 },{ 0.994394 , 0.018503 , -0.104104}},
27352 {{0.072249 , 0.910219 , -0.038785 },{ 0.994394 , 0.018503 , -0.104104}},
27353 {{0.071848 , 0.901764 , -0.044118 },{ 0.994394 , 0.018503 , -0.104104}},
27354 {{0.071140 , 0.919891 , -0.047659 },{ 0.979561 , 0.184926 , 0.079139}},
27355 {{0.070571 , 0.916149 , -0.031872 },{ 0.979561 , 0.184926 , 0.079139}},
27356 {{0.072249 , 0.910219 , -0.038785 },{ 0.979561 , 0.184926 , 0.079139}},
27357 {{0.071140 , 0.919891 , -0.047659 },{ 0.971403 , 0.220786 , 0.087345}},
27358 {{0.068759 , 0.926957 , -0.039040 },{ 0.971403 , 0.220786 , 0.087345}},
27359 {{0.070571 , 0.916149 , -0.031872 },{ 0.971403 , 0.220786 , 0.087345}},
27360 {{0.070571 , 0.916149 , -0.031872 },{ 0.992434 , 0.103523 , 0.066016}},
27361 {{0.071231 , 0.906039 , -0.025940 },{ 0.992434 , 0.103523 , 0.066016}},
27362 {{0.072091 , 0.900946 , -0.030882 },{ 0.992434 , 0.103523 , 0.066016}},
27363 {{0.072249 , 0.910219 , -0.038785 },{ 0.983362 , 0.107836 , 0.146189}},
27364 {{0.070571 , 0.916149 , -0.031872 },{ 0.983362 , 0.107836 , 0.146189}},
27365 {{0.072091 , 0.900946 , -0.030882 },{ 0.983362 , 0.107836 , 0.146189}},
27366 {{0.070571 , 0.916149 , -0.031872 },{ 0.940798 , 0.199140 , 0.274305}},
27367 {{0.067459 , 0.920100 , -0.024067 },{ 0.940798 , 0.199140 , 0.274305}},
27368 {{0.068620 , 0.908513 , -0.019637 },{ 0.940798 , 0.199140 , 0.274305}},
27369 {{0.070571 , 0.916149 , -0.031872 },{ 0.927443 , 0.232435 , 0.292955}},
27370 {{0.068620 , 0.908513 , -0.019637 },{ 0.927443 , 0.232435 , 0.292955}},
27371 {{0.071231 , 0.906039 , -0.025940 },{ 0.927443 , 0.232435 , 0.292955}},
27372 {{0.068759 , 0.926957 , -0.039040 },{ 0.919149 , 0.312845 , 0.239361}},
27373 {{0.064778 , 0.931394 , -0.029552 },{ 0.919149 , 0.312845 , 0.239361}},
27374 {{0.070571 , 0.916149 , -0.031872 },{ 0.919149 , 0.312845 , 0.239361}},
27375 {{0.070571 , 0.916149 , -0.031872 },{ 0.924625 , 0.319892 , 0.206731}},
27376 {{0.064778 , 0.931394 , -0.029552 },{ 0.924625 , 0.319892 , 0.206731}},
27377 {{0.067459 , 0.920100 , -0.024067 },{ 0.924625 , 0.319892 , 0.206731}},
27378 {{-0.010653 , 0.900106 , 0.025481 },{ -0.408876 , 0.337850 , 0.847749}},
27379 {{-0.004685 , 0.898742 , 0.028903 },{ -0.408876 , 0.337850 , 0.847749}},
27380 {{-0.000778 , 0.905952 , 0.027914 },{ -0.408876 , 0.337850 , 0.847749}},
27381 {{-0.010653 , 0.900106 , 0.025481 },{ -0.407497 , 0.334731 , 0.849648}},
27382 {{-0.000778 , 0.905952 , 0.027914 },{ -0.407497 , 0.334731 , 0.849648}},
27383 {{-0.006730 , 0.908042 , 0.024236 },{ -0.407497 , 0.334731 , 0.849648}},
27384 {{-0.013900 , 0.894152 , 0.026607 },{ -0.395415 , 0.374268 , 0.838791}},
27385 {{-0.006811 , 0.891850 , 0.030976 },{ -0.395415 , 0.374268 , 0.838791}},
27386 {{-0.004685 , 0.898742 , 0.028903 },{ -0.395415 , 0.374268 , 0.838791}},
27387 {{-0.013900 , 0.894152 , 0.026607 },{ -0.395415 , 0.374270 , 0.838790}},
27388 {{-0.004685 , 0.898742 , 0.028903 },{ -0.395415 , 0.374270 , 0.838790}},
27389 {{-0.010653 , 0.900106 , 0.025481 },{ -0.395415 , 0.374270 , 0.838790}},
27390 {{-0.020990 , 0.896454 , 0.022237 },{ -0.395457 , 0.374287 , 0.838763}},
27391 {{-0.013900 , 0.894152 , 0.026607 },{ -0.395457 , 0.374287 , 0.838763}},
27392 {{-0.010653 , 0.900106 , 0.025481 },{ -0.395457 , 0.374287 , 0.838763}},
27393 {{-0.020990 , 0.896454 , 0.022237 },{ -0.395453 , 0.374268 , 0.838773}},
27394 {{-0.010653 , 0.900106 , 0.025481 },{ -0.395453 , 0.374268 , 0.838773}},
27395 {{-0.018158 , 0.902548 , 0.020853 },{ -0.395453 , 0.374268 , 0.838773}},
27396 {{-0.018158 , 0.902548 , 0.020853 },{ -0.412441 , 0.336679 , 0.846487}},
27397 {{-0.010653 , 0.900106 , 0.025481 },{ -0.412441 , 0.336679 , 0.846487}},
27398 {{-0.006730 , 0.908042 , 0.024236 },{ -0.412441 , 0.336679 , 0.846487}},
27399 {{-0.018158 , 0.902548 , 0.020853 },{ -0.411050 , 0.332308 , 0.848887}},
27400 {{-0.006730 , 0.908042 , 0.024236 },{ -0.411050 , 0.332308 , 0.848887}},
27401 {{-0.014549 , 0.910826 , 0.019360 },{ -0.411050 , 0.332308 , 0.848887}},
27402 {{0.056700 , 0.858583 , -0.074785 },{ 0.332446 , 0.942143 , -0.042971}},
27403 {{0.054126 , 0.859535 , -0.073826 },{ 0.332446 , 0.942143 , -0.042971}},
27404 {{0.059319 , 0.858298 , -0.060771 },{ 0.332446 , 0.942143 , -0.042971}},
27405 {{0.056700 , 0.858583 , -0.074785 },{ 0.332280 , 0.942203 , -0.042939}},
27406 {{0.059319 , 0.858298 , -0.060771 },{ 0.332280 , 0.942203 , -0.042939}},
27407 {{0.062771 , 0.857078 , -0.060828 },{ 0.332280 , 0.942203 , -0.042939}},
27408 {{0.066041 , 0.857268 , -0.060937 },{ -0.052728 , 0.988597 , 0.141051}},
27409 {{0.059266 , 0.859002 , -0.075623 },{ -0.052728 , 0.988597 , 0.141051}},
27410 {{0.062771 , 0.857078 , -0.060828 },{ -0.052728 , 0.988597 , 0.141051}},
27411 {{0.062771 , 0.857078 , -0.060828 },{ -0.110127 , 0.981948 , 0.153784}},
27412 {{0.059266 , 0.859002 , -0.075623 },{ -0.110127 , 0.981948 , 0.153784}},
27413 {{0.056700 , 0.858583 , -0.074785 },{ -0.110127 , 0.981948 , 0.153784}},
27414 {{0.066041 , 0.857268 , -0.060937 },{ -0.058725 , 0.998022 , -0.022443}},
27415 {{0.062771 , 0.857078 , -0.060828 },{ -0.058725 , 0.998022 , -0.022443}},
27416 {{0.065673 , 0.857599 , -0.045253 },{ -0.058725 , 0.998022 , -0.022443}},
27417 {{0.066041 , 0.857268 , -0.060937 },{ -0.034247 , 0.999174 , -0.021893}},
27418 {{0.065673 , 0.857599 , -0.045253 },{ -0.034247 , 0.999174 , -0.021893}},
27419 {{0.069380 , 0.857737 , -0.044757 },{ -0.034247 , 0.999174 , -0.021893}},
27420 {{0.062771 , 0.857078 , -0.060828 },{ 0.330277 , 0.939008 , -0.095817}},
27421 {{0.059319 , 0.858298 , -0.060771 },{ 0.330277 , 0.939008 , -0.095817}},
27422 {{0.061669 , 0.858978 , -0.046007 },{ 0.330277 , 0.939008 , -0.095817}},
27423 {{0.062771 , 0.857078 , -0.060828 },{ 0.340051 , 0.935631 , -0.094658}},
27424 {{0.061669 , 0.858978 , -0.046007 },{ 0.340051 , 0.935631 , -0.094658}},
27425 {{0.065673 , 0.857599 , -0.045253 },{ 0.340051 , 0.935631 , -0.094658}},
27426 {{0.038906 , 0.864076 , -0.091995 },{ 0.332502 , 0.942118 , -0.043073}},
27427 {{0.037752 , 0.864581 , -0.089857 },{ 0.332502 , 0.942118 , -0.043073}},
27428 {{0.046722 , 0.861720 , -0.083191 },{ 0.332502 , 0.942118 , -0.043073}},
27429 {{0.038906 , 0.864076 , -0.091995 },{ 0.332456 , 0.942137 , -0.043027}},
27430 {{0.046722 , 0.861720 , -0.083191 },{ 0.332456 , 0.942137 , -0.043027}},
27431 {{0.048565 , 0.860995 , -0.084825 },{ 0.332456 , 0.942137 , -0.043027}},
27432 {{0.040289 , 0.864877 , -0.093817 },{ -0.004326 , 0.916633 , 0.399707}},
27433 {{0.038906 , 0.864076 , -0.091995 },{ -0.004326 , 0.916633 , 0.399707}},
27434 {{0.048565 , 0.860995 , -0.084825 },{ -0.004326 , 0.916633 , 0.399707}},
27435 {{0.040289 , 0.864877 , -0.093817 },{ -0.002663 , 0.917199 , 0.398421}},
27436 {{0.048565 , 0.860995 , -0.084825 },{ -0.002663 , 0.917199 , 0.398421}},
27437 {{0.050528 , 0.861608 , -0.086223 },{ -0.002663 , 0.917199 , 0.398421}},
27438 {{0.050528 , 0.861608 , -0.086223 },{ -0.085124 , 0.950942 , 0.297428}},
27439 {{0.048565 , 0.860995 , -0.084825 },{ -0.085124 , 0.950942 , 0.297428}},
27440 {{0.056700 , 0.858583 , -0.074785 },{ -0.085124 , 0.950942 , 0.297428}},
27441 {{0.050528 , 0.861608 , -0.086223 },{ -0.062525 , 0.956015 , 0.286575}},
27442 {{0.056700 , 0.858583 , -0.074785 },{ -0.062525 , 0.956015 , 0.286575}},
27443 {{0.059266 , 0.859002 , -0.075623 },{ -0.062525 , 0.956015 , 0.286575}},
27444 {{0.048565 , 0.860995 , -0.084825 },{ 0.332456 , 0.942137 , -0.043027}},
27445 {{0.046722 , 0.861720 , -0.083191 },{ 0.332456 , 0.942137 , -0.043027}},
27446 {{0.054126 , 0.859535 , -0.073826 },{ 0.332456 , 0.942137 , -0.043027}},
27447 {{0.048565 , 0.860995 , -0.084825 },{ 0.332431 , 0.942146 , -0.043013}},
27448 {{0.054126 , 0.859535 , -0.073826 },{ 0.332431 , 0.942146 , -0.043013}},
27449 {{0.056700 , 0.858583 , -0.074785 },{ 0.332431 , 0.942146 , -0.043013}},
27450 {{0.061669 , 0.858978 , -0.046007 },{ 0.367665 , 0.909308 , -0.194889}},
27451 {{0.060542 , 0.862541 , -0.031509 },{ 0.367665 , 0.909308 , -0.194889}},
27452 {{0.064304 , 0.861267 , -0.030356 },{ 0.367665 , 0.909308 , -0.194889}},
27453 {{0.061669 , 0.858978 , -0.046007 },{ 0.351816 , 0.915917 , -0.193187}},
27454 {{0.064304 , 0.861267 , -0.030356 },{ 0.351816 , 0.915917 , -0.193187}},
27455 {{0.065673 , 0.857599 , -0.045253 },{ 0.351816 , 0.915917 , -0.193187}},
27456 {{0.069380 , 0.857737 , -0.044757 },{ -0.078523 , 0.961496 , -0.263363}},
27457 {{0.064304 , 0.861267 , -0.030356 },{ -0.078523 , 0.961496 , -0.263363}},
27458 {{0.067812 , 0.861740 , -0.029675 },{ -0.078523 , 0.961496 , -0.263363}},
27459 {{0.069380 , 0.857737 , -0.044757 },{ -0.004088 , 0.970904 , -0.239432}},
27460 {{0.065673 , 0.857599 , -0.045253 },{ -0.004088 , 0.970904 , -0.239432}},
27461 {{0.064304 , 0.861267 , -0.030356 },{ -0.004088 , 0.970904 , -0.239432}},
27462 {{0.064304 , 0.861267 , -0.030356 },{ -0.176589 , 0.916666 , -0.358525}},
27463 {{0.060151 , 0.865837 , -0.016626 },{ -0.176589 , 0.916666 , -0.358525}},
27464 {{0.063228 , 0.866718 , -0.015889 },{ -0.176589 , 0.916666 , -0.358525}},
27465 {{0.067812 , 0.861740 , -0.029675 },{ -0.056735 , 0.932870 , -0.355716}},
27466 {{0.064304 , 0.861267 , -0.030356 },{ -0.056735 , 0.932870 , -0.355716}},
27467 {{0.063228 , 0.866718 , -0.015889 },{ -0.056735 , 0.932870 , -0.355716}},
27468 {{0.060542 , 0.862541 , -0.031509 },{ 0.383137 , 0.903914 , -0.190117}},
27469 {{0.056926 , 0.866908 , -0.018033 },{ 0.383137 , 0.903914 , -0.190117}},
27470 {{0.060151 , 0.865837 , -0.016626 },{ 0.383137 , 0.903914 , -0.190117}},
27471 {{0.060542 , 0.862541 , -0.031509 },{ 0.367055 , 0.910184 , -0.191928}},
27472 {{0.060151 , 0.865837 , -0.016626 },{ 0.367055 , 0.910184 , -0.191928}},
27473 {{0.064304 , 0.861267 , -0.030356 },{ 0.367055 , 0.910184 , -0.191928}},
27474 {{0.056926 , 0.866908 , -0.018033 },{ 0.357394 , 0.929638 , -0.089677}},
27475 {{0.051811 , 0.870003 , -0.006334 },{ 0.357394 , 0.929638 , -0.089677}},
27476 {{0.054700 , 0.869064 , -0.004554 },{ 0.357394 , 0.929638 , -0.089677}},
27477 {{0.056926 , 0.866908 , -0.018033 },{ 0.349554 , 0.932445 , -0.091421}},
27478 {{0.054700 , 0.869064 , -0.004554 },{ 0.349554 , 0.932445 , -0.091421}},
27479 {{0.060151 , 0.865837 , -0.016626 },{ 0.349554 , 0.932445 , -0.091421}},
27480 {{0.063228 , 0.866718 , -0.015889 },{ -0.218689 , 0.909772 , -0.352831}},
27481 {{0.054700 , 0.869064 , -0.004554 },{ -0.218689 , 0.909772 , -0.352831}},
27482 {{0.057519 , 0.870114 , -0.003594 },{ -0.218689 , 0.909772 , -0.352831}},
27483 {{0.063228 , 0.866718 , -0.015889 },{ -0.185587 , 0.925161 , -0.331112}},
27484 {{0.060151 , 0.865837 , -0.016626 },{ -0.185587 , 0.925161 , -0.331112}},
27485 {{0.054700 , 0.869064 , -0.004554 },{ -0.185587 , 0.925161 , -0.331112}},
27486 {{0.054700 , 0.869064 , -0.004554 },{ 0.058599 , 0.973558 , -0.220795}},
27487 {{0.047698 , 0.871914 , 0.006154 },{ 0.058599 , 0.973558 , -0.220795}},
27488 {{0.049334 , 0.872556 , 0.009419 },{ 0.058599 , 0.973558 , -0.220795}},
27489 {{0.057519 , 0.870114 , -0.003594 },{ -0.233404 , 0.918505 , -0.319173}},
27490 {{0.054700 , 0.869064 , -0.004554 },{ -0.233404 , 0.918505 , -0.319173}},
27491 {{0.049334 , 0.872556 , 0.009419 },{ -0.233404 , 0.918505 , -0.319173}},
27492 {{0.051811 , 0.870003 , -0.006334 },{ 0.328777 , 0.943716 , -0.036128}},
27493 {{0.045219 , 0.872697 , 0.004048 },{ 0.328777 , 0.943716 , -0.036128}},
27494 {{0.047698 , 0.871914 , 0.006154 },{ 0.328777 , 0.943716 , -0.036128}},
27495 {{0.051811 , 0.870003 , -0.006334 },{ 0.328925 , 0.943667 , -0.036072}},
27496 {{0.047698 , 0.871914 , 0.006154 },{ 0.328925 , 0.943667 , -0.036072}},
27497 {{0.054700 , 0.869064 , -0.004554 },{ 0.328925 , 0.943667 , -0.036072}},
27498 {{0.045219 , 0.872697 , 0.004048 },{ 0.328922 , 0.943672 , -0.035958}},
27499 {{0.037174 , 0.875864 , 0.013572 },{ 0.328922 , 0.943672 , -0.035958}},
27500 {{0.038891 , 0.875350 , 0.015788 },{ 0.328922 , 0.943672 , -0.035958}},
27501 {{0.045219 , 0.872697 , 0.004048 },{ 0.328735 , 0.943733 , -0.036072}},
27502 {{0.038891 , 0.875350 , 0.015788 },{ 0.328735 , 0.943733 , -0.036072}},
27503 {{0.047698 , 0.871914 , 0.006154 },{ 0.328735 , 0.943733 , -0.036072}},
27504 {{0.049334 , 0.872556 , 0.009419 },{ 0.276313 , 0.960546 , 0.031676}},
27505 {{0.038891 , 0.875350 , 0.015788 },{ 0.276313 , 0.960546 , 0.031676}},
27506 {{0.036993 , 0.875739 , 0.020549 },{ 0.276313 , 0.960546 , 0.031676}},
27507 {{0.049334 , 0.872556 , 0.009419 },{ 0.108959 , 0.963616 , -0.244074}},
27508 {{0.047698 , 0.871914 , 0.006154 },{ 0.108959 , 0.963616 , -0.244074}},
27509 {{0.038891 , 0.875350 , 0.015788 },{ 0.108959 , 0.963616 , -0.244074}},
27510 {{0.038891 , 0.875350 , 0.015788 },{ 0.457662 , 0.868831 , 0.188888}},
27511 {{0.027765 , 0.879523 , 0.023551 },{ 0.457662 , 0.868831 , 0.188888}},
27512 {{0.024909 , 0.879918 , 0.028654 },{ 0.457662 , 0.868831 , 0.188888}},
27513 {{0.038891 , 0.875350 , 0.015788 },{ 0.368253 , 0.927006 , 0.071068}},
27514 {{0.024909 , 0.879918 , 0.028654 },{ 0.368253 , 0.927006 , 0.071068}},
27515 {{0.036993 , 0.875739 , 0.020549 },{ 0.368253 , 0.927006 , 0.071068}},
27516 {{0.037174 , 0.875864 , 0.013572 },{ 0.328836 , 0.943702 , -0.035969}},
27517 {{0.026193 , 0.879990 , 0.021432 },{ 0.328836 , 0.943702 , -0.035969}},
27518 {{0.027765 , 0.879523 , 0.023551 },{ 0.328836 , 0.943702 , -0.035969}},
27519 {{0.037174 , 0.875864 , 0.013572 },{ 0.328881 , 0.943688 , -0.035922}},
27520 {{0.027765 , 0.879523 , 0.023551 },{ 0.328881 , 0.943688 , -0.035922}},
27521 {{0.038891 , 0.875350 , 0.015788 },{ 0.328881 , 0.943688 , -0.035922}},
27522 {{0.055246 , 0.935345 , -0.011639 },{ 0.748873 , 0.399453 , 0.528796}},
27523 {{0.054306 , 0.923251 , -0.001172 },{ 0.748873 , 0.399453 , 0.528796}},
27524 {{0.059100 , 0.923681 , -0.008286 },{ 0.748873 , 0.399453 , 0.528796}},
27525 {{0.055246 , 0.935345 , -0.011639 },{ 0.768199 , 0.383783 , 0.512426}},
27526 {{0.049940 , 0.935156 , -0.003543 },{ 0.768199 , 0.383783 , 0.512426}},
27527 {{0.054306 , 0.923251 , -0.001172 },{ 0.768199 , 0.383783 , 0.512426}},
27528 {{0.060981 , 0.911861 , -0.005196 },{ 0.807138 , 0.291677 , 0.513277}},
27529 {{0.054306 , 0.923251 , -0.001172 },{ 0.807138 , 0.291677 , 0.513277}},
27530 {{0.057111 , 0.912200 , 0.000697 },{ 0.807138 , 0.291677 , 0.513277}},
27531 {{0.059100 , 0.923681 , -0.008286 },{ 0.790975 , 0.269474 , 0.549311}},
27532 {{0.054306 , 0.923251 , -0.001172 },{ 0.790975 , 0.269474 , 0.549311}},
27533 {{0.060981 , 0.911861 , -0.005196 },{ 0.790975 , 0.269474 , 0.549311}},
27534 {{0.054306 , 0.923251 , -0.001172 },{ 0.676026 , 0.257758 , 0.690326}},
27535 {{0.048890 , 0.920492 , 0.005162 },{ 0.676026 , 0.257758 , 0.690326}},
27536 {{0.052637 , 0.909347 , 0.005654 },{ 0.676026 , 0.257758 , 0.690326}},
27537 {{0.054306 , 0.923251 , -0.001172 },{ 0.625932 , 0.281856 , 0.727163}},
27538 {{0.052637 , 0.909347 , 0.005654 },{ 0.625932 , 0.281856 , 0.727163}},
27539 {{0.057111 , 0.912200 , 0.000697 },{ 0.625932 , 0.281856 , 0.727163}},
27540 {{0.049940 , 0.935156 , -0.003543 },{ 0.636901 , 0.368448 , 0.677203}},
27541 {{0.043753 , 0.932134 , 0.003920 },{ 0.636901 , 0.368448 , 0.677203}},
27542 {{0.054306 , 0.923251 , -0.001172 },{ 0.636901 , 0.368448 , 0.677203}},
27543 {{0.043753 , 0.932134 , 0.003920 },{ 0.630176 , 0.351902 , 0.692129}},
27544 {{0.048890 , 0.920492 , 0.005162 },{ 0.630176 , 0.351902 , 0.692129}},
27545 {{0.054306 , 0.923251 , -0.001172 },{ 0.630176 , 0.351902 , 0.692129}},
27546 {{0.043753 , 0.932134 , 0.003920 },{ 0.453478 , 0.290005 , 0.842766}},
27547 {{0.042566 , 0.914569 , 0.010603 },{ 0.453478 , 0.290005 , 0.842766}},
27548 {{0.048890 , 0.920492 , 0.005162 },{ 0.453478 , 0.290005 , 0.842766}},
27549 {{0.043753 , 0.932134 , 0.003920 },{ 0.472939 , 0.285223 , 0.833653}},
27550 {{0.036122 , 0.924839 , 0.010745 },{ 0.472939 , 0.285223 , 0.833653}},
27551 {{0.042566 , 0.914569 , 0.010603 },{ 0.472939 , 0.285223 , 0.833653}},
27552 {{0.042566 , 0.914569 , 0.010603 },{ 0.519963 , 0.220754 , 0.825170}},
27553 {{0.047735 , 0.905332 , 0.009817 },{ 0.519963 , 0.220754 , 0.825170}},
27554 {{0.052637 , 0.909347 , 0.005654 },{ 0.519963 , 0.220754 , 0.825170}},
27555 {{0.042566 , 0.914569 , 0.010603 },{ 0.516874 , 0.210407 , 0.829801}},
27556 {{0.052637 , 0.909347 , 0.005654 },{ 0.516874 , 0.210407 , 0.829801}},
27557 {{0.048890 , 0.920492 , 0.005162 },{ 0.516874 , 0.210407 , 0.829801}},
27558 {{0.042566 , 0.914569 , 0.010603 },{ 0.438079 , 0.140710 , 0.887856}},
27559 {{0.036433 , 0.907326 , 0.014777 },{ 0.438079 , 0.140710 , 0.887856}},
27560 {{0.043215 , 0.899790 , 0.012625 },{ 0.438079 , 0.140710 , 0.887856}},
27561 {{0.042566 , 0.914569 , 0.010603 },{ 0.391291 , 0.141590 , 0.909309}},
27562 {{0.043215 , 0.899790 , 0.012625 },{ 0.391291 , 0.141590 , 0.909309}},
27563 {{0.047735 , 0.905332 , 0.009817 },{ 0.391291 , 0.141590 , 0.909309}},
27564 {{0.036122 , 0.924839 , 0.010745 },{ 0.370088 , 0.219734 , 0.902636}},
27565 {{0.028624 , 0.915548 , 0.016081 },{ 0.370088 , 0.219734 , 0.902636}},
27566 {{0.042566 , 0.914569 , 0.010603 },{ 0.370088 , 0.219734 , 0.902636}},
27567 {{0.028624 , 0.915548 , 0.016081 },{ 0.370315 , 0.208134 , 0.905288}},
27568 {{0.036433 , 0.907326 , 0.014777 },{ 0.370315 , 0.208134 , 0.905288}},
27569 {{0.042566 , 0.914569 , 0.010603 },{ 0.370315 , 0.208134 , 0.905288}},
27570 {{0.028624 , 0.915548 , 0.016081 },{ 0.302457 , 0.137677 , 0.943167}},
27571 {{0.031590 , 0.900606 , 0.017311 },{ 0.302457 , 0.137677 , 0.943167}},
27572 {{0.036433 , 0.907326 , 0.014777 },{ 0.302457 , 0.137677 , 0.943167}},
27573 {{0.028624 , 0.915548 , 0.016081 },{ 0.283176 , 0.134380 , 0.949607}},
27574 {{0.022838 , 0.906541 , 0.019081 },{ 0.283176 , 0.134380 , 0.949607}},
27575 {{0.031590 , 0.900606 , 0.017311 },{ 0.283176 , 0.134380 , 0.949607}},
27576 {{0.031590 , 0.900606 , 0.017311 },{ 0.378489 , 0.126610 , 0.916906}},
27577 {{0.039213 , 0.895423 , 0.014880 },{ 0.378489 , 0.126610 , 0.916906}},
27578 {{0.043215 , 0.899790 , 0.012625 },{ 0.378489 , 0.126610 , 0.916906}},
27579 {{0.036433 , 0.907326 , 0.014777 },{ 0.377371 , 0.076058 , 0.922934}},
27580 {{0.031590 , 0.900606 , 0.017311 },{ 0.377371 , 0.076058 , 0.922934}},
27581 {{0.043215 , 0.899790 , 0.012625 },{ 0.377371 , 0.076058 , 0.922934}},
27582 {{0.031590 , 0.900606 , 0.017311 },{ 0.344877 , 0.025101 , 0.938312}},
27583 {{0.027394 , 0.894148 , 0.019026 },{ 0.344877 , 0.025101 , 0.938312}},
27584 {{0.036529 , 0.890912 , 0.015755 },{ 0.344877 , 0.025101 , 0.938312}},
27585 {{0.031590 , 0.900606 , 0.017311 },{ 0.305594 , 0.002865 , 0.952158}},
27586 {{0.036529 , 0.890912 , 0.015755 },{ 0.305594 , 0.002865 , 0.952158}},
27587 {{0.039213 , 0.895423 , 0.014880 },{ 0.305594 , 0.002865 , 0.952158}},
27588 {{0.022838 , 0.906541 , 0.019081 },{ 0.240738 , 0.066217 , 0.968329}},
27589 {{0.017908 , 0.897674 , 0.020913 },{ 0.240738 , 0.066217 , 0.968329}},
27590 {{0.031590 , 0.900606 , 0.017311 },{ 0.240738 , 0.066217 , 0.968329}},
27591 {{0.031590 , 0.900606 , 0.017311 },{ 0.231814 , 0.106168 , 0.966949}},
27592 {{0.017908 , 0.897674 , 0.020913 },{ 0.231814 , 0.106168 , 0.966949}},
27593 {{0.027394 , 0.894148 , 0.019026 },{ 0.231814 , 0.106168 , 0.966949}},
27594 {{0.026193 , 0.879990 , 0.021432 },{ 0.328728 , 0.943739 , -0.035975}},
27595 {{0.010795 , 0.885559 , 0.026822 },{ 0.328728 , 0.943739 , -0.035975}},
27596 {{0.013805 , 0.884580 , 0.028644 },{ 0.328728 , 0.943739 , -0.035975}},
27597 {{0.026193 , 0.879990 , 0.021432 },{ 0.328763 , 0.943729 , -0.035909}},
27598 {{0.013805 , 0.884580 , 0.028644 },{ 0.328763 , 0.943729 , -0.035909}},
27599 {{0.027765 , 0.879523 , 0.023551 },{ 0.328763 , 0.943729 , -0.035909}},
27600 {{0.013805 , 0.884580 , 0.028644 },{ 0.381826 , 0.909790 , 0.162759}},
27601 {{0.012530 , 0.884292 , 0.033245 },{ 0.381826 , 0.909790 , 0.162759}},
27602 {{0.024909 , 0.879918 , 0.028654 },{ 0.381826 , 0.909790 , 0.162759}},
27603 {{0.013805 , 0.884580 , 0.028644 },{ 0.382984 , 0.912508 , 0.143712}},
27604 {{0.024909 , 0.879918 , 0.028654 },{ 0.382984 , 0.912508 , 0.143712}},
27605 {{0.027765 , 0.879523 , 0.023551 },{ 0.382984 , 0.912508 , 0.143712}},
27606 {{0.013805 , 0.884580 , 0.028644 },{ 0.347406 , 0.920862 , 0.176980}},
27607 {{-0.000277 , 0.889552 , 0.030416 },{ 0.347406 , 0.920862 , 0.176980}},
27608 {{0.000122 , 0.888655 , 0.034300 },{ 0.347406 , 0.920862 , 0.176980}},
27609 {{0.013805 , 0.884580 , 0.028644 },{ 0.339348 , 0.928275 , 0.152145}},
27610 {{0.000122 , 0.888655 , 0.034300 },{ 0.339348 , 0.928275 , 0.152145}},
27611 {{0.012530 , 0.884292 , 0.033245 },{ 0.339348 , 0.928275 , 0.152145}},
27612 {{0.010795 , 0.885559 , 0.026822 },{ 0.328863 , 0.943715 , -0.035368}},
27613 {{-0.006811 , 0.891850 , 0.030976 },{ 0.328863 , 0.943715 , -0.035368}},
27614 {{-0.000277 , 0.889552 , 0.030416 },{ 0.328863 , 0.943715 , -0.035368}},
27615 {{0.010795 , 0.885559 , 0.026822 },{ 0.328698 , 0.943752 , -0.035918}},
27616 {{-0.000277 , 0.889552 , 0.030416 },{ 0.328698 , 0.943752 , -0.035918}},
27617 {{0.013805 , 0.884580 , 0.028644 },{ 0.328698 , 0.943752 , -0.035918}},
27618 {{0.068049 , 0.880506 , -0.040950 },{ 0.949704 , -0.303571 , 0.076860}},
27619 {{0.070122 , 0.887746 , -0.037969 },{ 0.949704 , -0.303571 , 0.076860}},
27620 {{0.067298 , 0.880216 , -0.032816 },{ 0.949704 , -0.303571 , 0.076860}},
27621 {{0.070122 , 0.887746 , -0.037969 },{ 0.953409 , -0.278969 , 0.114841}},
27622 {{0.068176 , 0.884680 , -0.029261 },{ 0.953409 , -0.278969 , 0.114841}},
27623 {{0.067298 , 0.880216 , -0.032816 },{ 0.953409 , -0.278969 , 0.114841}},
27624 {{0.065387 , 0.873441 , -0.042188 },{ 0.887503 , -0.439944 , 0.137067}},
27625 {{0.067298 , 0.880216 , -0.032816 },{ 0.887503 , -0.439944 , 0.137067}},
27626 {{0.065191 , 0.876697 , -0.030468 },{ 0.887503 , -0.439944 , 0.137067}},
27627 {{0.065387 , 0.873441 , -0.042188 },{ 0.929015 , -0.362803 , 0.072838}},
27628 {{0.068049 , 0.880506 , -0.040950 },{ 0.929015 , -0.362803 , 0.072838}},
27629 {{0.067298 , 0.880216 , -0.032816 },{ 0.929015 , -0.362803 , 0.072838}},
27630 {{0.067298 , 0.880216 , -0.032816 },{ 0.873471 , -0.396644 , 0.282351}},
27631 {{0.068176 , 0.884680 , -0.029261 },{ 0.873471 , -0.396644 , 0.282351}},
27632 {{0.062935 , 0.880724 , -0.018605 },{ 0.873471 , -0.396644 , 0.282351}},
27633 {{0.067298 , 0.880216 , -0.032816 },{ 0.894102 , -0.343985 , 0.286802}},
27634 {{0.062935 , 0.880724 , -0.018605 },{ 0.894102 , -0.343985 , 0.286802}},
27635 {{0.065191 , 0.876697 , -0.030468 },{ 0.894102 , -0.343985 , 0.286802}},
27636 {{-0.000277 , 0.889552 , 0.030416 },{ -0.328779 , -0.943708 , 0.036322}},
27637 {{-0.006811 , 0.891850 , 0.030976 },{ -0.328779 , -0.943708 , 0.036322}},
27638 {{-0.011074 , 0.893234 , 0.028349 },{ -0.328779 , -0.943708 , 0.036322}},
27639 {{-0.011768 , 0.893471 , 0.028216 },{ 0.279123 , 0.939567 , 0.198254}},
27640 {{-0.012054 , 0.892801 , 0.031794 },{ 0.279123 , 0.939567 , 0.198254}},
27641 {{0.000122 , 0.888655 , 0.034300 },{ 0.279123 , 0.939567 , 0.198254}},
27642 {{-0.011768 , 0.893471 , 0.028216 },{ 0.284637 , 0.940048 , 0.187859}},
27643 {{0.000122 , 0.888655 , 0.034300 },{ 0.284637 , 0.940048 , 0.187859}},
27644 {{-0.000277 , 0.889552 , 0.030416 },{ 0.284637 , 0.940048 , 0.187859}},
27645 {{-0.021536 , 0.896683 , 0.023244 },{ 0.229832 , 0.956549 , 0.179421}},
27646 {{-0.023474 , 0.896570 , 0.026329 },{ 0.229832 , 0.956549 , 0.179421}},
27647 {{-0.012054 , 0.892801 , 0.031794 },{ 0.229832 , 0.956549 , 0.179421}},
27648 {{-0.021536 , 0.896683 , 0.023244 },{ 0.214676 , 0.956751 , 0.196321}},
27649 {{-0.012054 , 0.892801 , 0.031794 },{ 0.214676 , 0.956751 , 0.196321}},
27650 {{-0.011768 , 0.893471 , 0.028216 },{ 0.214676 , 0.956751 , 0.196321}},
27651 {{-0.020990 , 0.896454 , 0.022237 },{ 0.328804 , 0.943699 , -0.036327}},
27652 {{-0.021536 , 0.896683 , 0.023244 },{ 0.328804 , 0.943699 , -0.036327}},
27653 {{-0.011768 , 0.893471 , 0.028216 },{ 0.328804 , 0.943699 , -0.036327}},
27654 {{-0.020990 , 0.896454 , 0.022237 },{ 0.328595 , 0.943786 , -0.035962}},
27655 {{-0.011768 , 0.893471 , 0.028216 },{ 0.328595 , 0.943786 , -0.035962}},
27656 {{-0.013900 , 0.894152 , 0.026607 },{ 0.328595 , 0.943786 , -0.035962}},
27657 {{0.049334 , 0.872556 , 0.009419 },{ -0.050740 , 0.953723 , -0.296375}},
27658 {{0.027865 , 0.877934 , 0.030401 },{ -0.050740 , 0.953723 , -0.296375}},
27659 {{0.041419 , 0.875501 , 0.020251 },{ -0.050740 , 0.953723 , -0.296375}},
27660 {{0.049334 , 0.872556 , 0.009419 },{ 0.326075 , 0.940808 , 0.092498}},
27661 {{0.036993 , 0.875739 , 0.020549 },{ 0.326075 , 0.940808 , 0.092498}},
27662 {{0.027865 , 0.877934 , 0.030401 },{ 0.326075 , 0.940808 , 0.092498}},
27663 {{0.034580 , 0.878408 , 0.028675 },{ -0.165462 , 0.903356 , -0.395690}},
27664 {{0.027865 , 0.877934 , 0.030401 },{ -0.165462 , 0.903356 , -0.395690}},
27665 {{0.015121 , 0.881030 , 0.042798 },{ -0.165462 , 0.903356 , -0.395690}},
27666 {{0.041419 , 0.875501 , 0.020251 },{ -0.176594 , 0.877371 , -0.446133}},
27667 {{0.027865 , 0.877934 , 0.030401 },{ -0.176594 , 0.877371 , -0.446133}},
27668 {{0.034580 , 0.878408 , 0.028675 },{ -0.176594 , 0.877371 , -0.446133}},
27669 {{0.027865 , 0.877934 , 0.030401 },{ 0.445585 , 0.829903 , 0.335730}},
27670 {{0.013195 , 0.882039 , 0.039724 },{ 0.445585 , 0.829903 , 0.335730}},
27671 {{-0.002948 , 0.885021 , 0.053778 },{ 0.445585 , 0.829903 , 0.335730}},
27672 {{0.027865 , 0.877934 , 0.030401 },{ 0.180801 , 0.981730 , -0.059307}},
27673 {{-0.002948 , 0.885021 , 0.053778 },{ 0.180801 , 0.981730 , -0.059307}},
27674 {{0.015121 , 0.881030 , 0.042798 },{ 0.180801 , 0.981730 , -0.059307}},
27675 {{0.036993 , 0.875739 , 0.020549 },{ 0.448886 , 0.865288 , 0.223109}},
27676 {{0.024909 , 0.879918 , 0.028654 },{ 0.448886 , 0.865288 , 0.223109}},
27677 {{0.027865 , 0.877934 , 0.030401 },{ 0.448886 , 0.865288 , 0.223109}},
27678 {{0.027865 , 0.877934 , 0.030401 },{ 0.417722 , 0.865584 , 0.276176}},
27679 {{0.024909 , 0.879918 , 0.028654 },{ 0.417722 , 0.865584 , 0.276176}},
27680 {{0.013195 , 0.882039 , 0.039724 },{ 0.417722 , 0.865584 , 0.276176}},
27681 {{0.024909 , 0.879918 , 0.028654 },{ 0.362928 , 0.907822 , 0.210101}},
27682 {{0.002689 , 0.885387 , 0.043406 },{ 0.362928 , 0.907822 , 0.210101}},
27683 {{0.013195 , 0.882039 , 0.039724 },{ 0.362928 , 0.907822 , 0.210101}},
27684 {{0.024909 , 0.879918 , 0.028654 },{ 0.417345 , 0.853425 , 0.312233}},
27685 {{0.012530 , 0.884292 , 0.033245 },{ 0.417345 , 0.853425 , 0.312233}},
27686 {{0.002689 , 0.885387 , 0.043406 },{ 0.417345 , 0.853425 , 0.312233}},
27687 {{0.002689 , 0.885387 , 0.043406 },{ 0.295600 , 0.935476 , 0.193661}},
27688 {{-0.011437 , 0.887172 , 0.056345 },{ 0.295600 , 0.935476 , 0.193661}},
27689 {{-0.002948 , 0.885021 , 0.053778 },{ 0.295600 , 0.935476 , 0.193661}},
27690 {{0.013195 , 0.882039 , 0.039724 },{ 0.368185 , 0.900375 , 0.231871}},
27691 {{0.002689 , 0.885387 , 0.043406 },{ 0.368185 , 0.900375 , 0.231871}},
27692 {{-0.002948 , 0.885021 , 0.053778 },{ 0.368185 , 0.900375 , 0.231871}},
27693 {{0.002689 , 0.885387 , 0.043406 },{ 0.301446 , 0.918663 , 0.255321}},
27694 {{-0.006490 , 0.888564 , 0.042812 },{ 0.301446 , 0.918663 , 0.255321}},
27695 {{-0.016608 , 0.888875 , 0.053639 },{ 0.301446 , 0.918663 , 0.255321}},
27696 {{0.002689 , 0.885387 , 0.043406 },{ 0.245300 , 0.959949 , 0.135371}},
27697 {{-0.016608 , 0.888875 , 0.053639 },{ 0.245300 , 0.959949 , 0.135371}},
27698 {{-0.011437 , 0.887172 , 0.056345 },{ 0.245300 , 0.959949 , 0.135371}},
27699 {{0.012530 , 0.884292 , 0.033245 },{ 0.340171 , 0.911491 , 0.231231}},
27700 {{0.000122 , 0.888655 , 0.034300 },{ 0.340171 , 0.911491 , 0.231231}},
27701 {{0.002689 , 0.885387 , 0.043406 },{ 0.340171 , 0.911491 , 0.231231}},
27702 {{0.002689 , 0.885387 , 0.043406 },{ 0.302899 , 0.920956 , 0.245135}},
27703 {{0.000122 , 0.888655 , 0.034300 },{ 0.302899 , 0.920956 , 0.245135}},
27704 {{-0.006490 , 0.888564 , 0.042812 },{ 0.302899 , 0.920956 , 0.245135}},
27705 {{0.000122 , 0.888655 , 0.034300 },{ 0.250680 , 0.946150 , 0.204841}},
27706 {{-0.017179 , 0.892154 , 0.039311 },{ 0.250680 , 0.946150 , 0.204841}},
27707 {{-0.006490 , 0.888564 , 0.042812 },{ 0.250680 , 0.946150 , 0.204841}},
27708 {{0.000122 , 0.888655 , 0.034300 },{ 0.263049 , 0.929276 , 0.259329}},
27709 {{-0.012054 , 0.892801 , 0.031794 },{ 0.263049 , 0.929276 , 0.259329}},
27710 {{-0.017179 , 0.892154 , 0.039311 },{ 0.263049 , 0.929276 , 0.259329}},
27711 {{-0.016608 , 0.888875 , 0.053639 },{ 0.185887 , 0.959394 , 0.212154}},
27712 {{-0.017179 , 0.892154 , 0.039311 },{ 0.185887 , 0.959394 , 0.212154}},
27713 {{-0.024723 , 0.891518 , 0.048797 },{ 0.185887 , 0.959394 , 0.212154}},
27714 {{-0.006490 , 0.888564 , 0.042812 },{ 0.250063 , 0.945948 , 0.206519}},
27715 {{-0.017179 , 0.892154 , 0.039311 },{ 0.250063 , 0.945948 , 0.206519}},
27716 {{-0.016608 , 0.888875 , 0.053639 },{ 0.250063 , 0.945948 , 0.206519}},
27717 {{-0.017179 , 0.892154 , 0.039311 },{ 0.187842 , 0.952489 , 0.239751}},
27718 {{-0.028196 , 0.895772 , 0.033569 },{ 0.187842 , 0.952489 , 0.239751}},
27719 {{-0.034310 , 0.894632 , 0.042888 },{ 0.187842 , 0.952489 , 0.239751}},
27720 {{-0.017179 , 0.892154 , 0.039311 },{ 0.182736 , 0.960533 , 0.209724}},
27721 {{-0.034310 , 0.894632 , 0.042888 },{ 0.182736 , 0.960533 , 0.209724}},
27722 {{-0.024723 , 0.891518 , 0.048797 },{ 0.182736 , 0.960533 , 0.209724}},
27723 {{-0.012054 , 0.892801 , 0.031794 },{ 0.207421 , 0.952403 , 0.223393}},
27724 {{-0.023474 , 0.896570 , 0.026329 },{ 0.207421 , 0.952403 , 0.223393}},
27725 {{-0.017179 , 0.892154 , 0.039311 },{ 0.207421 , 0.952403 , 0.223393}},
27726 {{-0.017179 , 0.892154 , 0.039311 },{ 0.192849 , 0.953676 , 0.230892}},
27727 {{-0.023474 , 0.896570 , 0.026329 },{ 0.192849 , 0.953676 , 0.230892}},
27728 {{-0.028196 , 0.895772 , 0.033569 },{ 0.192849 , 0.953676 , 0.230892}},
27729 {{0.061817 , 0.862164 , -0.076220 },{ -0.676092 , 0.620482 , 0.397370}},
27730 {{0.059266 , 0.859002 , -0.075623 },{ -0.676092 , 0.620482 , 0.397370}},
27731 {{0.068948 , 0.860281 , -0.061147 },{ -0.676092 , 0.620482 , 0.397370}},
27732 {{0.068948 , 0.860281 , -0.061147 },{ -0.652755 , 0.656176 , 0.378608}},
27733 {{0.059266 , 0.859002 , -0.075623 },{ -0.652755 , 0.656176 , 0.378608}},
27734 {{0.066041 , 0.857268 , -0.060937 },{ -0.652755 , 0.656176 , 0.378608}},
27735 {{0.064360 , 0.866698 , -0.076696 },{ -0.758255 , 0.492631 , 0.427042}},
27736 {{0.068948 , 0.860281 , -0.061147 },{ -0.758255 , 0.492631 , 0.427042}},
27737 {{0.071674 , 0.864704 , -0.061409 },{ -0.758255 , 0.492631 , 0.427042}},
27738 {{0.064360 , 0.866698 , -0.076696 },{ -0.770222 , 0.476501 , 0.423916}},
27739 {{0.061817 , 0.862164 , -0.076220 },{ -0.770222 , 0.476501 , 0.423916}},
27740 {{0.068948 , 0.860281 , -0.061147 },{ -0.770222 , 0.476501 , 0.423916}},
27741 {{0.068948 , 0.860281 , -0.061147 },{ -0.841851 , 0.514674 , 0.162474}},
27742 {{0.072491 , 0.860907 , -0.044772 },{ -0.841851 , 0.514674 , 0.162474}},
27743 {{0.075304 , 0.865594 , -0.045044 },{ -0.841851 , 0.514674 , 0.162474}},
27744 {{0.068948 , 0.860281 , -0.061147 },{ -0.836559 , 0.524896 , 0.157013}},
27745 {{0.075304 , 0.865594 , -0.045044 },{ -0.836559 , 0.524896 , 0.157013}},
27746 {{0.071674 , 0.864704 , -0.061409 },{ -0.836559 , 0.524896 , 0.157013}},
27747 {{0.066041 , 0.857268 , -0.060937 },{ -0.707742 , 0.695162 , 0.125905}},
27748 {{0.069380 , 0.857737 , -0.044757 },{ -0.707742 , 0.695162 , 0.125905}},
27749 {{0.072491 , 0.860907 , -0.044772 },{ -0.707742 , 0.695162 , 0.125905}},
27750 {{0.066041 , 0.857268 , -0.060937 },{ -0.709391 , 0.693281 , 0.126986}},
27751 {{0.072491 , 0.860907 , -0.044772 },{ -0.709391 , 0.693281 , 0.126986}},
27752 {{0.068948 , 0.860281 , -0.061147 },{ -0.709391 , 0.693281 , 0.126986}},
27753 {{0.040289 , 0.864877 , -0.093817 },{ -0.412333 , 0.491081 , 0.767347}},
27754 {{0.050528 , 0.861608 , -0.086223 },{ -0.412333 , 0.491081 , 0.767347}},
27755 {{0.052731 , 0.864900 , -0.087146 },{ -0.412333 , 0.491081 , 0.767347}},
27756 {{0.040289 , 0.864877 , -0.093817 },{ -0.412643 , 0.489907 , 0.767930}},
27757 {{0.052731 , 0.864900 , -0.087146 },{ -0.412643 , 0.489907 , 0.767930}},
27758 {{0.042129 , 0.868289 , -0.095005 },{ -0.412643 , 0.489907 , 0.767930}},
27759 {{0.042129 , 0.868289 , -0.095005 },{ -0.479057 , 0.358934 , 0.801044}},
27760 {{0.052731 , 0.864900 , -0.087146 },{ -0.479057 , 0.358934 , 0.801044}},
27761 {{0.055053 , 0.869530 , -0.087832 },{ -0.479057 , 0.358934 , 0.801044}},
27762 {{0.042129 , 0.868289 , -0.095005 },{ -0.479138 , 0.358223 , 0.801313}},
27763 {{0.055053 , 0.869530 , -0.087832 },{ -0.479138 , 0.358223 , 0.801313}},
27764 {{0.044198 , 0.873007 , -0.095877 },{ -0.479138 , 0.358223 , 0.801313}},
27765 {{0.052731 , 0.864900 , -0.087146 },{ -0.640223 , 0.426182 , 0.639127}},
27766 {{0.061817 , 0.862164 , -0.076220 },{ -0.640223 , 0.426182 , 0.639127}},
27767 {{0.064360 , 0.866698 , -0.076696 },{ -0.640223 , 0.426182 , 0.639127}},
27768 {{0.052731 , 0.864900 , -0.087146 },{ -0.642254 , 0.417348 , 0.642907}},
27769 {{0.064360 , 0.866698 , -0.076696 },{ -0.642254 , 0.417348 , 0.642907}},
27770 {{0.055053 , 0.869530 , -0.087832 },{ -0.642254 , 0.417348 , 0.642907}},
27771 {{0.050528 , 0.861608 , -0.086223 },{ -0.561763 , 0.566968 , 0.602470}},
27772 {{0.059266 , 0.859002 , -0.075623 },{ -0.561763 , 0.566968 , 0.602470}},
27773 {{0.061817 , 0.862164 , -0.076220 },{ -0.561763 , 0.566968 , 0.602470}},
27774 {{0.050528 , 0.861608 , -0.086223 },{ -0.568266 , 0.551504 , 0.610669}},
27775 {{0.061817 , 0.862164 , -0.076220 },{ -0.568266 , 0.551504 , 0.610669}},
27776 {{0.052731 , 0.864900 , -0.087146 },{ -0.568266 , 0.551504 , 0.610669}},
27777 {{0.072491 , 0.860907 , -0.044772 },{ -0.682951 , 0.668847 , -0.293636}},
27778 {{0.069380 , 0.857737 , -0.044757 },{ -0.682951 , 0.668847 , -0.293636}},
27779 {{0.070811 , 0.865704 , -0.029938 },{ -0.682951 , 0.668847 , -0.293636}},
27780 {{0.069380 , 0.857737 , -0.044757 },{ -0.782679 , 0.576598 , -0.234411}},
27781 {{0.067812 , 0.861740 , -0.029675 },{ -0.782679 , 0.576598 , -0.234411}},
27782 {{0.070811 , 0.865704 , -0.029938 },{ -0.782679 , 0.576598 , -0.234411}},
27783 {{0.075304 , 0.865594 , -0.045044 },{ -0.881964 , 0.389655 , -0.265159}},
27784 {{0.070811 , 0.865704 , -0.029938 },{ -0.881964 , 0.389655 , -0.265159}},
27785 {{0.073555 , 0.871414 , -0.030674 },{ -0.881964 , 0.389655 , -0.265159}},
27786 {{0.075304 , 0.865594 , -0.045044 },{ -0.836098 , 0.487156 , -0.252226}},
27787 {{0.072491 , 0.860907 , -0.044772 },{ -0.836098 , 0.487156 , -0.252226}},
27788 {{0.070811 , 0.865704 , -0.029938 },{ -0.836098 , 0.487156 , -0.252226}},
27789 {{0.070811 , 0.865704 , -0.029938 },{ -0.868472 , 0.260017 , -0.422075}},
27790 {{0.066012 , 0.871503 , -0.016491 },{ -0.868472 , 0.260017 , -0.422075}},
27791 {{0.068648 , 0.878241 , -0.017764 },{ -0.868472 , 0.260017 , -0.422075}},
27792 {{0.073555 , 0.871414 , -0.030674 },{ -0.812238 , 0.328164 , -0.482263}},
27793 {{0.070811 , 0.865704 , -0.029938 },{ -0.812238 , 0.328164 , -0.482263}},
27794 {{0.068648 , 0.878241 , -0.017764 },{ -0.812238 , 0.328164 , -0.482263}},
27795 {{0.070811 , 0.865704 , -0.029938 },{ -0.732358 , 0.525337 , -0.433212}},
27796 {{0.067812 , 0.861740 , -0.029675 },{ -0.732358 , 0.525337 , -0.433212}},
27797 {{0.063228 , 0.866718 , -0.015889 },{ -0.732358 , 0.525337 , -0.433212}},
27798 {{0.070811 , 0.865704 , -0.029938 },{ -0.792618 , 0.403670 , -0.456955}},
27799 {{0.063228 , 0.866718 , -0.015889 },{ -0.792618 , 0.403670 , -0.456955}},
27800 {{0.066012 , 0.871503 , -0.016491 },{ -0.792618 , 0.403670 , -0.456955}},
27801 {{0.071840 , 0.895064 , -0.035195 },{ 0.972844 , -0.162428 , 0.164900}},
27802 {{0.072091 , 0.900946 , -0.030882 },{ 0.972844 , -0.162428 , 0.164900}},
27803 {{0.069881 , 0.889949 , -0.028676 },{ 0.972844 , -0.162428 , 0.164900}},
27804 {{0.072091 , 0.900946 , -0.030882 },{ 0.963375 , -0.148861 , 0.223046}},
27805 {{0.069400 , 0.892467 , -0.024918 },{ 0.963375 , -0.148861 , 0.223046}},
27806 {{0.069881 , 0.889949 , -0.028676 },{ 0.963375 , -0.148861 , 0.223046}},
27807 {{0.070122 , 0.887746 , -0.037969 },{ 0.943422 , -0.316327 , 0.099456}},
27808 {{0.069881 , 0.889949 , -0.028676 },{ 0.943422 , -0.316327 , 0.099456}},
27809 {{0.068176 , 0.884680 , -0.029261 },{ 0.943422 , -0.316327 , 0.099456}},
27810 {{0.070122 , 0.887746 , -0.037969 },{ 0.962135 , -0.258567 , 0.086248}},
27811 {{0.071840 , 0.895064 , -0.035195 },{ 0.962135 , -0.258567 , 0.086248}},
27812 {{0.069881 , 0.889949 , -0.028676 },{ 0.962135 , -0.258567 , 0.086248}},
27813 {{0.069400 , 0.892467 , -0.024918 },{ 0.892018 , -0.318878 , 0.320343}},
27814 {{0.062935 , 0.880724 , -0.018605 },{ 0.892018 , -0.318878 , 0.320343}},
27815 {{0.068176 , 0.884680 , -0.029261 },{ 0.892018 , -0.318878 , 0.320343}},
27816 {{0.069400 , 0.892467 , -0.024918 },{ 0.886672 , -0.323593 , 0.330303}},
27817 {{0.068176 , 0.884680 , -0.029261 },{ 0.886672 , -0.323593 , 0.330303}},
27818 {{0.069881 , 0.889949 , -0.028676 },{ 0.886672 , -0.323593 , 0.330303}},
27819 {{0.066012 , 0.871503 , -0.016491 },{ -0.779791 , 0.392318 , -0.487866}},
27820 {{0.063228 , 0.866718 , -0.015889 },{ -0.779791 , 0.392318 , -0.487866}},
27821 {{0.060198 , 0.875138 , -0.004275 },{ -0.779791 , 0.392318 , -0.487866}},
27822 {{0.063228 , 0.866718 , -0.015889 },{ -0.802425 , 0.363760 , -0.473068}},
27823 {{0.057519 , 0.870114 , -0.003594 },{ -0.802425 , 0.363760 , -0.473068}},
27824 {{0.060198 , 0.875138 , -0.004275 },{ -0.802425 , 0.363760 , -0.473068}},
27825 {{0.068648 , 0.878241 , -0.017764 },{ -0.849330 , 0.212649 , -0.483134}},
27826 {{0.060198 , 0.875138 , -0.004275 },{ -0.849330 , 0.212649 , -0.483134}},
27827 {{0.062808 , 0.882150 , -0.005777 },{ -0.849330 , 0.212649 , -0.483134}},
27828 {{0.068648 , 0.878241 , -0.017764 },{ -0.846398 , 0.241445 , -0.474673}},
27829 {{0.066012 , 0.871503 , -0.016491 },{ -0.846398 , 0.241445 , -0.474673}},
27830 {{0.060198 , 0.875138 , -0.004275 },{ -0.846398 , 0.241445 , -0.474673}},
27831 {{0.060198 , 0.875138 , -0.004275 },{ -0.835241 , 0.182102 , -0.518856}},
27832 {{0.054132 , 0.876922 , 0.006116 },{ -0.835241 , 0.182102 , -0.518856}},
27833 {{0.055762 , 0.882928 , 0.005600 },{ -0.835241 , 0.182102 , -0.518856}},
27834 {{0.062808 , 0.882150 , -0.005777 },{ -0.827730 , 0.195428 , -0.525995}},
27835 {{0.060198 , 0.875138 , -0.004275 },{ -0.827730 , 0.195428 , -0.525995}},
27836 {{0.055762 , 0.882928 , 0.005600 },{ -0.827730 , 0.195428 , -0.525995}},
27837 {{0.060198 , 0.875138 , -0.004275 },{ -0.767794 , 0.335425 , -0.545877}},
27838 {{0.057519 , 0.870114 , -0.003594 },{ -0.767794 , 0.335425 , -0.545877}},
27839 {{0.049334 , 0.872556 , 0.009419 },{ -0.767794 , 0.335425 , -0.545877}},
27840 {{0.060198 , 0.875138 , -0.004275 },{ -0.744156 , 0.432911 , -0.508743}},
27841 {{0.049334 , 0.872556 , 0.009419 },{ -0.744156 , 0.432911 , -0.508743}},
27842 {{0.054132 , 0.876922 , 0.006116 },{ -0.744156 , 0.432911 , -0.508743}},
27843 {{0.071231 , 0.906039 , -0.025940 },{ 0.921060 , -0.018892 , 0.388962}},
27844 {{0.068620 , 0.908513 , -0.019637 },{ 0.921060 , -0.018892 , 0.388962}},
27845 {{0.069592 , 0.897327 , -0.022482 },{ 0.921060 , -0.018892 , 0.388962}},
27846 {{0.069592 , 0.897327 , -0.022482 },{ 0.878016 , -0.044901 , 0.476521}},
27847 {{0.068620 , 0.908513 , -0.019637 },{ 0.878016 , -0.044901 , 0.476521}},
27848 {{0.066739 , 0.896342 , -0.017318 },{ 0.878016 , -0.044901 , 0.476521}},
27849 {{0.072091 , 0.900946 , -0.030882 },{ 0.963469 , -0.149458 , 0.222240}},
27850 {{0.069592 , 0.897327 , -0.022482 },{ 0.963469 , -0.149458 , 0.222240}},
27851 {{0.069400 , 0.892467 , -0.024918 },{ 0.963469 , -0.149458 , 0.222240}},
27852 {{0.072091 , 0.900946 , -0.030882 },{ 0.964346 , -0.081484 , 0.251787}},
27853 {{0.071231 , 0.906039 , -0.025940 },{ 0.964346 , -0.081484 , 0.251787}},
27854 {{0.069592 , 0.897327 , -0.022482 },{ 0.964346 , -0.081484 , 0.251787}},
27855 {{0.069592 , 0.897327 , -0.022482 },{ 0.867370 , -0.246870 , 0.432116}},
27856 {{0.066739 , 0.896342 , -0.017318 },{ 0.867370 , -0.246870 , 0.432116}},
27857 {{0.062935 , 0.880724 , -0.018605 },{ 0.867370 , -0.246870 , 0.432116}},
27858 {{0.069592 , 0.897327 , -0.022482 },{ 0.869125 , -0.248640 , 0.427551}},
27859 {{0.062935 , 0.880724 , -0.018605 },{ 0.869125 , -0.248640 , 0.427551}},
27860 {{0.069400 , 0.892467 , -0.024918 },{ 0.869125 , -0.248640 , 0.427551}},
27861 {{0.054132 , 0.876922 , 0.006116 },{ -0.740850 , 0.414052 , -0.528868}},
27862 {{0.049334 , 0.872556 , 0.009419 },{ -0.740850 , 0.414052 , -0.528868}},
27863 {{0.048578 , 0.877167 , 0.014088 },{ -0.740850 , 0.414052 , -0.528868}},
27864 {{0.049334 , 0.872556 , 0.009419 },{ -0.628947 , 0.499840 , -0.595471}},
27865 {{0.041419 , 0.875501 , 0.020251 },{ -0.628947 , 0.499840 , -0.595471}},
27866 {{0.048578 , 0.877167 , 0.014088 },{ -0.628947 , 0.499840 , -0.595471}},
27867 {{0.055762 , 0.882928 , 0.005600 },{ -0.800237 , 0.138098 , -0.583567}},
27868 {{0.048578 , 0.877167 , 0.014088 },{ -0.800237 , 0.138098 , -0.583567}},
27869 {{0.047239 , 0.880361 , 0.016680 },{ -0.800237 , 0.138098 , -0.583567}},
27870 {{0.055762 , 0.882928 , 0.005600 },{ -0.806094 , 0.170070 , -0.566824}},
27871 {{0.054132 , 0.876922 , 0.006116 },{ -0.806094 , 0.170070 , -0.566824}},
27872 {{0.048578 , 0.877167 , 0.014088 },{ -0.806094 , 0.170070 , -0.566824}},
27873 {{0.034580 , 0.878408 , 0.028675 },{ -0.653857 , 0.371615 , -0.659070}},
27874 {{0.048578 , 0.877167 , 0.014088 },{ -0.653857 , 0.371615 , -0.659070}},
27875 {{0.041419 , 0.875501 , 0.020251 },{ -0.653857 , 0.371615 , -0.659070}},
27876 {{0.048578 , 0.877167 , 0.014088 },{ -0.684522 , 0.264354 , -0.679372}},
27877 {{0.034580 , 0.878408 , 0.028675 },{ -0.684522 , 0.264354 , -0.679372}},
27878 {{0.047239 , 0.880361 , 0.016680 },{ -0.684522 , 0.264354 , -0.679372}},
27879 {{0.057111 , 0.912200 , 0.000697 },{ 0.730659 , 0.038551 , 0.681653}},
27880 {{0.052637 , 0.909347 , 0.005654 },{ 0.730659 , 0.038551 , 0.681653}},
27881 {{0.056795 , 0.902859 , 0.001564 },{ 0.730659 , 0.038551 , 0.681653}},
27882 {{0.052637 , 0.909347 , 0.005654 },{ 0.697303 , -0.004956 , 0.716759}},
27883 {{0.053602 , 0.899196 , 0.004645 },{ 0.697303 , -0.004956 , 0.716759}},
27884 {{0.056795 , 0.902859 , 0.001564 },{ 0.697303 , -0.004956 , 0.716759}},
27885 {{0.060981 , 0.911861 , -0.005196 },{ 0.876459 , -0.047784 , 0.479099}},
27886 {{0.056795 , 0.902859 , 0.001564 },{ 0.876459 , -0.047784 , 0.479099}},
27887 {{0.058919 , 0.899727 , -0.002634 },{ 0.876459 , -0.047784 , 0.479099}},
27888 {{0.060981 , 0.911861 , -0.005196 },{ 0.836253 , 0.022563 , 0.547879}},
27889 {{0.057111 , 0.912200 , 0.000697 },{ 0.836253 , 0.022563 , 0.547879}},
27890 {{0.056795 , 0.902859 , 0.001564 },{ 0.836253 , 0.022563 , 0.547879}},
27891 {{0.056795 , 0.902859 , 0.001564 },{ 0.790726 , -0.203706 , 0.577284}},
27892 {{0.053602 , 0.899196 , 0.004645 },{ 0.790726 , -0.203706 , 0.577284}},
27893 {{0.052394 , 0.885906 , 0.001610 },{ 0.790726 , -0.203706 , 0.577284}},
27894 {{0.058919 , 0.899727 , -0.002634 },{ 0.802205 , -0.206733 , 0.560115}},
27895 {{0.056795 , 0.902859 , 0.001564 },{ 0.802205 , -0.206733 , 0.560115}},
27896 {{0.052394 , 0.885906 , 0.001610 },{ 0.802205 , -0.206733 , 0.560115}},
27897 {{0.059143 , 0.894429 , -0.076536 },{ 0.970509 , -0.234413 , 0.056236}},
27898 {{0.061637 , 0.905191 , -0.074717 },{ 0.970509 , -0.234413 , 0.056236}},
27899 {{0.060887 , 0.902640 , -0.072407 },{ 0.970509 , -0.234413 , 0.056236}},
27900 {{0.059143 , 0.894429 , -0.076536 },{ 0.956010 , -0.265631 , 0.124441}},
27901 {{0.060887 , 0.902640 , -0.072407 },{ 0.956010 , -0.265631 , 0.124441}},
27902 {{0.057397 , 0.888755 , -0.075234 },{ 0.956010 , -0.265631 , 0.124441}},
27903 {{0.057821 , 0.890118 , -0.078021 },{ 0.955256 , -0.228057 , -0.188349}},
27904 {{0.061620 , 0.905247 , -0.077072 },{ 0.955256 , -0.228057 , -0.188349}},
27905 {{0.059143 , 0.894429 , -0.076536 },{ 0.955256 , -0.228057 , -0.188349}},
27906 {{0.061620 , 0.905247 , -0.077072 },{ 0.974566 , -0.223759 , -0.012358}},
27907 {{0.061637 , 0.905191 , -0.074717 },{ 0.974566 , -0.223759 , -0.012358}},
27908 {{0.059143 , 0.894429 , -0.076536 },{ 0.974566 , -0.223759 , -0.012358}},
27909 {{0.059143 , 0.894429 , -0.076536 },{ 0.955896 , -0.293698 , 0.001976}},
27910 {{0.057397 , 0.888755 , -0.075234 },{ 0.955896 , -0.293698 , 0.001976}},
27911 {{0.053008 , 0.874459 , -0.076900 },{ 0.955896 , -0.293698 , 0.001976}},
27912 {{0.059143 , 0.894429 , -0.076536 },{ 0.955899 , -0.293692 , 0.001616}},
27913 {{0.053008 , 0.874459 , -0.076900 },{ 0.955899 , -0.293692 , 0.001616}},
27914 {{0.057821 , 0.890118 , -0.078021 },{ 0.955899 , -0.293692 , 0.001616}},
27915 {{0.053138 , 0.892316 , -0.084735 },{ 0.615814 , -0.218285 , -0.757050}},
27916 {{0.049020 , 0.878302 , -0.084044 },{ 0.615814 , -0.218285 , -0.757050}},
27917 {{0.042787 , 0.880365 , -0.089709 },{ 0.615814 , -0.218285 , -0.757050}},
27918 {{0.047586 , 0.894457 , -0.090070 },{ 0.625889 , -0.232218 , -0.744539}},
27919 {{0.053138 , 0.892316 , -0.084735 },{ 0.625889 , -0.232218 , -0.744539}},
27920 {{0.042787 , 0.880365 , -0.089709 },{ 0.625889 , -0.232218 , -0.744539}},
27921 {{0.053138 , 0.892316 , -0.084735 },{ 0.744984 , -0.272567 , -0.608856}},
27922 {{0.057821 , 0.890118 , -0.078021 },{ 0.744984 , -0.272567 , -0.608856}},
27923 {{0.053008 , 0.874459 , -0.076900 },{ 0.744984 , -0.272567 , -0.608856}},
27924 {{0.053138 , 0.892316 , -0.084735 },{ 0.778401 , -0.256974 , -0.572762}},
27925 {{0.053008 , 0.874459 , -0.076900 },{ 0.778401 , -0.256974 , -0.572762}},
27926 {{0.049020 , 0.878302 , -0.084044 },{ 0.778401 , -0.256974 , -0.572762}},
27927 {{0.057222 , 0.908115 , -0.083467 },{ 0.779234 , -0.157622 , -0.606589}},
27928 {{0.061620 , 0.905247 , -0.077072 },{ 0.779234 , -0.157622 , -0.606589}},
27929 {{0.057821 , 0.890118 , -0.078021 },{ 0.779234 , -0.157622 , -0.606589}},
27930 {{0.057222 , 0.908115 , -0.083467 },{ 0.785738 , -0.155052 , -0.598811}},
27931 {{0.057821 , 0.890118 , -0.078021 },{ 0.785738 , -0.155052 , -0.598811}},
27932 {{0.053138 , 0.892316 , -0.084735 },{ 0.785738 , -0.155052 , -0.598811}},
27933 {{0.057222 , 0.908115 , -0.083467 },{ 0.665491 , -0.112810 , -0.737832}},
27934 {{0.053138 , 0.892316 , -0.084735 },{ 0.665491 , -0.112810 , -0.737832}},
27935 {{0.047586 , 0.894457 , -0.090070 },{ 0.665491 , -0.112810 , -0.737832}},
27936 {{0.057222 , 0.908115 , -0.083467 },{ 0.662689 , -0.109367 , -0.740866}},
27937 {{0.047586 , 0.894457 , -0.090070 },{ 0.662689 , -0.109367 , -0.740866}},
27938 {{0.051902 , 0.910563 , -0.088587 },{ 0.662689 , -0.109367 , -0.740866}},
27939 {{0.051902 , 0.910563 , -0.088587 },{ 0.722272 , 0.164816 , -0.671684}},
27940 {{0.058867 , 0.922909 , -0.078068 },{ 0.722272 , 0.164816 , -0.671684}},
27941 {{0.057222 , 0.908115 , -0.083467 },{ 0.722272 , 0.164816 , -0.671684}},
27942 {{0.051902 , 0.910563 , -0.088587 },{ 0.714065 , 0.174756 , -0.677917}},
27943 {{0.053428 , 0.925737 , -0.083068 },{ 0.714065 , 0.174756 , -0.677917}},
27944 {{0.058867 , 0.922909 , -0.078068 },{ 0.714065 , 0.174756 , -0.677917}},
27945 {{0.058867 , 0.922909 , -0.078068 },{ 0.825327 , 0.097279 , -0.556212}},
27946 {{0.063390 , 0.919316 , -0.071985 },{ 0.825327 , 0.097279 , -0.556212}},
27947 {{0.061620 , 0.905247 , -0.077072 },{ 0.825327 , 0.097279 , -0.556212}},
27948 {{0.057222 , 0.908115 , -0.083467 },{ 0.840307 , 0.100944 , -0.532630}},
27949 {{0.058867 , 0.922909 , -0.078068 },{ 0.840307 , 0.100944 , -0.532630}},
27950 {{0.061620 , 0.905247 , -0.077072 },{ 0.840307 , 0.100944 , -0.532630}},
27951 {{0.058867 , 0.922909 , -0.078068 },{ 0.824838 , 0.368176 , -0.429056}},
27952 {{0.057867 , 0.935246 , -0.069404 },{ 0.824838 , 0.368176 , -0.429056}},
27953 {{0.062740 , 0.930962 , -0.063712 },{ 0.824838 , 0.368176 , -0.429056}},
27954 {{0.058867 , 0.922909 , -0.078068 },{ 0.839240 , 0.345259 , -0.420086}},
27955 {{0.062740 , 0.930962 , -0.063712 },{ 0.839240 , 0.345259 , -0.420086}},
27956 {{0.063390 , 0.919316 , -0.071985 },{ 0.839240 , 0.345259 , -0.420086}},
27957 {{0.053428 , 0.925737 , -0.083068 },{ 0.720729 , 0.442058 , -0.533980}},
27958 {{0.052140 , 0.938456 , -0.074277 },{ 0.720729 , 0.442058 , -0.533980}},
27959 {{0.058867 , 0.922909 , -0.078068 },{ 0.720729 , 0.442058 , -0.533980}},
27960 {{0.058867 , 0.922909 , -0.078068 },{ 0.712042 , 0.441266 , -0.546151}},
27961 {{0.052140 , 0.938456 , -0.074277 },{ 0.712042 , 0.441266 , -0.546151}},
27962 {{0.057867 , 0.935246 , -0.069404 },{ 0.712042 , 0.441266 , -0.546151}},
27963 {{0.052140 , 0.938456 , -0.074277 },{ 0.646373 , 0.699385 , -0.305061}},
27964 {{0.048016 , 0.947195 , -0.062980 },{ 0.646373 , 0.699385 , -0.305061}},
27965 {{0.054015 , 0.943675 , -0.058339 },{ 0.646373 , 0.699385 , -0.305061}},
27966 {{0.052140 , 0.938456 , -0.074277 },{ 0.649589 , 0.696629 , -0.304537}},
27967 {{0.054015 , 0.943675 , -0.058339 },{ 0.649589 , 0.696629 , -0.304537}},
27968 {{0.057867 , 0.935246 , -0.069404 },{ 0.649589 , 0.696629 , -0.304537}},
27969 {{0.054015 , 0.943675 , -0.058339 },{ 0.764249 , 0.611329 , -0.205428}},
27970 {{0.059278 , 0.938820 , -0.053207 },{ 0.764249 , 0.611329 , -0.205428}},
27971 {{0.062740 , 0.930962 , -0.063712 },{ 0.764249 , 0.611329 , -0.205428}},
27972 {{0.054015 , 0.943675 , -0.058339 },{ 0.767258 , 0.610116 , -0.197670}},
27973 {{0.062740 , 0.930962 , -0.063712 },{ 0.767258 , 0.610116 , -0.197670}},
27974 {{0.057867 , 0.935246 , -0.069404 },{ 0.767258 , 0.610116 , -0.197670}},
27975 {{0.054015 , 0.943675 , -0.058339 },{ 0.693428 , 0.720332 , -0.016696}},
27976 {{0.048603 , 0.949161 , -0.046425 },{ 0.693428 , 0.720332 , -0.016696}},
27977 {{0.054185 , 0.943895 , -0.041784 },{ 0.693428 , 0.720332 , -0.016696}},
27978 {{0.054015 , 0.943675 , -0.058339 },{ 0.686701 , 0.726748 , -0.016712}},
27979 {{0.054185 , 0.943895 , -0.041784 },{ 0.686701 , 0.726748 , -0.016712}},
27980 {{0.059278 , 0.938820 , -0.053207 },{ 0.686701 , 0.726748 , -0.016712}},
27981 {{0.048016 , 0.947195 , -0.062980 },{ 0.572372 , 0.811649 , -0.116686}},
27982 {{0.042394 , 0.952903 , -0.050853 },{ 0.572372 , 0.811649 , -0.116686}},
27983 {{0.048603 , 0.949161 , -0.046425 },{ 0.572372 , 0.811649 , -0.116686}},
27984 {{0.048016 , 0.947195 , -0.062980 },{ 0.568314 , 0.814469 , -0.116877}},
27985 {{0.048603 , 0.949161 , -0.046425 },{ 0.568314 , 0.814469 , -0.116877}},
27986 {{0.054015 , 0.943675 , -0.058339 },{ 0.568314 , 0.814469 , -0.116877}},
27987 {{0.030468 , 0.958336 , -0.028641 },{ 0.399173 , 0.889567 , 0.222106}},
27988 {{0.023742 , 0.958596 , -0.017594 },{ 0.399173 , 0.889567 , 0.222106}},
27989 {{0.030247 , 0.954694 , -0.013657 },{ 0.399173 , 0.889567 , 0.222106}},
27990 {{0.030468 , 0.958336 , -0.028641 },{ 0.396809 , 0.890572 , 0.222316}},
27991 {{0.030247 , 0.954694 , -0.013657 },{ 0.396809 , 0.890572 , 0.222316}},
27992 {{0.036845 , 0.954435 , -0.024396 },{ 0.396809 , 0.890572 , 0.222316}},
27993 {{0.036845 , 0.954435 , -0.024396 },{ 0.532542 , 0.788306 , 0.308176}},
27994 {{0.030247 , 0.954694 , -0.013657 },{ 0.532542 , 0.788306 , 0.308176}},
27995 {{0.036391 , 0.949120 , -0.010016 },{ 0.532542 , 0.788306 , 0.308176}},
27996 {{0.036845 , 0.954435 , -0.024396 },{ 0.528221 , 0.790889 , 0.308995}},
27997 {{0.036391 , 0.949120 , -0.010016 },{ 0.528221 , 0.790889 , 0.308995}},
27998 {{0.042692 , 0.948876 , -0.020163 },{ 0.528221 , 0.790889 , 0.308995}},
27999 {{0.030247 , 0.954694 , -0.013657 },{ 0.409073 , 0.787077 , 0.461703}},
28000 {{0.022865 , 0.952047 , -0.002604 },{ 0.409073 , 0.787077 , 0.461703}},
28001 {{0.029495 , 0.946609 , 0.000792 },{ 0.409073 , 0.787077 , 0.461703}},
28002 {{0.036391 , 0.949120 , -0.010016 },{ 0.433629 , 0.776552 , 0.457092}},
28003 {{0.030247 , 0.954694 , -0.013657 },{ 0.433629 , 0.776552 , 0.457092}},
28004 {{0.029495 , 0.946609 , 0.000792 },{ 0.433629 , 0.776552 , 0.457092}},
28005 {{0.030247 , 0.954694 , -0.013657 },{ 0.278388 , 0.871483 , 0.403753}},
28006 {{0.023742 , 0.958596 , -0.017594 },{ 0.278388 , 0.871483 , 0.403753}},
28007 {{0.016019 , 0.955913 , -0.006478 },{ 0.278388 , 0.871483 , 0.403753}},
28008 {{0.030247 , 0.954694 , -0.013657 },{ 0.273472 , 0.877973 , 0.392907}},
28009 {{0.016019 , 0.955913 , -0.006478 },{ 0.273472 , 0.877973 , 0.392907}},
28010 {{0.022865 , 0.952047 , -0.002604 },{ 0.273472 , 0.877973 , 0.392907}},
28011 {{0.022865 , 0.952047 , -0.002604 },{ 0.132521 , 0.808799 , 0.572959}},
28012 {{0.016019 , 0.955913 , -0.006478 },{ 0.132521 , 0.808799 , 0.572959}},
28013 {{0.014438 , 0.945094 , 0.009160 },{ 0.132521 , 0.808799 , 0.572959}},
28014 {{0.016019 , 0.955913 , -0.006478 },{ 0.069070 , 0.817127 , 0.572305}},
28015 {{0.006879 , 0.948891 , 0.004651 },{ 0.069070 , 0.817127 , 0.572305}},
28016 {{0.014438 , 0.945094 , 0.009160 },{ 0.069070 , 0.817127 , 0.572305}},
28017 {{0.029495 , 0.946609 , 0.000792 },{ 0.230012 , 0.797188 , 0.558199}},
28018 {{0.014438 , 0.945094 , 0.009160 },{ 0.230012 , 0.797188 , 0.558199}},
28019 {{0.021766 , 0.940029 , 0.013374 },{ 0.230012 , 0.797188 , 0.558199}},
28020 {{0.029495 , 0.946609 , 0.000792 },{ 0.275604 , 0.728023 , 0.627713}},
28021 {{0.022865 , 0.952047 , -0.002604 },{ 0.275604 , 0.728023 , 0.627713}},
28022 {{0.014438 , 0.945094 , 0.009160 },{ 0.275604 , 0.728023 , 0.627713}},
28023 {{0.014438 , 0.945094 , 0.009160 },{ 0.025200 , 0.790165 , 0.612376}},
28024 {{0.005488 , 0.935988 , 0.021278 },{ 0.025200 , 0.790165 , 0.612376}},
28025 {{0.013620 , 0.931415 , 0.026844 },{ 0.025200 , 0.790165 , 0.612376}},
28026 {{0.021766 , 0.940029 , 0.013374 },{ 0.185528 , 0.773077 , 0.606574}},
28027 {{0.014438 , 0.945094 , 0.009160 },{ 0.185528 , 0.773077 , 0.606574}},
28028 {{0.013620 , 0.931415 , 0.026844 },{ 0.185528 , 0.773077 , 0.606574}},
28029 {{0.014438 , 0.945094 , 0.009160 },{ 0.005057 , 0.769067 , 0.639148}},
28030 {{0.006879 , 0.948891 , 0.004651 },{ 0.005057 , 0.769067 , 0.639148}},
28031 {{-0.002969 , 0.939701 , 0.015787 },{ 0.005057 , 0.769067 , 0.639148}},
28032 {{0.014438 , 0.945094 , 0.009160 },{ -0.026701 , 0.808533 , 0.587845}},
28033 {{-0.002969 , 0.939701 , 0.015787 },{ -0.026701 , 0.808533 , 0.587845}},
28034 {{0.005488 , 0.935988 , 0.021278 },{ -0.026701 , 0.808533 , 0.587845}},
28035 {{-0.009385 , 0.923474 , 0.017646 },{ -0.428756 , 0.279485 , 0.859102}},
28036 {{-0.001455 , 0.919941 , 0.022753 },{ -0.428756 , 0.279485 , 0.859102}},
28037 {{0.003131 , 0.930622 , 0.021567 },{ -0.428756 , 0.279485 , 0.859102}},
28038 {{-0.009385 , 0.923474 , 0.017646 },{ -0.427033 , 0.275250 , 0.861324}},
28039 {{0.003131 , 0.930622 , 0.021567 },{ -0.427033 , 0.275250 , 0.861324}},
28040 {{-0.004870 , 0.934772 , 0.016274 },{ -0.427033 , 0.275250 , 0.861324}},
28041 {{-0.001455 , 0.919941 , 0.022753 },{ -0.426102 , 0.277978 , 0.860910}},
28042 {{0.004405 , 0.916873 , 0.026644 },{ -0.426102 , 0.277978 , 0.860910}},
28043 {{0.006340 , 0.925454 , 0.024831 },{ -0.426102 , 0.277978 , 0.860910}},
28044 {{-0.001455 , 0.919941 , 0.022753 },{ -0.426477 , 0.278662 , 0.860503}},
28045 {{0.006340 , 0.925454 , 0.024831 },{ -0.426477 , 0.278662 , 0.860503}},
28046 {{0.003131 , 0.930622 , 0.021567 },{ -0.426477 , 0.278662 , 0.860503}},
28047 {{-0.006730 , 0.908042 , 0.024236 },{ -0.422946 , 0.300154 , 0.855000}},
28048 {{-0.000778 , 0.905952 , 0.027914 },{ -0.422946 , 0.300154 , 0.855000}},
28049 {{0.004405 , 0.916873 , 0.026644 },{ -0.422946 , 0.300154 , 0.855000}},
28050 {{-0.006730 , 0.908042 , 0.024236 },{ -0.417964 , 0.292484 , 0.860092}},
28051 {{0.004405 , 0.916873 , 0.026644 },{ -0.417964 , 0.292484 , 0.860092}},
28052 {{-0.001455 , 0.919941 , 0.022753 },{ -0.417964 , 0.292484 , 0.860092}},
28053 {{-0.014549 , 0.910826 , 0.019360 },{ -0.427365 , 0.295926 , 0.854276}},
28054 {{-0.006730 , 0.908042 , 0.024236 },{ -0.427365 , 0.295926 , 0.854276}},
28055 {{-0.001455 , 0.919941 , 0.022753 },{ -0.427365 , 0.295926 , 0.854276}},
28056 {{-0.014549 , 0.910826 , 0.019360 },{ -0.423828 , 0.289355 , 0.858279}},
28057 {{-0.001455 , 0.919941 , 0.022753 },{ -0.423828 , 0.289355 , 0.858279}},
28058 {{-0.009385 , 0.923474 , 0.017646 },{ -0.423828 , 0.289355 , 0.858279}},
28059 {{0.047735 , 0.905332 , 0.009817 },{ 0.558718 , -0.035861 , 0.828582}},
28060 {{0.043215 , 0.899790 , 0.012625 },{ 0.558718 , -0.035861 , 0.828582}},
28061 {{0.050355 , 0.898162 , 0.007740 },{ 0.558718 , -0.035861 , 0.828582}},
28062 {{0.043215 , 0.899790 , 0.012625 },{ 0.546180 , -0.100101 , 0.831665}},
28063 {{0.047945 , 0.893628 , 0.008777 },{ 0.546180 , -0.100101 , 0.831665}},
28064 {{0.050355 , 0.898162 , 0.007740 },{ 0.546180 , -0.100101 , 0.831665}},
28065 {{0.052637 , 0.909347 , 0.005654 },{ 0.690976 , -0.006164 , 0.722852}},
28066 {{0.050355 , 0.898162 , 0.007740 },{ 0.690976 , -0.006164 , 0.722852}},
28067 {{0.053602 , 0.899196 , 0.004645 },{ 0.690976 , -0.006164 , 0.722852}},
28068 {{0.052637 , 0.909347 , 0.005654 },{ 0.641448 , 0.012188 , 0.767070}},
28069 {{0.047735 , 0.905332 , 0.009817 },{ 0.641448 , 0.012188 , 0.767070}},
28070 {{0.050355 , 0.898162 , 0.007740 },{ 0.641448 , 0.012188 , 0.767070}},
28071 {{0.050355 , 0.898162 , 0.007740 },{ 0.704557 , -0.220204 , 0.674619}},
28072 {{0.047945 , 0.893628 , 0.008777 },{ 0.704557 , -0.220204 , 0.674619}},
28073 {{0.052394 , 0.885906 , 0.001610 },{ 0.704557 , -0.220204 , 0.674619}},
28074 {{0.050355 , 0.898162 , 0.007740 },{ 0.708844 , -0.217653 , 0.670945}},
28075 {{0.052394 , 0.885906 , 0.001610 },{ 0.708844 , -0.217653 , 0.670945}},
28076 {{0.053602 , 0.899196 , 0.004645 },{ 0.708844 , -0.217653 , 0.670945}},
28077 {{-0.002938 , 0.897576 , 0.030247 },{ 0.233452 , -0.034185 , 0.971767}},
28078 {{-0.006811 , 0.891850 , 0.030976 },{ 0.233452 , -0.034185 , 0.971767}},
28079 {{0.001784 , 0.895455 , 0.029038 },{ 0.233452 , -0.034185 , 0.971767}},
28080 {{-0.002938 , 0.897576 , 0.030247 },{ 0.233454 , -0.034181 , 0.971767}},
28081 {{0.001784 , 0.895455 , 0.029038 },{ 0.233454 , -0.034181 , 0.971767}},
28082 {{0.001501 , 0.898071 , 0.029198 },{ 0.233454 , -0.034181 , 0.971767}},
28083 {{0.001553 , 0.905385 , 0.029365 },{ 0.262011 , -0.023891 , 0.964769}},
28084 {{0.001501 , 0.898071 , 0.029198 },{ 0.262011 , -0.023891 , 0.964769}},
28085 {{0.006230 , 0.903696 , 0.028053 },{ 0.262011 , -0.023891 , 0.964769}},
28086 {{0.001553 , 0.905385 , 0.029365 },{ 0.232433 , -0.023853 , 0.972320}},
28087 {{-0.002938 , 0.897576 , 0.030247 },{ 0.232433 , -0.023853 , 0.972320}},
28088 {{0.001501 , 0.898071 , 0.029198 },{ 0.232433 , -0.023853 , 0.972320}},
28089 {{0.010379 , 0.899060 , 0.027101 },{ 0.233348 , -0.034194 , 0.971792}},
28090 {{0.001501 , 0.898071 , 0.029198 },{ 0.233348 , -0.034194 , 0.971792}},
28091 {{0.001784 , 0.895455 , 0.029038 },{ 0.233348 , -0.034194 , 0.971792}},
28092 {{0.006230 , 0.903696 , 0.028053 },{ 0.229309 , 0.005346 , 0.973339}},
28093 {{0.001501 , 0.898071 , 0.029198 },{ 0.229309 , 0.005346 , 0.973339}},
28094 {{0.010379 , 0.899060 , 0.027101 },{ 0.229309 , 0.005346 , 0.973339}},
28095 {{0.039213 , 0.895423 , 0.014880 },{ 0.504376 , -0.134659 , 0.852920}},
28096 {{0.036529 , 0.890912 , 0.015755 },{ 0.504376 , -0.134659 , 0.852920}},
28097 {{0.044577 , 0.891743 , 0.011127 },{ 0.504376 , -0.134659 , 0.852920}},
28098 {{0.044577 , 0.891743 , 0.011127 },{ 0.500375 , -0.276365 , 0.820517}},
28099 {{0.036529 , 0.890912 , 0.015755 },{ 0.500375 , -0.276365 , 0.820517}},
28100 {{0.044961 , 0.888255 , 0.009718 },{ 0.500375 , -0.276365 , 0.820517}},
28101 {{0.043215 , 0.899790 , 0.012625 },{ 0.590205 , -0.050091 , 0.805698}},
28102 {{0.044577 , 0.891743 , 0.011127 },{ 0.590205 , -0.050091 , 0.805698}},
28103 {{0.047945 , 0.893628 , 0.008777 },{ 0.590205 , -0.050091 , 0.805698}},
28104 {{0.043215 , 0.899790 , 0.012625 },{ 0.542149 , -0.064206 , 0.837826}},
28105 {{0.039213 , 0.895423 , 0.014880 },{ 0.542149 , -0.064206 , 0.837826}},
28106 {{0.044577 , 0.891743 , 0.011127 },{ 0.542149 , -0.064206 , 0.837826}},
28107 {{0.044577 , 0.891743 , 0.011127 },{ 0.691526 , -0.203811 , 0.693003}},
28108 {{0.044961 , 0.888255 , 0.009718 },{ 0.691526 , -0.203811 , 0.693003}},
28109 {{0.052394 , 0.885906 , 0.001610 },{ 0.691526 , -0.203811 , 0.693003}},
28110 {{0.047945 , 0.893628 , 0.008777 },{ 0.649944 , -0.280934 , 0.706151}},
28111 {{0.044577 , 0.891743 , 0.011127 },{ 0.649944 , -0.280934 , 0.706151}},
28112 {{0.052394 , 0.885906 , 0.001610 },{ 0.649944 , -0.280934 , 0.706151}},
28113 {{0.042922 , 0.952669 , -0.035215 },{ 0.592128 , 0.779226 , 0.205405}},
28114 {{0.036845 , 0.954435 , -0.024396 },{ 0.592128 , 0.779226 , 0.205405}},
28115 {{0.042692 , 0.948876 , -0.020163 },{ 0.592128 , 0.779226 , 0.205405}},
28116 {{0.042922 , 0.952669 , -0.035215 },{ 0.588520 , 0.781799 , 0.205998}},
28117 {{0.042692 , 0.948876 , -0.020163 },{ 0.588520 , 0.781799 , 0.205998}},
28118 {{0.048640 , 0.947191 , -0.030761 },{ 0.588520 , 0.781799 , 0.205998}},
28119 {{0.036615 , 0.956528 , -0.039567 },{ 0.461923 , 0.879519 , 0.114340}},
28120 {{0.030468 , 0.958336 , -0.028641 },{ 0.461923 , 0.879519 , 0.114340}},
28121 {{0.036845 , 0.954435 , -0.024396 },{ 0.461923 , 0.879519 , 0.114340}},
28122 {{0.036615 , 0.956528 , -0.039567 },{ 0.459792 , 0.880611 , 0.114523}},
28123 {{0.036845 , 0.954435 , -0.024396 },{ 0.459792 , 0.880611 , 0.114523}},
28124 {{0.042922 , 0.952669 , -0.035215 },{ 0.459792 , 0.880611 , 0.114523}},
28125 {{0.042394 , 0.952903 , -0.050853 },{ 0.524403 , 0.851456 , -0.004965}},
28126 {{0.036615 , 0.956528 , -0.039567 },{ 0.524403 , 0.851456 , -0.004965}},
28127 {{0.042922 , 0.952669 , -0.035215 },{ 0.524403 , 0.851456 , -0.004965}},
28128 {{0.042394 , 0.952903 , -0.050853 },{ 0.518636 , 0.854982 , -0.004717}},
28129 {{0.042922 , 0.952669 , -0.035215 },{ 0.518636 , 0.854982 , -0.004717}},
28130 {{0.048603 , 0.949161 , -0.046425 },{ 0.518636 , 0.854982 , -0.004717}},
28131 {{0.048603 , 0.949161 , -0.046425 },{ 0.649905 , 0.754263 , 0.093325}},
28132 {{0.042922 , 0.952669 , -0.035215 },{ 0.649905 , 0.754263 , 0.093325}},
28133 {{0.048640 , 0.947191 , -0.030761 },{ 0.649905 , 0.754263 , 0.093325}},
28134 {{0.048603 , 0.949161 , -0.046425 },{ 0.640532 , 0.762115 , 0.094335}},
28135 {{0.048640 , 0.947191 , -0.030761 },{ 0.640532 , 0.762115 , 0.094335}},
28136 {{0.054185 , 0.943895 , -0.041784 },{ 0.640532 , 0.762115 , 0.094335}},
28137 {{0.063560 , 0.922621 , -0.016061 },{ 0.853392 , 0.254701 , 0.454808}},
28138 {{0.059100 , 0.923681 , -0.008286 },{ 0.853392 , 0.254701 , 0.454808}},
28139 {{0.060981 , 0.911861 , -0.005196 },{ 0.853392 , 0.254701 , 0.454808}},
28140 {{0.063560 , 0.922621 , -0.016061 },{ 0.864075 , 0.239791 , 0.442577}},
28141 {{0.060981 , 0.911861 , -0.005196 },{ 0.864075 , 0.239791 , 0.442577}},
28142 {{0.065010 , 0.910543 , -0.012348 },{ 0.864075 , 0.239791 , 0.442577}},
28143 {{0.055246 , 0.935345 , -0.011639 },{ 0.820360 , 0.391015 , 0.417274}},
28144 {{0.059100 , 0.923681 , -0.008286 },{ 0.820360 , 0.391015 , 0.417274}},
28145 {{0.063560 , 0.922621 , -0.016061 },{ 0.820360 , 0.391015 , 0.417274}},
28146 {{0.055246 , 0.935345 , -0.011639 },{ 0.820923 , 0.392136 , 0.415107}},
28147 {{0.063560 , 0.922621 , -0.016061 },{ 0.820923 , 0.392136 , 0.415107}},
28148 {{0.060233 , 0.934141 , -0.020364 },{ 0.820923 , 0.392136 , 0.415107}},
28149 {{0.064778 , 0.931394 , -0.029552 },{ 0.878133 , 0.360952 , 0.314001}},
28150 {{0.063560 , 0.922621 , -0.016061 },{ 0.878133 , 0.360952 , 0.314001}},
28151 {{0.067459 , 0.920100 , -0.024067 },{ 0.878133 , 0.360952 , 0.314001}},
28152 {{0.064778 , 0.931394 , -0.029552 },{ 0.871583 , 0.371292 , 0.320133}},
28153 {{0.060233 , 0.934141 , -0.020364 },{ 0.871583 , 0.371292 , 0.320133}},
28154 {{0.063560 , 0.922621 , -0.016061 },{ 0.871583 , 0.371292 , 0.320133}},
28155 {{0.068620 , 0.908513 , -0.019637 },{ 0.896621 , 0.224901 , 0.381432}},
28156 {{0.063560 , 0.922621 , -0.016061 },{ 0.896621 , 0.224901 , 0.381432}},
28157 {{0.065010 , 0.910543 , -0.012348 },{ 0.896621 , 0.224901 , 0.381432}},
28158 {{0.067459 , 0.920100 , -0.024067 },{ 0.901450 , 0.230429 , 0.366456}},
28159 {{0.063560 , 0.922621 , -0.016061 },{ 0.901450 , 0.230429 , 0.366456}},
28160 {{0.068620 , 0.908513 , -0.019637 },{ 0.901450 , 0.230429 , 0.366456}},
28161 {{0.062707 , 0.897348 , -0.009815 },{ 0.826311 , -0.232600 , 0.512940}},
28162 {{0.058919 , 0.899727 , -0.002634 },{ 0.826311 , -0.232600 , 0.512940}},
28163 {{0.052394 , 0.885906 , 0.001610 },{ 0.826311 , -0.232600 , 0.512940}},
28164 {{0.062707 , 0.897348 , -0.009815 },{ 0.809015 , -0.166235 , 0.563791}},
28165 {{0.052394 , 0.885906 , 0.001610 },{ 0.809015 , -0.166235 , 0.563791}},
28166 {{0.058527 , 0.883595 , -0.007872 },{ 0.809015 , -0.166235 , 0.563791}},
28167 {{0.065010 , 0.910543 , -0.012348 },{ 0.865512 , -0.055501 , 0.497804}},
28168 {{0.060981 , 0.911861 , -0.005196 },{ 0.865512 , -0.055501 , 0.497804}},
28169 {{0.062707 , 0.897348 , -0.009815 },{ 0.865512 , -0.055501 , 0.497804}},
28170 {{0.062707 , 0.897348 , -0.009815 },{ 0.876818 , -0.047988 , 0.478422}},
28171 {{0.060981 , 0.911861 , -0.005196 },{ 0.876818 , -0.047988 , 0.478422}},
28172 {{0.058919 , 0.899727 , -0.002634 },{ 0.876818 , -0.047988 , 0.478422}},
28173 {{0.068620 , 0.908513 , -0.019637 },{ 0.877482 , -0.044626 , 0.477529}},
28174 {{0.062707 , 0.897348 , -0.009815 },{ 0.877482 , -0.044626 , 0.477529}},
28175 {{0.066739 , 0.896342 , -0.017318 },{ 0.877482 , -0.044626 , 0.477529}},
28176 {{0.068620 , 0.908513 , -0.019637 },{ 0.886579 , -0.066873 , 0.457717}},
28177 {{0.065010 , 0.910543 , -0.012348 },{ 0.886579 , -0.066873 , 0.457717}},
28178 {{0.062707 , 0.897348 , -0.009815 },{ 0.886579 , -0.066873 , 0.457717}},
28179 {{0.062935 , 0.880724 , -0.018605 },{ 0.883574 , -0.209368 , 0.418882}},
28180 {{0.062707 , 0.897348 , -0.009815 },{ 0.883574 , -0.209368 , 0.418882}},
28181 {{0.058527 , 0.883595 , -0.007872 },{ 0.883574 , -0.209368 , 0.418882}},
28182 {{0.062935 , 0.880724 , -0.018605 },{ 0.840078 , -0.244518 , 0.484231}},
28183 {{0.066739 , 0.896342 , -0.017318 },{ 0.840078 , -0.244518 , 0.484231}},
28184 {{0.062707 , 0.897348 , -0.009815 },{ 0.840078 , -0.244518 , 0.484231}},
28185 {{0.062387 , 0.928767 , -0.061764 },{ 0.990254 , -0.041173 , 0.133052}},
28186 {{0.062034 , 0.926572 , -0.059816 },{ 0.990254 , -0.041173 , 0.133052}},
28187 {{0.062582 , 0.915703 , -0.067258 },{ 0.990254 , -0.041173 , 0.133052}},
28188 {{0.062387 , 0.928767 , -0.061764 },{ 0.989714 , -0.042653 , 0.136553}},
28189 {{0.062582 , 0.915703 , -0.067258 },{ 0.989714 , -0.042653 , 0.136553}},
28190 {{0.062986 , 0.917509 , -0.069622 },{ 0.989714 , -0.042653 , 0.136553}},
28191 {{0.062740 , 0.930962 , -0.063712 },{ 0.990193 , -0.040615 , 0.133670}},
28192 {{0.062387 , 0.928767 , -0.061764 },{ 0.990193 , -0.040615 , 0.133670}},
28193 {{0.062986 , 0.917509 , -0.069622 },{ 0.990193 , -0.040615 , 0.133670}},
28194 {{0.062740 , 0.930962 , -0.063712 },{ 0.989674 , -0.042094 , 0.137014}},
28195 {{0.062986 , 0.917509 , -0.069622 },{ 0.989674 , -0.042094 , 0.137014}},
28196 {{0.063390 , 0.919316 , -0.071985 },{ 0.989674 , -0.042094 , 0.137014}},
28197 {{0.061620 , 0.905247 , -0.077072 },{ 0.994435 , -0.104904 , -0.009674}},
28198 {{0.062986 , 0.917509 , -0.069622 },{ 0.994435 , -0.104904 , -0.009674}},
28199 {{0.061637 , 0.905191 , -0.074717 },{ 0.994435 , -0.104904 , -0.009674}},
28200 {{0.061620 , 0.905247 , -0.077072 },{ 0.987713 , -0.145179 , 0.057847}},
28201 {{0.063390 , 0.919316 , -0.071985 },{ 0.987713 , -0.145179 , 0.057847}},
28202 {{0.062986 , 0.917509 , -0.069622 },{ 0.987713 , -0.145179 , 0.057847}},
28203 {{0.060887 , 0.902640 , -0.072407 },{ 0.987251 , -0.149566 , 0.054454}},
28204 {{0.062986 , 0.917509 , -0.069622 },{ 0.987251 , -0.149566 , 0.054454}},
28205 {{0.062582 , 0.915703 , -0.067258 },{ 0.987251 , -0.149566 , 0.054454}},
28206 {{0.061637 , 0.905191 , -0.074717 },{ 0.977031 , -0.163518 , 0.136644}},
28207 {{0.062986 , 0.917509 , -0.069622 },{ 0.977031 , -0.163518 , 0.136644}},
28208 {{0.060887 , 0.902640 , -0.072407 },{ 0.977031 , -0.163518 , 0.136644}},
28209 {{0.054065 , 0.941231 , -0.040569 },{ 0.923672 , 0.124047 , 0.362550}},
28210 {{0.053946 , 0.938566 , -0.039354 },{ 0.923672 , 0.124047 , 0.362550}},
28211 {{0.058796 , 0.933874 , -0.050105 },{ 0.923672 , 0.124047 , 0.362550}},
28212 {{0.054065 , 0.941231 , -0.040569 },{ 0.924906 , 0.133203 , 0.356099}},
28213 {{0.058796 , 0.933874 , -0.050105 },{ 0.924906 , 0.133203 , 0.356099}},
28214 {{0.059037 , 0.936347 , -0.051656 },{ 0.924906 , 0.133203 , 0.356099}},
28215 {{0.054185 , 0.943895 , -0.041784 },{ 0.924619 , 0.122789 , 0.360558}},
28216 {{0.054065 , 0.941231 , -0.040569 },{ 0.924619 , 0.122789 , 0.360558}},
28217 {{0.059037 , 0.936347 , -0.051656 },{ 0.924619 , 0.122789 , 0.360558}},
28218 {{0.054185 , 0.943895 , -0.041784 },{ 0.925827 , 0.131905 , 0.354182}},
28219 {{0.059037 , 0.936347 , -0.051656 },{ 0.925827 , 0.131905 , 0.354182}},
28220 {{0.059278 , 0.938820 , -0.053207 },{ 0.925827 , 0.131905 , 0.354182}},
28221 {{0.059278 , 0.938820 , -0.053207 },{ 0.961661 , 0.072209 , 0.264565}},
28222 {{0.059037 , 0.936347 , -0.051656 },{ 0.961661 , 0.072209 , 0.264565}},
28223 {{0.062387 , 0.928767 , -0.061764 },{ 0.961661 , 0.072209 , 0.264565}},
28224 {{0.059278 , 0.938820 , -0.053207 },{ 0.962536 , 0.076160 , 0.260240}},
28225 {{0.062387 , 0.928767 , -0.061764 },{ 0.962536 , 0.076160 , 0.260240}},
28226 {{0.062740 , 0.930962 , -0.063712 },{ 0.962536 , 0.076160 , 0.260240}},
28227 {{0.059037 , 0.936347 , -0.051656 },{ 0.961297 , 0.072948 , 0.265680}},
28228 {{0.058796 , 0.933874 , -0.050105 },{ 0.961297 , 0.072948 , 0.265680}},
28229 {{0.062034 , 0.926572 , -0.059816 },{ 0.961297 , 0.072948 , 0.265680}},
28230 {{0.059037 , 0.936347 , -0.051656 },{ 0.962222 , 0.077018 , 0.261145}},
28231 {{0.062034 , 0.926572 , -0.059816 },{ 0.962222 , 0.077018 , 0.261145}},
28232 {{0.062387 , 0.928767 , -0.061764 },{ 0.962222 , 0.077018 , 0.261145}},
28233 {{0.036635 , 0.946202 , -0.009589 },{ 0.806493 , 0.227540 , 0.545705}},
28234 {{0.030467 , 0.943551 , 0.000632 },{ 0.806493 , 0.227540 , 0.545705}},
28235 {{0.031439 , 0.940492 , 0.000471 },{ 0.806493 , 0.227540 , 0.545705}},
28236 {{0.036635 , 0.946202 , -0.009589 },{ 0.842454 , 0.146719 , 0.518406}},
28237 {{0.031439 , 0.940492 , 0.000471 },{ 0.842454 , 0.146719 , 0.518406}},
28238 {{0.036880 , 0.943283 , -0.009161 },{ 0.842454 , 0.146719 , 0.518406}},
28239 {{0.036391 , 0.949120 , -0.010016 },{ 0.817369 , 0.149754 , 0.556311}},
28240 {{0.029495 , 0.946609 , 0.000792 },{ 0.817369 , 0.149754 , 0.556311}},
28241 {{0.036635 , 0.946202 , -0.009589 },{ 0.817369 , 0.149754 , 0.556311}},
28242 {{0.036635 , 0.946202 , -0.009589 },{ 0.806417 , 0.227774 , 0.545720}},
28243 {{0.029495 , 0.946609 , 0.000792 },{ 0.806417 , 0.227774 , 0.545720}},
28244 {{0.030467 , 0.943551 , 0.000632 },{ 0.806417 , 0.227774 , 0.545720}},
28245 {{0.036391 , 0.949120 , -0.010016 },{ 0.840794 , 0.146565 , 0.521137}},
28246 {{0.036635 , 0.946202 , -0.009589 },{ 0.840794 , 0.146565 , 0.521137}},
28247 {{0.042753 , 0.946004 , -0.019404 },{ 0.840794 , 0.146565 , 0.521137}},
28248 {{0.036391 , 0.949120 , -0.010016 },{ 0.840946 , 0.154884 , 0.518480}},
28249 {{0.042753 , 0.946004 , -0.019404 },{ 0.840946 , 0.154884 , 0.518480}},
28250 {{0.042692 , 0.948876 , -0.020163 },{ 0.840946 , 0.154884 , 0.518480}},
28251 {{0.036635 , 0.946202 , -0.009589 },{ 0.839593 , 0.147140 , 0.522909}},
28252 {{0.036880 , 0.943283 , -0.009161 },{ 0.839593 , 0.147140 , 0.522909}},
28253 {{0.042814 , 0.943131 , -0.018646 },{ 0.839593 , 0.147140 , 0.522909}},
28254 {{0.036635 , 0.946202 , -0.009589 },{ 0.839764 , 0.155111 , 0.520324}},
28255 {{0.042814 , 0.943131 , -0.018646 },{ 0.839764 , 0.155111 , 0.520324}},
28256 {{0.042753 , 0.946004 , -0.019404 },{ 0.839764 , 0.155111 , 0.520324}},
28257 {{0.053008 , 0.874459 , -0.076900 },{ 0.903507 , -0.040608 , -0.426646}},
28258 {{0.060005 , 0.865303 , -0.061211 },{ 0.903507 , -0.040608 , -0.426646}},
28259 {{0.053880 , 0.866922 , -0.074336 },{ 0.903507 , -0.040608 , -0.426646}},
28260 {{0.053008 , 0.874459 , -0.076900 },{ 0.880453 , -0.115236 , -0.459917}},
28261 {{0.060692 , 0.872308 , -0.061651 },{ 0.880453 , -0.115236 , -0.459917}},
28262 {{0.060005 , 0.865303 , -0.061211 },{ 0.880453 , -0.115236 , -0.459917}},
28263 {{0.054126 , 0.859535 , -0.073826 },{ 0.919416 , -0.113689 , -0.376496}},
28264 {{0.060005 , 0.865303 , -0.061211 },{ 0.919416 , -0.113689 , -0.376496}},
28265 {{0.059319 , 0.858298 , -0.060771 },{ 0.919416 , -0.113689 , -0.376496}},
28266 {{0.053880 , 0.866922 , -0.074336 },{ 0.906229 , 0.000990 , -0.422785}},
28267 {{0.060005 , 0.865303 , -0.061211 },{ 0.906229 , 0.000990 , -0.422785}},
28268 {{0.054126 , 0.859535 , -0.073826 },{ 0.906229 , 0.000990 , -0.422785}},
28269 {{0.060005 , 0.865303 , -0.061211 },{ 0.921149 , -0.313176 , -0.231098}},
28270 {{0.063783 , 0.865418 , -0.046308 },{ 0.921149 , -0.313176 , -0.231098}},
28271 {{0.061669 , 0.858978 , -0.046007 },{ 0.921149 , -0.313176 , -0.231098}},
28272 {{0.060005 , 0.865303 , -0.061211 },{ 0.982774 , -0.105764 , -0.151558}},
28273 {{0.061669 , 0.858978 , -0.046007 },{ 0.982774 , -0.105764 , -0.151558}},
28274 {{0.059319 , 0.858298 , -0.060771 },{ 0.982774 , -0.105764 , -0.151558}},
28275 {{0.060692 , 0.872308 , -0.061651 },{ 0.937944 , -0.112588 , -0.328002}},
28276 {{0.065898 , 0.871859 , -0.046610 },{ 0.937944 , -0.112588 , -0.328002}},
28277 {{0.060005 , 0.865303 , -0.061211 },{ 0.937944 , -0.112588 , -0.328002}},
28278 {{0.060005 , 0.865303 , -0.061211 },{ 0.921110 , -0.313298 , -0.231087}},
28279 {{0.065898 , 0.871859 , -0.046610 },{ 0.921110 , -0.313298 , -0.231087}},
28280 {{0.063783 , 0.865418 , -0.046308 },{ 0.921110 , -0.313298 , -0.231087}},
28281 {{0.042787 , 0.880365 , -0.089709 },{ 0.585904 , -0.191931 , -0.787324}},
28282 {{0.047278 , 0.868867 , -0.083564 },{ 0.585904 , -0.191931 , -0.787324}},
28283 {{0.039813 , 0.871233 , -0.089696 },{ 0.585904 , -0.191931 , -0.787324}},
28284 {{0.042787 , 0.880365 , -0.089709 },{ 0.635628 , -0.155825 , -0.756106}},
28285 {{0.049020 , 0.878302 , -0.084044 },{ 0.635628 , -0.155825 , -0.756106}},
28286 {{0.047278 , 0.868867 , -0.083564 },{ 0.635628 , -0.155825 , -0.756106}},
28287 {{0.047278 , 0.868867 , -0.083564 },{ 0.576125 , -0.087232 , -0.812694}},
28288 {{0.046722 , 0.861720 , -0.083191 },{ 0.576125 , -0.087232 , -0.812694}},
28289 {{0.037752 , 0.864581 , -0.089857 },{ 0.576125 , -0.087232 , -0.812694}},
28290 {{0.039813 , 0.871233 , -0.089696 },{ 0.594269 , -0.165072 , -0.787144}},
28291 {{0.047278 , 0.868867 , -0.083564 },{ 0.594269 , -0.165072 , -0.787144}},
28292 {{0.037752 , 0.864581 , -0.089857 },{ 0.594269 , -0.165072 , -0.787144}},
28293 {{0.047278 , 0.868867 , -0.083564 },{ 0.811896 , -0.013258 , -0.583651}},
28294 {{0.053880 , 0.866922 , -0.074336 },{ 0.811896 , -0.013258 , -0.583651}},
28295 {{0.054126 , 0.859535 , -0.073826 },{ 0.811896 , -0.013258 , -0.583651}},
28296 {{0.047278 , 0.868867 , -0.083564 },{ 0.770410 , -0.092851 , -0.630751}},
28297 {{0.054126 , 0.859535 , -0.073826 },{ 0.770410 , -0.092851 , -0.630751}},
28298 {{0.046722 , 0.861720 , -0.083191 },{ 0.770410 , -0.092851 , -0.630751}},
28299 {{0.049020 , 0.878302 , -0.084044 },{ 0.815133 , -0.178537 , -0.551074}},
28300 {{0.053008 , 0.874459 , -0.076900 },{ 0.815133 , -0.178537 , -0.551074}},
28301 {{0.047278 , 0.868867 , -0.083564 },{ 0.815133 , -0.178537 , -0.551074}},
28302 {{0.047278 , 0.868867 , -0.083564 },{ 0.797303 , -0.109668 , -0.593532}},
28303 {{0.053008 , 0.874459 , -0.076900 },{ 0.797303 , -0.109668 , -0.593532}},
28304 {{0.053880 , 0.866922 , -0.074336 },{ 0.797303 , -0.109668 , -0.593532}},
28305 {{0.065898 , 0.871859 , -0.046610 },{ 0.946946 , -0.306397 , 0.097023}},
28306 {{0.063346 , 0.868678 , -0.031748 },{ 0.946946 , -0.306397 , 0.097023}},
28307 {{0.063783 , 0.865418 , -0.046308 },{ 0.946946 , -0.306397 , 0.097023}},
28308 {{0.065898 , 0.871859 , -0.046610 },{ 0.908460 , -0.412449 , 0.067716}},
28309 {{0.066150 , 0.874815 , -0.031986 },{ 0.908460 , -0.412449 , 0.067716}},
28310 {{0.063346 , 0.868678 , -0.031748 },{ 0.908460 , -0.412449 , 0.067716}},
28311 {{0.061669 , 0.858978 , -0.046007 },{ 0.898919 , -0.404127 , 0.169194}},
28312 {{0.063346 , 0.868678 , -0.031748 },{ 0.898919 , -0.404127 , 0.169194}},
28313 {{0.060542 , 0.862541 , -0.031509 },{ 0.898919 , -0.404127 , 0.169194}},
28314 {{0.063783 , 0.865418 , -0.046308 },{ 0.946974 , -0.306318 , 0.097006}},
28315 {{0.063346 , 0.868678 , -0.031748 },{ 0.946974 , -0.306318 , 0.097006}},
28316 {{0.061669 , 0.858978 , -0.046007 },{ 0.946974 , -0.306318 , 0.097006}},
28317 {{0.063346 , 0.868678 , -0.031748 },{ 0.842958 , -0.416203 , 0.340877}},
28318 {{0.059981 , 0.872894 , -0.018279 },{ 0.842958 , -0.416203 , 0.340877}},
28319 {{0.056926 , 0.866908 , -0.018033 },{ 0.842958 , -0.416203 , 0.340877}},
28320 {{0.063346 , 0.868678 , -0.031748 },{ 0.856402 , -0.377575 , 0.352155}},
28321 {{0.056926 , 0.866908 , -0.018033 },{ 0.856402 , -0.377575 , 0.352155}},
28322 {{0.060542 , 0.862541 , -0.031509 },{ 0.856402 , -0.377575 , 0.352155}},
28323 {{0.066150 , 0.874815 , -0.031986 },{ 0.867330 , -0.384001 , 0.316674}},
28324 {{0.063035 , 0.878881 , -0.018524 },{ 0.867330 , -0.384001 , 0.316674}},
28325 {{0.063346 , 0.868678 , -0.031748 },{ 0.867330 , -0.384001 , 0.316674}},
28326 {{0.063346 , 0.868678 , -0.031748 },{ 0.843024 , -0.416085 , 0.340857}},
28327 {{0.063035 , 0.878881 , -0.018524 },{ 0.843024 , -0.416085 , 0.340857}},
28328 {{0.059981 , 0.872894 , -0.018279 },{ 0.843024 , -0.416085 , 0.340857}},
28329 {{0.024468 , 0.936609 , 0.012217 },{ 0.596989 , 0.339005 , 0.727103}},
28330 {{0.018420 , 0.926502 , 0.021895 },{ 0.596989 , 0.339005 , 0.727103}},
28331 {{0.022770 , 0.922949 , 0.019980 },{ 0.596989 , 0.339005 , 0.727103}},
28332 {{0.024468 , 0.936609 , 0.012217 },{ 0.671482 , 0.301278 , 0.677010}},
28333 {{0.022770 , 0.922949 , 0.019980 },{ 0.671482 , 0.301278 , 0.677010}},
28334 {{0.027170 , 0.933189 , 0.011059 },{ 0.671482 , 0.301278 , 0.677010}},
28335 {{0.024468 , 0.936609 , 0.012217 },{ 0.695981 , 0.335001 , 0.635125}},
28336 {{0.021766 , 0.940029 , 0.013374 },{ 0.695981 , 0.335001 , 0.635125}},
28337 {{0.013620 , 0.931415 , 0.026844 },{ 0.695981 , 0.335001 , 0.635125}},
28338 {{0.024468 , 0.936609 , 0.012217 },{ 0.773470 , 0.130985 , 0.620150}},
28339 {{0.013620 , 0.931415 , 0.026844 },{ 0.773470 , 0.130985 , 0.620150}},
28340 {{0.018420 , 0.926502 , 0.021895 },{ 0.773470 , 0.130985 , 0.620150}},
28341 {{0.030467 , 0.943551 , 0.000632 },{ 0.802928 , 0.226366 , 0.551421}},
28342 {{0.029495 , 0.946609 , 0.000792 },{ 0.802928 , 0.226366 , 0.551421}},
28343 {{0.024468 , 0.936609 , 0.012217 },{ 0.802928 , 0.226366 , 0.551421}},
28344 {{0.029495 , 0.946609 , 0.000792 },{ 0.705891 , 0.349216 , 0.616251}},
28345 {{0.021766 , 0.940029 , 0.013374 },{ 0.705891 , 0.349216 , 0.616251}},
28346 {{0.024468 , 0.936609 , 0.012217 },{ 0.705891 , 0.349216 , 0.616251}},
28347 {{0.031439 , 0.940492 , 0.000471 },{ 0.730984 , 0.387280 , 0.561851}},
28348 {{0.024468 , 0.936609 , 0.012217 },{ 0.730984 , 0.387280 , 0.561851}},
28349 {{0.027170 , 0.933189 , 0.011059 },{ 0.730984 , 0.387280 , 0.561851}},
28350 {{0.031439 , 0.940492 , 0.000471 },{ 0.803041 , 0.226146 , 0.551347}},
28351 {{0.030467 , 0.943551 , 0.000632 },{ 0.803041 , 0.226146 , 0.551347}},
28352 {{0.024468 , 0.936609 , 0.012217 },{ 0.803041 , 0.226146 , 0.551347}},
28353 {{0.058140 , 0.881758 , -0.006967 },{ 0.797419 , -0.405112 , 0.447221}},
28354 {{0.054976 , 0.875880 , -0.006650 },{ 0.797419 , -0.405112 , 0.447221}},
28355 {{0.059981 , 0.872894 , -0.018279 },{ 0.797419 , -0.405112 , 0.447221}},
28356 {{0.058140 , 0.881758 , -0.006967 },{ 0.807143 , -0.393729 , 0.439883}},
28357 {{0.059981 , 0.872894 , -0.018279 },{ 0.807143 , -0.393729 , 0.439883}},
28358 {{0.063035 , 0.878881 , -0.018524 },{ 0.807143 , -0.393729 , 0.439883}},
28359 {{0.054976 , 0.875880 , -0.006650 },{ 0.794414 , -0.403413 , 0.454054}},
28360 {{0.051811 , 0.870003 , -0.006334 },{ 0.794414 , -0.403413 , 0.454054}},
28361 {{0.056926 , 0.866908 , -0.018033 },{ 0.794414 , -0.403413 , 0.454054}},
28362 {{0.054976 , 0.875880 , -0.006650 },{ 0.804169 , -0.392055 , 0.446773}},
28363 {{0.056926 , 0.866908 , -0.018033 },{ 0.804169 , -0.392055 , 0.446773}},
28364 {{0.059981 , 0.872894 , -0.018279 },{ 0.804169 , -0.392055 , 0.446773}},
28365 {{0.048418 , 0.878489 , 0.003624 },{ 0.739273 , -0.366980 , 0.564625}},
28366 {{0.045219 , 0.872697 , 0.004048 },{ 0.739273 , -0.366980 , 0.564625}},
28367 {{0.051811 , 0.870003 , -0.006334 },{ 0.739273 , -0.366980 , 0.564625}},
28368 {{0.048418 , 0.878489 , 0.003624 },{ 0.738798 , -0.367501 , 0.564907}},
28369 {{0.051811 , 0.870003 , -0.006334 },{ 0.738798 , -0.367501 , 0.564907}},
28370 {{0.054976 , 0.875880 , -0.006650 },{ 0.738798 , -0.367501 , 0.564907}},
28371 {{0.051616 , 0.884281 , 0.003200 },{ 0.739145 , -0.366754 , 0.564939}},
28372 {{0.048418 , 0.878489 , 0.003624 },{ 0.739145 , -0.366754 , 0.564939}},
28373 {{0.054976 , 0.875880 , -0.006650 },{ 0.739145 , -0.366754 , 0.564939}},
28374 {{0.051616 , 0.884281 , 0.003200 },{ 0.738760 , -0.367177 , 0.565168}},
28375 {{0.054976 , 0.875880 , -0.006650 },{ 0.738760 , -0.367177 , 0.565168}},
28376 {{0.058140 , 0.881758 , -0.006967 },{ 0.738760 , -0.367177 , 0.565168}},
28377 {{0.012106 , 0.914352 , 0.026396 },{ 0.242028 , 0.017391 , 0.970113}},
28378 {{0.006230 , 0.903696 , 0.028053 },{ 0.242028 , 0.017391 , 0.970113}},
28379 {{0.010379 , 0.899060 , 0.027101 },{ 0.242028 , 0.017391 , 0.970113}},
28380 {{0.012106 , 0.914352 , 0.026396 },{ 0.348759 , 0.003820 , 0.937205}},
28381 {{0.010379 , 0.899060 , 0.027101 },{ 0.348759 , 0.003820 , 0.937205}},
28382 {{0.016933 , 0.911345 , 0.024612 },{ 0.348759 , 0.003820 , 0.937205}},
28383 {{0.007278 , 0.917359 , 0.028181 },{ 0.314868 , -0.056861 , 0.947431}},
28384 {{0.001553 , 0.905385 , 0.029365 },{ 0.314868 , -0.056861 , 0.947431}},
28385 {{0.012106 , 0.914352 , 0.026396 },{ 0.314868 , -0.056861 , 0.947431}},
28386 {{0.012106 , 0.914352 , 0.026396 },{ 0.270314 , 0.000652 , 0.962772}},
28387 {{0.001553 , 0.905385 , 0.029365 },{ 0.270314 , 0.000652 , 0.962772}},
28388 {{0.006230 , 0.903696 , 0.028053 },{ 0.270314 , 0.000652 , 0.962772}},
28389 {{0.013620 , 0.931415 , 0.026844 },{ 0.675155 , -0.079163 , 0.733416}},
28390 {{0.012106 , 0.914352 , 0.026396 },{ 0.675155 , -0.079163 , 0.733416}},
28391 {{0.018420 , 0.926502 , 0.021895 },{ 0.675155 , -0.079163 , 0.733416}},
28392 {{0.013620 , 0.931415 , 0.026844 },{ 0.317084 , -0.052997 , 0.946915}},
28393 {{0.007278 , 0.917359 , 0.028181 },{ 0.317084 , -0.052997 , 0.946915}},
28394 {{0.012106 , 0.914352 , 0.026396 },{ 0.317084 , -0.052997 , 0.946915}},
28395 {{0.022770 , 0.922949 , 0.019980 },{ 0.421390 , 0.145356 , 0.895155}},
28396 {{0.012106 , 0.914352 , 0.026396 },{ 0.421390 , 0.145356 , 0.895155}},
28397 {{0.016933 , 0.911345 , 0.024612 },{ 0.421390 , 0.145356 , 0.895155}},
28398 {{0.018420 , 0.926502 , 0.021895 },{ 0.460590 , 0.087849 , 0.883255}},
28399 {{0.012106 , 0.914352 , 0.026396 },{ 0.460590 , 0.087849 , 0.883255}},
28400 {{0.022770 , 0.922949 , 0.019980 },{ 0.460590 , 0.087849 , 0.883255}},
28401 {{0.040394 , 0.881573 , 0.013033 },{ 0.666976 , -0.318971 , 0.673350}},
28402 {{0.048418 , 0.878489 , 0.003624 },{ 0.666976 , -0.318971 , 0.673350}},
28403 {{0.051616 , 0.884281 , 0.003200 },{ 0.666976 , -0.318971 , 0.673350}},
28404 {{0.040394 , 0.881573 , 0.013033 },{ 0.667543 , -0.312711 , 0.675720}},
28405 {{0.051616 , 0.884281 , 0.003200 },{ 0.667543 , -0.312711 , 0.675720}},
28406 {{0.043615 , 0.887282 , 0.012493 },{ 0.667543 , -0.312711 , 0.675720}},
28407 {{0.037174 , 0.875864 , 0.013572 },{ 0.668578 , -0.320131 , 0.671207}},
28408 {{0.045219 , 0.872697 , 0.004048 },{ 0.668578 , -0.320131 , 0.671207}},
28409 {{0.048418 , 0.878489 , 0.003624 },{ 0.668578 , -0.320131 , 0.671207}},
28410 {{0.037174 , 0.875864 , 0.013572 },{ 0.669192 , -0.313847 , 0.673559}},
28411 {{0.048418 , 0.878489 , 0.003624 },{ 0.669192 , -0.313847 , 0.673559}},
28412 {{0.040394 , 0.881573 , 0.013033 },{ 0.669192 , -0.313847 , 0.673559}},
28413 {{0.030095 , 0.885384 , 0.020643 },{ 0.513330 , -0.251314 , 0.820569}},
28414 {{0.026193 , 0.879990 , 0.021432 },{ 0.513330 , -0.251314 , 0.820569}},
28415 {{0.040394 , 0.881573 , 0.013033 },{ 0.513330 , -0.251314 , 0.820569}},
28416 {{0.040394 , 0.881573 , 0.013033 },{ 0.514895 , -0.211991 , 0.830628}},
28417 {{0.026193 , 0.879990 , 0.021432 },{ 0.514895 , -0.211991 , 0.830628}},
28418 {{0.037174 , 0.875864 , 0.013572 },{ 0.514895 , -0.211991 , 0.830628}},
28419 {{0.033998 , 0.890779 , 0.019854 },{ 0.538517 , -0.227078 , 0.811440}},
28420 {{0.040394 , 0.881573 , 0.013033 },{ 0.538517 , -0.227078 , 0.811440}},
28421 {{0.043615 , 0.887282 , 0.012493 },{ 0.538517 , -0.227078 , 0.811440}},
28422 {{0.033998 , 0.890779 , 0.019854 },{ 0.513316 , -0.251349 , 0.820567}},
28423 {{0.030095 , 0.885384 , 0.020643 },{ 0.513316 , -0.251349 , 0.820567}},
28424 {{0.040394 , 0.881573 , 0.013033 },{ 0.513316 , -0.251349 , 0.820567}},
28425 {{0.042753 , 0.946004 , -0.019404 },{ 0.870187 , 0.142888 , 0.471548}},
28426 {{0.042814 , 0.943131 , -0.018646 },{ 0.870187 , 0.142888 , 0.471548}},
28427 {{0.048561 , 0.941605 , -0.028789 },{ 0.870187 , 0.142888 , 0.471548}},
28428 {{0.042753 , 0.946004 , -0.019404 },{ 0.870804 , 0.152805 , 0.467281}},
28429 {{0.048561 , 0.941605 , -0.028789 },{ 0.870804 , 0.152805 , 0.467281}},
28430 {{0.048600 , 0.944398 , -0.029775 },{ 0.870804 , 0.152805 , 0.467281}},
28431 {{0.042692 , 0.948876 , -0.020163 },{ 0.871484 , 0.142524 , 0.469257}},
28432 {{0.042753 , 0.946004 , -0.019404 },{ 0.871484 , 0.142524 , 0.469257}},
28433 {{0.048600 , 0.944398 , -0.029775 },{ 0.871484 , 0.142524 , 0.469257}},
28434 {{0.042692 , 0.948876 , -0.020163 },{ 0.872047 , 0.151769 , 0.465296}},
28435 {{0.048600 , 0.944398 , -0.029775 },{ 0.872047 , 0.151769 , 0.465296}},
28436 {{0.048640 , 0.947191 , -0.030761 },{ 0.872047 , 0.151769 , 0.465296}},
28437 {{0.048640 , 0.947191 , -0.030761 },{ 0.899412 , 0.133995 , 0.416057}},
28438 {{0.048600 , 0.944398 , -0.029775 },{ 0.899412 , 0.133995 , 0.416057}},
28439 {{0.054065 , 0.941231 , -0.040569 },{ 0.899412 , 0.133995 , 0.416057}},
28440 {{0.048640 , 0.947191 , -0.030761 },{ 0.900602 , 0.146122 , 0.409347}},
28441 {{0.054065 , 0.941231 , -0.040569 },{ 0.900602 , 0.146122 , 0.409347}},
28442 {{0.054185 , 0.943895 , -0.041784 },{ 0.900602 , 0.146122 , 0.409347}},
28443 {{0.048600 , 0.944398 , -0.029775 },{ 0.897956 , 0.135300 , 0.418771}},
28444 {{0.048561 , 0.941605 , -0.028789 },{ 0.897956 , 0.135300 , 0.418771}},
28445 {{0.053946 , 0.938566 , -0.039354 },{ 0.897956 , 0.135300 , 0.418771}},
28446 {{0.048600 , 0.944398 , -0.029775 },{ 0.899173 , 0.147654 , 0.411929}},
28447 {{0.053946 , 0.938566 , -0.039354 },{ 0.899173 , 0.147654 , 0.411929}},
28448 {{0.054065 , 0.941231 , -0.040569 },{ 0.899173 , 0.147654 , 0.411929}},
28449 {{0.033998 , 0.890779 , 0.019854 },{ 0.313174 , -0.088276 , 0.945584}},
28450 {{0.016711 , 0.890175 , 0.025523 },{ 0.313174 , -0.088276 , 0.945584}},
28451 {{0.030095 , 0.885384 , 0.020643 },{ 0.313174 , -0.088276 , 0.945584}},
28452 {{0.022627 , 0.894791 , 0.024225 },{ 0.312989 , -0.136855 , 0.939845}},
28453 {{0.016711 , 0.890175 , 0.025523 },{ 0.312989 , -0.136855 , 0.939845}},
28454 {{0.033998 , 0.890779 , 0.019854 },{ 0.312989 , -0.136855 , 0.939845}},
28455 {{0.016711 , 0.890175 , 0.025523 },{ 0.293243 , -0.108526 , 0.949858}},
28456 {{0.010795 , 0.885559 , 0.026822 },{ 0.293243 , -0.108526 , 0.949858}},
28457 {{0.026193 , 0.879990 , 0.021432 },{ 0.293243 , -0.108526 , 0.949858}},
28458 {{0.016711 , 0.890175 , 0.025523 },{ 0.313185 , -0.088244 , 0.945583}},
28459 {{0.026193 , 0.879990 , 0.021432 },{ 0.313185 , -0.088244 , 0.945583}},
28460 {{0.030095 , 0.885384 , 0.020643 },{ 0.313185 , -0.088244 , 0.945583}},
28461 {{-0.006811 , 0.891850 , 0.030976 },{ 0.224867 , -0.014019 , 0.974289}},
28462 {{0.010795 , 0.885559 , 0.026822 },{ 0.224867 , -0.014019 , 0.974289}},
28463 {{0.016711 , 0.890175 , 0.025523 },{ 0.224867 , -0.014019 , 0.974289}},
28464 {{-0.006811 , 0.891850 , 0.030976 },{ 0.224967 , -0.012600 , 0.974285}},
28465 {{0.016711 , 0.890175 , 0.025523 },{ 0.224967 , -0.012600 , 0.974285}},
28466 {{0.001784 , 0.895455 , 0.029038 },{ 0.224967 , -0.012600 , 0.974285}},
28467 {{0.001784 , 0.895455 , 0.029038 },{ 0.224557 , -0.013812 , 0.974363}},
28468 {{0.016711 , 0.890175 , 0.025523 },{ 0.224557 , -0.013812 , 0.974363}},
28469 {{0.022627 , 0.894791 , 0.024225 },{ 0.224557 , -0.013812 , 0.974363}},
28470 {{0.001784 , 0.895455 , 0.029038 },{ 0.224617 , -0.011990 , 0.974373}},
28471 {{0.022627 , 0.894791 , 0.024225 },{ 0.224617 , -0.011990 , 0.974373}},
28472 {{0.010379 , 0.899060 , 0.027101 },{ 0.224617 , -0.011990 , 0.974373}},
28473 {{0.001596 , 0.905692 , 0.029177 },{ -0.760592 , 0.413171 , 0.500789}},
28474 {{0.001553 , 0.905385 , 0.029365 },{ -0.760592 , 0.413171 , 0.500789}},
28475 {{0.007278 , 0.917359 , 0.028181 },{ -0.760592 , 0.413171 , 0.500789}},
28476 {{0.001596 , 0.905692 , 0.029177 },{ -0.807472 , 0.427914 , 0.406052}},
28477 {{0.007278 , 0.917359 , 0.028181 },{ -0.807472 , 0.427914 , 0.406052}},
28478 {{0.006726 , 0.916454 , 0.028037 },{ -0.807472 , 0.427914 , 0.406052}},
28479 {{-0.000778 , 0.905952 , 0.027914 },{ -0.423896 , 0.292848 , 0.857060}},
28480 {{0.001596 , 0.905692 , 0.029177 },{ -0.423896 , 0.292848 , 0.857060}},
28481 {{0.006726 , 0.916454 , 0.028037 },{ -0.423896 , 0.292848 , 0.857060}},
28482 {{-0.000778 , 0.905952 , 0.027914 },{ -0.447510 , 0.309934 , 0.838854}},
28483 {{0.006726 , 0.916454 , 0.028037 },{ -0.447510 , 0.309934 , 0.838854}},
28484 {{0.004405 , 0.916873 , 0.026644 },{ -0.447510 , 0.309934 , 0.838854}},
28485 {{0.004405 , 0.916873 , 0.026644 },{ -0.454986 , 0.284763 , 0.843740}},
28486 {{0.006726 , 0.916454 , 0.028037 },{ -0.454986 , 0.284763 , 0.843740}},
28487 {{0.009294 , 0.927600 , 0.025660 },{ -0.454986 , 0.284763 , 0.843740}},
28488 {{0.004405 , 0.916873 , 0.026644 },{ -0.442376 , 0.279780 , 0.852072}},
28489 {{0.009294 , 0.927600 , 0.025660 },{ -0.442376 , 0.279780 , 0.852072}},
28490 {{0.006340 , 0.925454 , 0.024831 },{ -0.442376 , 0.279780 , 0.852072}},
28491 {{0.013620 , 0.931415 , 0.026844 },{ -0.778340 , 0.397416 , 0.486052}},
28492 {{0.006726 , 0.916454 , 0.028037 },{ -0.778340 , 0.397416 , 0.486052}},
28493 {{0.007278 , 0.917359 , 0.028181 },{ -0.778340 , 0.397416 , 0.486052}},
28494 {{0.013620 , 0.931415 , 0.026844 },{ -0.480249 , 0.287380 , 0.828718}},
28495 {{0.009294 , 0.927600 , 0.025660 },{ -0.480249 , 0.287380 , 0.828718}},
28496 {{0.006726 , 0.916454 , 0.028037 },{ -0.480249 , 0.287380 , 0.828718}},
28497 {{0.052005 , 0.885093 , 0.002405 },{ 0.848547 , 0.101845 , 0.519226}},
28498 {{0.051616 , 0.884281 , 0.003200 },{ 0.848547 , 0.101845 , 0.519226}},
28499 {{0.058140 , 0.881758 , -0.006967 },{ 0.848547 , 0.101845 , 0.519226}},
28500 {{0.052005 , 0.885093 , 0.002405 },{ 0.846800 , 0.079969 , 0.525866}},
28501 {{0.058140 , 0.881758 , -0.006967 },{ 0.846800 , 0.079969 , 0.525866}},
28502 {{0.058334 , 0.882676 , -0.007419 },{ 0.846800 , 0.079969 , 0.525866}},
28503 {{0.052394 , 0.885906 , 0.001610 },{ 0.847535 , 0.103502 , 0.520550}},
28504 {{0.052005 , 0.885093 , 0.002405 },{ 0.847535 , 0.103502 , 0.520550}},
28505 {{0.058334 , 0.882676 , -0.007419 },{ 0.847535 , 0.103502 , 0.520550}},
28506 {{0.052394 , 0.885906 , 0.001610 },{ 0.845842 , 0.082173 , 0.527067}},
28507 {{0.058334 , 0.882676 , -0.007419 },{ 0.845842 , 0.082173 , 0.527067}},
28508 {{0.058527 , 0.883595 , -0.007872 },{ 0.845842 , 0.082173 , 0.527067}},
28509 {{0.058527 , 0.883595 , -0.007872 },{ 0.922534 , -0.003526 , 0.385899}},
28510 {{0.058334 , 0.882676 , -0.007419 },{ 0.922534 , -0.003526 , 0.385899}},
28511 {{0.062985 , 0.879802 , -0.018564 },{ 0.922534 , -0.003526 , 0.385899}},
28512 {{0.058527 , 0.883595 , -0.007872 },{ 0.929106 , 0.066561 , 0.363775}},
28513 {{0.062985 , 0.879802 , -0.018564 },{ 0.929106 , 0.066561 , 0.363775}},
28514 {{0.062935 , 0.880724 , -0.018605 },{ 0.929106 , 0.066561 , 0.363775}},
28515 {{0.058334 , 0.882676 , -0.007419 },{ 0.920603 , -0.002280 , 0.390492}},
28516 {{0.058140 , 0.881758 , -0.006967 },{ 0.920603 , -0.002280 , 0.390492}},
28517 {{0.063035 , 0.878881 , -0.018524 },{ 0.920603 , -0.002280 , 0.390492}},
28518 {{0.058334 , 0.882676 , -0.007419 },{ 0.926797 , 0.066377 , 0.369651}},
28519 {{0.063035 , 0.878881 , -0.018524 },{ 0.926797 , 0.066377 , 0.369651}},
28520 {{0.062985 , 0.879802 , -0.018564 },{ 0.926797 , 0.066377 , 0.369651}},
28521 {{-0.004685 , 0.898742 , 0.028903 },{ -0.395473 , 0.374277 , 0.838760}},
28522 {{-0.006811 , 0.891850 , 0.030976 },{ -0.395473 , 0.374277 , 0.838760}},
28523 {{-0.002938 , 0.897576 , 0.030247 },{ -0.395473 , 0.374277 , 0.838760}},
28524 {{-0.004685 , 0.898742 , 0.028903 },{ -0.395393 , 0.374385 , 0.838749}},
28525 {{-0.002938 , 0.897576 , 0.030247 },{ -0.395393 , 0.374385 , 0.838749}},
28526 {{-0.001788 , 0.899541 , 0.029912 },{ -0.395393 , 0.374385 , 0.838749}},
28527 {{-0.000778 , 0.905952 , 0.027914 },{ -0.390301 , 0.329428 , 0.859733}},
28528 {{-0.004685 , 0.898742 , 0.028903 },{ -0.390301 , 0.329428 , 0.859733}},
28529 {{-0.001788 , 0.899541 , 0.029912 },{ -0.390301 , 0.329428 , 0.859733}},
28530 {{-0.000778 , 0.905952 , 0.027914 },{ -0.415034 , 0.329662 , 0.847980}},
28531 {{-0.001788 , 0.899541 , 0.029912 },{ -0.415034 , 0.329662 , 0.847980}},
28532 {{0.001596 , 0.905692 , 0.029177 },{ -0.415034 , 0.329662 , 0.847980}},
28533 {{0.001596 , 0.905692 , 0.029177 },{ -0.687709 , 0.446730 , 0.572265}},
28534 {{-0.001788 , 0.899541 , 0.029912 },{ -0.687709 , 0.446730 , 0.572265}},
28535 {{0.001553 , 0.905385 , 0.029365 },{ -0.687709 , 0.446730 , 0.572265}},
28536 {{0.004991 , 0.934905 , 0.021214 },{ -0.455487 , 0.251457 , 0.853991}},
28537 {{0.009294 , 0.927600 , 0.025660 },{ -0.455487 , 0.251457 , 0.853991}},
28538 {{0.013620 , 0.931415 , 0.026844 },{ -0.455487 , 0.251457 , 0.853991}},
28539 {{0.005488 , 0.935988 , 0.021278 },{ -0.488006 , 0.173397 , 0.855444}},
28540 {{0.004991 , 0.934905 , 0.021214 },{ -0.488006 , 0.173397 , 0.855444}},
28541 {{0.013620 , 0.931415 , 0.026844 },{ -0.488006 , 0.173397 , 0.855444}},
28542 {{0.003131 , 0.930622 , 0.021567 },{ -0.437130 , 0.270344 , 0.857806}},
28543 {{0.006340 , 0.925454 , 0.024831 },{ -0.437130 , 0.270344 , 0.857806}},
28544 {{0.009294 , 0.927600 , 0.025660 },{ -0.437130 , 0.270344 , 0.857806}},
28545 {{0.003131 , 0.930622 , 0.021567 },{ -0.441278 , 0.262364 , 0.858160}},
28546 {{0.009294 , 0.927600 , 0.025660 },{ -0.441278 , 0.262364 , 0.858160}},
28547 {{0.004991 , 0.934905 , 0.021214 },{ -0.441278 , 0.262364 , 0.858160}},
28548 {{-0.004870 , 0.934772 , 0.016274 },{ -0.435291 , 0.260072 , 0.861907}},
28549 {{0.003131 , 0.930622 , 0.021567 },{ -0.435291 , 0.260072 , 0.861907}},
28550 {{0.004991 , 0.934905 , 0.021214 },{ -0.435291 , 0.260072 , 0.861907}},
28551 {{-0.004870 , 0.934772 , 0.016274 },{ -0.434609 , 0.266197 , 0.860380}},
28552 {{0.004991 , 0.934905 , 0.021214 },{ -0.434609 , 0.266197 , 0.860380}},
28553 {{-0.003207 , 0.939003 , 0.015805 },{ -0.434609 , 0.266197 , 0.860380}},
28554 {{-0.003207 , 0.939003 , 0.015805 },{ -0.481925 , 0.170367 , 0.859490}},
28555 {{0.004991 , 0.934905 , 0.021214 },{ -0.481925 , 0.170367 , 0.859490}},
28556 {{0.005488 , 0.935988 , 0.021278 },{ -0.481925 , 0.170367 , 0.859490}},
28557 {{-0.003207 , 0.939003 , 0.015805 },{ -0.476845 , 0.184762 , 0.859350}},
28558 {{0.005488 , 0.935988 , 0.021278 },{ -0.476845 , 0.184762 , 0.859350}},
28559 {{-0.002969 , 0.939701 , 0.015787 },{ -0.476845 , 0.184762 , 0.859350}},
28560 {{0.053008 , 0.874459 , -0.076900 },{ 0.860265 , -0.254314 , -0.441891}},
28561 {{0.061241 , 0.887004 , -0.068092 },{ 0.860265 , -0.254314 , -0.441891}},
28562 {{0.059317 , 0.876932 , -0.066041 },{ 0.860265 , -0.254314 , -0.441891}},
28563 {{0.053008 , 0.874459 , -0.076900 },{ 0.841507 , -0.199858 , -0.501919}},
28564 {{0.057397 , 0.888755 , -0.075234 },{ 0.841507 , -0.199858 , -0.501919}},
28565 {{0.061241 , 0.887004 , -0.068092 },{ 0.841507 , -0.199858 , -0.501919}},
28566 {{0.065085 , 0.885253 , -0.060951 },{ 0.802551 , -0.311972 , -0.508513}},
28567 {{0.062608 , 0.876369 , -0.059410 },{ 0.802551 , -0.311972 , -0.508513}},
28568 {{0.061241 , 0.887004 , -0.068092 },{ 0.802551 , -0.311972 , -0.508513}},
28569 {{0.061241 , 0.887004 , -0.068092 },{ 0.857384 , -0.254837 , -0.447159}},
28570 {{0.062608 , 0.876369 , -0.059410 },{ 0.857384 , -0.254837 , -0.447159}},
28571 {{0.059317 , 0.876932 , -0.066041 },{ 0.857384 , -0.254837 , -0.447159}},
28572 {{0.061241 , 0.887004 , -0.068092 },{ 0.840273 , -0.126425 , -0.527218}},
28573 {{0.064765 , 0.899842 , -0.065554 },{ 0.840273 , -0.126425 , -0.527218}},
28574 {{0.068644 , 0.897045 , -0.058701 },{ 0.840273 , -0.126425 , -0.527218}},
28575 {{0.061241 , 0.887004 , -0.068092 },{ 0.851771 , -0.162010 , -0.498235}},
28576 {{0.068644 , 0.897045 , -0.058701 },{ 0.851771 , -0.162010 , -0.498235}},
28577 {{0.065085 , 0.885253 , -0.060951 },{ 0.851771 , -0.162010 , -0.498235}},
28578 {{0.057397 , 0.888755 , -0.075234 },{ 0.862373 , -0.116444 , -0.492700}},
28579 {{0.060887 , 0.902640 , -0.072407 },{ 0.862373 , -0.116444 , -0.492700}},
28580 {{0.061241 , 0.887004 , -0.068092 },{ 0.862373 , -0.116444 , -0.492700}},
28581 {{0.060887 , 0.902640 , -0.072407 },{ 0.840313 , -0.126450 , -0.527148}},
28582 {{0.064765 , 0.899842 , -0.065554 },{ 0.840313 , -0.126450 , -0.527148}},
28583 {{0.061241 , 0.887004 , -0.068092 },{ 0.840313 , -0.126450 , -0.527148}},
28584 {{0.065898 , 0.871859 , -0.046610 },{ 0.659455 , 0.728714 , -0.184651}},
28585 {{0.062155 , 0.872595 , -0.057073 },{ 0.659455 , 0.728714 , -0.184651}},
28586 {{0.065643 , 0.872650 , -0.044399 },{ 0.659455 , 0.728714 , -0.184651}},
28587 {{0.060692 , 0.872308 , -0.061651 },{ 0.914303 , 0.262294 , -0.308629}},
28588 {{0.062155 , 0.872595 , -0.057073 },{ 0.914303 , 0.262294 , -0.308629}},
28589 {{0.065898 , 0.871859 , -0.046610 },{ 0.914303 , 0.262294 , -0.308629}},
28590 {{0.065387 , 0.873441 , -0.042188 },{ 0.057204 , -0.997381 , 0.044268}},
28591 {{0.062155 , 0.872595 , -0.057073 },{ 0.057204 , -0.997381 , 0.044268}},
28592 {{0.063618 , 0.872882 , -0.052496 },{ 0.057204 , -0.997381 , 0.044268}},
28593 {{0.065643 , 0.872650 , -0.044399 },{ 0.659050 , 0.729108 , -0.184541}},
28594 {{0.062155 , 0.872595 , -0.057073 },{ 0.659050 , 0.729108 , -0.184541}},
28595 {{0.065387 , 0.873441 , -0.042188 },{ 0.659050 , 0.729108 , -0.184541}},
28596 {{0.059317 , 0.876932 , -0.066041 },{ 0.819435 , -0.369622 , -0.438070}},
28597 {{0.062608 , 0.876369 , -0.059410 },{ 0.819435 , -0.369622 , -0.438070}},
28598 {{0.062155 , 0.872595 , -0.057073 },{ 0.819435 , -0.369622 , -0.438070}},
28599 {{0.062608 , 0.876369 , -0.059410 },{ 0.919038 , -0.281294 , -0.276121}},
28600 {{0.063618 , 0.872882 , -0.052496 },{ 0.919038 , -0.281294 , -0.276121}},
28601 {{0.062155 , 0.872595 , -0.057073 },{ 0.919038 , -0.281294 , -0.276121}},
28602 {{0.053008 , 0.874459 , -0.076900 },{ 0.714276 , 0.646197 , -0.268773}},
28603 {{0.062155 , 0.872595 , -0.057073 },{ 0.714276 , 0.646197 , -0.268773}},
28604 {{0.060692 , 0.872308 , -0.061651 },{ 0.714276 , 0.646197 , -0.268773}},
28605 {{0.053008 , 0.874459 , -0.076900 },{ 0.849838 , -0.316037 , -0.421777}},
28606 {{0.059317 , 0.876932 , -0.066041 },{ 0.849838 , -0.316037 , -0.421777}},
28607 {{0.062155 , 0.872595 , -0.057073 },{ 0.849838 , -0.316037 , -0.421777}},
28608 {{0.060887 , 0.902640 , -0.072407 },{ 0.877217 , 0.045158 , -0.477965}},
28609 {{0.066732 , 0.912479 , -0.060750 },{ 0.877217 , 0.045158 , -0.477965}},
28610 {{0.064765 , 0.899842 , -0.065554 },{ 0.877217 , 0.045158 , -0.477965}},
28611 {{0.060887 , 0.902640 , -0.072407 },{ 0.858995 , 0.087386 , -0.504471}},
28612 {{0.062582 , 0.915703 , -0.067258 },{ 0.858995 , 0.087386 , -0.504471}},
28613 {{0.066732 , 0.912479 , -0.060750 },{ 0.858995 , 0.087386 , -0.504471}},
28614 {{0.066732 , 0.912479 , -0.060750 },{ 0.850586 , 0.035724 , -0.524621}},
28615 {{0.070882 , 0.909255 , -0.054241 },{ 0.850586 , 0.035724 , -0.524621}},
28616 {{0.068644 , 0.897045 , -0.058701 },{ 0.850586 , 0.035724 , -0.524621}},
28617 {{0.064765 , 0.899842 , -0.065554 },{ 0.877167 , 0.045199 , -0.478054}},
28618 {{0.066732 , 0.912479 , -0.060750 },{ 0.877167 , 0.045199 , -0.478054}},
28619 {{0.068644 , 0.897045 , -0.058701 },{ 0.877167 , 0.045199 , -0.478054}},
28620 {{0.066732 , 0.912479 , -0.060750 },{ 0.834868 , 0.308573 , -0.455827}},
28621 {{0.066587 , 0.923231 , -0.053737 },{ 0.834868 , 0.308573 , -0.455827}},
28622 {{0.071140 , 0.919891 , -0.047659 },{ 0.834868 , 0.308573 , -0.455827}},
28623 {{0.066732 , 0.912479 , -0.060750 },{ 0.867916 , 0.245991 , -0.431522}},
28624 {{0.071140 , 0.919891 , -0.047659 },{ 0.867916 , 0.245991 , -0.431522}},
28625 {{0.070882 , 0.909255 , -0.054241 },{ 0.867916 , 0.245991 , -0.431522}},
28626 {{0.062582 , 0.915703 , -0.067258 },{ 0.863359 , 0.313984 , -0.395001}},
28627 {{0.062034 , 0.926572 , -0.059816 },{ 0.863359 , 0.313984 , -0.395001}},
28628 {{0.066732 , 0.912479 , -0.060750 },{ 0.863359 , 0.313984 , -0.395001}},
28629 {{0.066732 , 0.912479 , -0.060750 },{ 0.834920 , 0.308530 , -0.455761}},
28630 {{0.062034 , 0.926572 , -0.059816 },{ 0.834920 , 0.308530 , -0.455761}},
28631 {{0.066587 , 0.923231 , -0.053737 },{ 0.834920 , 0.308530 , -0.455761}},
28632 {{0.062034 , 0.926572 , -0.059816 },{ 0.761397 , 0.602592 , -0.239075}},
28633 {{0.063778 , 0.930416 , -0.044573 },{ 0.761397 , 0.602592 , -0.239075}},
28634 {{0.066587 , 0.923231 , -0.053737 },{ 0.761397 , 0.602592 , -0.239075}},
28635 {{0.062034 , 0.926572 , -0.059816 },{ 0.721881 , 0.646919 , -0.245732}},
28636 {{0.058796 , 0.933874 , -0.050105 },{ 0.721881 , 0.646919 , -0.245732}},
28637 {{0.063778 , 0.930416 , -0.044573 },{ 0.721881 , 0.646919 , -0.245732}},
28638 {{0.071140 , 0.919891 , -0.047659 },{ 0.742071 , 0.604185 , -0.290329}},
28639 {{0.063778 , 0.930416 , -0.044573 },{ 0.742071 , 0.604185 , -0.290329}},
28640 {{0.068759 , 0.926957 , -0.039040 },{ 0.742071 , 0.604185 , -0.290329}},
28641 {{0.066587 , 0.923231 , -0.053737 },{ 0.761332 , 0.602649 , -0.239140}},
28642 {{0.063778 , 0.930416 , -0.044573 },{ 0.761332 , 0.602649 , -0.239140}},
28643 {{0.071140 , 0.919891 , -0.047659 },{ 0.761332 , 0.602649 , -0.239140}},
28644 {{0.064778 , 0.931394 , -0.029552 },{ 0.606157 , 0.790030 , -0.091789}},
28645 {{0.063778 , 0.930416 , -0.044573 },{ 0.606157 , 0.790030 , -0.091789}},
28646 {{0.059362 , 0.934980 , -0.034453 },{ 0.606157 , 0.790030 , -0.091789}},
28647 {{0.068759 , 0.926957 , -0.039040 },{ 0.635033 , 0.766962 , -0.092209}},
28648 {{0.063778 , 0.930416 , -0.044573 },{ 0.635033 , 0.766962 , -0.092209}},
28649 {{0.064778 , 0.931394 , -0.029552 },{ 0.635033 , 0.766962 , -0.092209}},
28650 {{0.063778 , 0.930416 , -0.044573 },{ 0.616342 , 0.784834 , -0.064477}},
28651 {{0.058796 , 0.933874 , -0.050105 },{ 0.616342 , 0.784834 , -0.064477}},
28652 {{0.053946 , 0.938566 , -0.039354 },{ 0.616342 , 0.784834 , -0.064477}},
28653 {{0.063778 , 0.930416 , -0.044573 },{ 0.606153 , 0.790033 , -0.091792}},
28654 {{0.053946 , 0.938566 , -0.039354 },{ 0.606153 , 0.790033 , -0.091792}},
28655 {{0.059362 , 0.934980 , -0.034453 },{ 0.606153 , 0.790033 , -0.091792}},
28656 {{0.049030 , 0.939238 , -0.015142 },{ 0.403234 , 0.877499 , 0.259610}},
28657 {{0.042814 , 0.943131 , -0.018646 },{ 0.403234 , 0.877499 , 0.259610}},
28658 {{0.043410 , 0.939220 , -0.006352 },{ 0.403234 , 0.877499 , 0.259610}},
28659 {{0.043410 , 0.939220 , -0.006352 },{ 0.429466 , 0.866391 , 0.254804}},
28660 {{0.042814 , 0.943131 , -0.018646 },{ 0.429466 , 0.866391 , 0.254804}},
28661 {{0.036880 , 0.943283 , -0.009161 },{ 0.429466 , 0.866391 , 0.254804}},
28662 {{0.055246 , 0.935345 , -0.011639 },{ 0.412425 , 0.863448 , 0.290455}},
28663 {{0.043410 , 0.939220 , -0.006352 },{ 0.412425 , 0.863448 , 0.290455}},
28664 {{0.049940 , 0.935156 , -0.003543 },{ 0.412425 , 0.863448 , 0.290455}},
28665 {{0.055246 , 0.935345 , -0.011639 },{ 0.403248 , 0.877490 , 0.259619}},
28666 {{0.049030 , 0.939238 , -0.015142 },{ 0.403248 , 0.877490 , 0.259619}},
28667 {{0.043410 , 0.939220 , -0.006352 },{ 0.403248 , 0.877490 , 0.259619}},
28668 {{0.043753 , 0.932134 , 0.003920 },{ 0.376624 , 0.768363 , 0.517467}},
28669 {{0.043410 , 0.939220 , -0.006352 },{ 0.376624 , 0.768363 , 0.517467}},
28670 {{0.037596 , 0.936313 , 0.002196 },{ 0.376624 , 0.768363 , 0.517467}},
28671 {{0.049940 , 0.935156 , -0.003543 },{ 0.263658 , 0.798110 , 0.541760}},
28672 {{0.043410 , 0.939220 , -0.006352 },{ 0.263658 , 0.798110 , 0.541760}},
28673 {{0.043753 , 0.932134 , 0.003920 },{ 0.263658 , 0.798110 , 0.541760}},
28674 {{0.043410 , 0.939220 , -0.006352 },{ 0.335166 , 0.837306 , 0.431951}},
28675 {{0.036880 , 0.943283 , -0.009161 },{ 0.335166 , 0.837306 , 0.431951}},
28676 {{0.031439 , 0.940492 , 0.000471 },{ 0.335166 , 0.837306 , 0.431951}},
28677 {{0.043410 , 0.939220 , -0.006352 },{ 0.376573 , 0.768403 , 0.517446}},
28678 {{0.031439 , 0.940492 , 0.000471 },{ 0.376573 , 0.768403 , 0.517446}},
28679 {{0.037596 , 0.936313 , 0.002196 },{ 0.376573 , 0.768403 , 0.517446}},
28680 {{0.031439 , 0.940492 , 0.000471 },{ 0.243869 , 0.654647 , 0.715517}},
28681 {{0.031646 , 0.929014 , 0.010902 },{ 0.243869 , 0.654647 , 0.715517}},
28682 {{0.037596 , 0.936313 , 0.002196 },{ 0.243869 , 0.654647 , 0.715517}},
28683 {{0.031439 , 0.940492 , 0.000471 },{ 0.550330 , 0.566956 , 0.612942}},
28684 {{0.027170 , 0.933189 , 0.011059 },{ 0.550330 , 0.566956 , 0.612942}},
28685 {{0.031646 , 0.929014 , 0.010902 },{ 0.550330 , 0.566956 , 0.612942}},
28686 {{0.043753 , 0.932134 , 0.003920 },{ 0.385817 , 0.382059 , 0.839747}},
28687 {{0.031646 , 0.929014 , 0.010902 },{ 0.385817 , 0.382059 , 0.839747}},
28688 {{0.036122 , 0.924839 , 0.010745 },{ 0.385817 , 0.382059 , 0.839747}},
28689 {{0.037596 , 0.936313 , 0.002196 },{ 0.243949 , 0.654600 , 0.715533}},
28690 {{0.031646 , 0.929014 , 0.010902 },{ 0.243949 , 0.654600 , 0.715533}},
28691 {{0.043753 , 0.932134 , 0.003920 },{ 0.243949 , 0.654600 , 0.715533}},
28692 {{0.031646 , 0.929014 , 0.010902 },{ 0.661811 , 0.135082 , 0.737400}},
28693 {{0.025697 , 0.919249 , 0.018030 },{ 0.661811 , 0.135082 , 0.737400}},
28694 {{0.028624 , 0.915548 , 0.016081 },{ 0.661811 , 0.135082 , 0.737400}},
28695 {{0.031646 , 0.929014 , 0.010902 },{ 0.296889 , 0.284012 , 0.911699}},
28696 {{0.028624 , 0.915548 , 0.016081 },{ 0.296889 , 0.284012 , 0.911699}},
28697 {{0.036122 , 0.924839 , 0.010745 },{ 0.296889 , 0.284012 , 0.911699}},
28698 {{0.027170 , 0.933189 , 0.011059 },{ 0.458795 , 0.463361 , 0.758158}},
28699 {{0.022770 , 0.922949 , 0.019980 },{ 0.458795 , 0.463361 , 0.758158}},
28700 {{0.031646 , 0.929014 , 0.010902 },{ 0.458795 , 0.463361 , 0.758158}},
28701 {{0.031646 , 0.929014 , 0.010902 },{ 0.661884 , 0.135000 , 0.737350}},
28702 {{0.022770 , 0.922949 , 0.019980 },{ 0.661884 , 0.135000 , 0.737350}},
28703 {{0.025697 , 0.919249 , 0.018030 },{ 0.661884 , 0.135000 , 0.737350}},
28704 {{0.022770 , 0.922949 , 0.019980 },{ 0.552186 , -0.002567 , 0.833717}},
28705 {{0.019886 , 0.908943 , 0.021847 },{ 0.552186 , -0.002567 , 0.833717}},
28706 {{0.025697 , 0.919249 , 0.018030 },{ 0.552186 , -0.002567 , 0.833717}},
28707 {{0.022770 , 0.922949 , 0.019980 },{ 0.666374 , -0.037952 , 0.744651}},
28708 {{0.016933 , 0.911345 , 0.024612 },{ 0.666374 , -0.037952 , 0.744651}},
28709 {{0.019886 , 0.908943 , 0.021847 },{ 0.666374 , -0.037952 , 0.744651}},
28710 {{0.028624 , 0.915548 , 0.016081 },{ 0.615644 , -0.137010 , 0.776022}},
28711 {{0.019886 , 0.908943 , 0.021847 },{ 0.615644 , -0.137010 , 0.776022}},
28712 {{0.022838 , 0.906541 , 0.019081 },{ 0.615644 , -0.137010 , 0.776022}},
28713 {{0.025697 , 0.919249 , 0.018030 },{ 0.552070 , -0.002473 , 0.833794}},
28714 {{0.019886 , 0.908943 , 0.021847 },{ 0.552070 , -0.002473 , 0.833794}},
28715 {{0.028624 , 0.915548 , 0.016081 },{ 0.552070 , -0.002473 , 0.833794}},
28716 {{0.014143 , 0.898367 , 0.024007 },{ 0.605399 , -0.176237 , 0.776165}},
28717 {{0.017908 , 0.897674 , 0.020913 },{ 0.605399 , -0.176237 , 0.776165}},
28718 {{0.022838 , 0.906541 , 0.019081 },{ 0.605399 , -0.176237 , 0.776165}},
28719 {{0.014143 , 0.898367 , 0.024007 },{ 0.599279 , -0.165452 , 0.783256}},
28720 {{0.022838 , 0.906541 , 0.019081 },{ 0.599279 , -0.165452 , 0.783256}},
28721 {{0.019886 , 0.908943 , 0.021847 },{ 0.599279 , -0.165452 , 0.783256}},
28722 {{0.010379 , 0.899060 , 0.027101 },{ 0.606695 , -0.170890 , 0.776349}},
28723 {{0.014143 , 0.898367 , 0.024007 },{ 0.606695 , -0.170890 , 0.776349}},
28724 {{0.019886 , 0.908943 , 0.021847 },{ 0.606695 , -0.170890 , 0.776349}},
28725 {{0.010379 , 0.899060 , 0.027101 },{ 0.600999 , -0.162063 , 0.782647}},
28726 {{0.019886 , 0.908943 , 0.021847 },{ 0.600999 , -0.162063 , 0.782647}},
28727 {{0.016933 , 0.911345 , 0.024612 },{ 0.600999 , -0.162063 , 0.782647}},
28728 {{0.014143 , 0.898367 , 0.024007 },{ 0.370552 , 0.894401 , 0.250475}},
28729 {{0.010379 , 0.899060 , 0.027101 },{ 0.370552 , 0.894401 , 0.250475}},
28730 {{0.022627 , 0.894791 , 0.024225 },{ 0.370552 , 0.894401 , 0.250475}},
28731 {{0.014143 , 0.898367 , 0.024007 },{ 0.372878 , 0.898721 , 0.230789}},
28732 {{0.022627 , 0.894791 , 0.024225 },{ 0.372878 , 0.898721 , 0.230789}},
28733 {{0.025010 , 0.894470 , 0.021625 },{ 0.372878 , 0.898721 , 0.230789}},
28734 {{0.017908 , 0.897674 , 0.020913 },{ 0.375731 , 0.890134 , 0.257853}},
28735 {{0.014143 , 0.898367 , 0.024007 },{ 0.375731 , 0.890134 , 0.257853}},
28736 {{0.025010 , 0.894470 , 0.021625 },{ 0.375731 , 0.890134 , 0.257853}},
28737 {{0.017908 , 0.897674 , 0.020913 },{ 0.379599 , 0.894168 , 0.237421}},
28738 {{0.025010 , 0.894470 , 0.021625 },{ 0.379599 , 0.894168 , 0.237421}},
28739 {{0.027394 , 0.894148 , 0.019026 },{ 0.379599 , 0.894168 , 0.237421}},
28740 {{0.027394 , 0.894148 , 0.019026 },{ 0.407919 , 0.873420 , 0.265968}},
28741 {{0.025010 , 0.894470 , 0.021625 },{ 0.407919 , 0.873420 , 0.265968}},
28742 {{0.035263 , 0.890845 , 0.017804 },{ 0.407919 , 0.873420 , 0.265968}},
28743 {{0.027394 , 0.894148 , 0.019026 },{ 0.408208 , 0.868688 , 0.280620}},
28744 {{0.035263 , 0.890845 , 0.017804 },{ 0.408208 , 0.868688 , 0.280620}},
28745 {{0.036529 , 0.890912 , 0.015755 },{ 0.408208 , 0.868688 , 0.280620}},
28746 {{0.025010 , 0.894470 , 0.021625 },{ 0.410744 , 0.871198 , 0.268893}},
28747 {{0.022627 , 0.894791 , 0.024225 },{ 0.410744 , 0.871198 , 0.268893}},
28748 {{0.033998 , 0.890779 , 0.019854 },{ 0.410744 , 0.871198 , 0.268893}},
28749 {{0.025010 , 0.894470 , 0.021625 },{ 0.411467 , 0.866765 , 0.281803}},
28750 {{0.033998 , 0.890779 , 0.019854 },{ 0.411467 , 0.866765 , 0.281803}},
28751 {{0.035263 , 0.890845 , 0.017804 },{ 0.411467 , 0.866765 , 0.281803}},
28752 {{0.065671 , 0.875756 , -0.031227 },{ 0.980191 , 0.061399 , 0.188294}},
28753 {{0.062985 , 0.879802 , -0.018564 },{ 0.980191 , 0.061399 , 0.188294}},
28754 {{0.063035 , 0.878881 , -0.018524 },{ 0.980191 , 0.061399 , 0.188294}},
28755 {{0.066150 , 0.874815 , -0.031986 },{ 0.915844 , 0.390372 , 0.094013}},
28756 {{0.065671 , 0.875756 , -0.031227 },{ 0.915844 , 0.390372 , 0.094013}},
28757 {{0.063035 , 0.878881 , -0.018524 },{ 0.915844 , 0.390372 , 0.094013}},
28758 {{0.065671 , 0.875756 , -0.031227 },{ 0.897378 , 0.440760 , 0.021036}},
28759 {{0.065191 , 0.876697 , -0.030468 },{ 0.897378 , 0.440760 , 0.021036}},
28760 {{0.062935 , 0.880724 , -0.018605 },{ 0.897378 , 0.440760 , 0.021036}},
28761 {{0.065671 , 0.875756 , -0.031227 },{ 0.980191 , 0.061526 , 0.188254}},
28762 {{0.062935 , 0.880724 , -0.018605 },{ 0.980191 , 0.061526 , 0.188254}},
28763 {{0.062985 , 0.879802 , -0.018564 },{ 0.980191 , 0.061526 , 0.188254}},
28764 {{0.065643 , 0.872650 , -0.044399 },{ 0.709309 , 0.685743 , -0.163208}},
28765 {{0.065387 , 0.873441 , -0.042188 },{ 0.709309 , 0.685743 , -0.163208}},
28766 {{0.065671 , 0.875756 , -0.031227 },{ 0.709309 , 0.685743 , -0.163208}},
28767 {{0.065387 , 0.873441 , -0.042188 },{ 0.834630 , 0.534153 , -0.134439}},
28768 {{0.065191 , 0.876697 , -0.030468 },{ 0.834630 , 0.534153 , -0.134439}},
28769 {{0.065671 , 0.875756 , -0.031227 },{ 0.834630 , 0.534153 , -0.134439}},
28770 {{0.065898 , 0.871859 , -0.046610 },{ 0.841855 , 0.526003 , -0.120831}},
28771 {{0.065671 , 0.875756 , -0.031227 },{ 0.841855 , 0.526003 , -0.120831}},
28772 {{0.066150 , 0.874815 , -0.031986 },{ 0.841855 , 0.526003 , -0.120831}},
28773 {{0.065898 , 0.871859 , -0.046610 },{ 0.710658 , 0.684418 , -0.162899}},
28774 {{0.065643 , 0.872650 , -0.044399 },{ 0.710658 , 0.684418 , -0.162899}},
28775 {{0.065671 , 0.875756 , -0.031227 },{ 0.710658 , 0.684418 , -0.162899}},
28776 {{0.044288 , 0.887768 , 0.011105 },{ 0.523505 , 0.777682 , 0.348071}},
28777 {{0.035263 , 0.890845 , 0.017804 },{ 0.523505 , 0.777682 , 0.348071}},
28778 {{0.033998 , 0.890779 , 0.019854 },{ 0.523505 , 0.777682 , 0.348071}},
28779 {{0.044288 , 0.887768 , 0.011105 },{ 0.610169 , 0.607494 , 0.508570}},
28780 {{0.033998 , 0.890779 , 0.019854 },{ 0.610169 , 0.607494 , 0.508570}},
28781 {{0.043615 , 0.887282 , 0.012493 },{ 0.610169 , 0.607494 , 0.508570}},
28782 {{0.044961 , 0.888255 , 0.009718 },{ 0.566255 , 0.652341 , 0.503792}},
28783 {{0.036529 , 0.890912 , 0.015755 },{ 0.566255 , 0.652341 , 0.503792}},
28784 {{0.044288 , 0.887768 , 0.011105 },{ 0.566255 , 0.652341 , 0.503792}},
28785 {{0.044288 , 0.887768 , 0.011105 },{ 0.524038 , 0.776824 , 0.349184}},
28786 {{0.036529 , 0.890912 , 0.015755 },{ 0.524038 , 0.776824 , 0.349184}},
28787 {{0.035263 , 0.890845 , 0.017804 },{ 0.524038 , 0.776824 , 0.349184}},
28788 {{0.052394 , 0.885906 , 0.001610 },{ 0.762150 , 0.227882 , 0.605968}},
28789 {{0.044288 , 0.887768 , 0.011105 },{ 0.762150 , 0.227882 , 0.605968}},
28790 {{0.052005 , 0.885093 , 0.002405 },{ 0.762150 , 0.227882 , 0.605968}},
28791 {{0.052394 , 0.885906 , 0.001610 },{ 0.711701 , 0.479266 , 0.513600}},
28792 {{0.044961 , 0.888255 , 0.009718 },{ 0.711701 , 0.479266 , 0.513600}},
28793 {{0.044288 , 0.887768 , 0.011105 },{ 0.711701 , 0.479266 , 0.513600}},
28794 {{0.051616 , 0.884281 , 0.003200 },{ 0.750516 , 0.419363 , 0.510745}},
28795 {{0.044288 , 0.887768 , 0.011105 },{ 0.750516 , 0.419363 , 0.510745}},
28796 {{0.043615 , 0.887282 , 0.012493 },{ 0.750516 , 0.419363 , 0.510745}},
28797 {{0.052005 , 0.885093 , 0.002405 },{ 0.762143 , 0.228095 , 0.605896}},
28798 {{0.044288 , 0.887768 , 0.011105 },{ 0.762143 , 0.228095 , 0.605896}},
28799 {{0.051616 , 0.884281 , 0.003200 },{ 0.762143 , 0.228095 , 0.605896}},
28800 {{0.053946 , 0.938566 , -0.039354 },{ 0.526339 , 0.849942 , 0.023792}},
28801 {{0.048561 , 0.941605 , -0.028789 },{ 0.526339 , 0.849942 , 0.023792}},
28802 {{0.054397 , 0.937873 , -0.024576 },{ 0.526339 , 0.849942 , 0.023792}},
28803 {{0.053946 , 0.938566 , -0.039354 },{ 0.537280 , 0.843086 , 0.023137}},
28804 {{0.054397 , 0.937873 , -0.024576 },{ 0.537280 , 0.843086 , 0.023137}},
28805 {{0.059362 , 0.934980 , -0.034453 },{ 0.537280 , 0.843086 , 0.023137}},
28806 {{0.059362 , 0.934980 , -0.034453 },{ 0.529527 , 0.848107 , 0.017769}},
28807 {{0.054397 , 0.937873 , -0.024576 },{ 0.529527 , 0.848107 , 0.017769}},
28808 {{0.060233 , 0.934141 , -0.020364 },{ 0.529527 , 0.848107 , 0.017769}},
28809 {{0.059362 , 0.934980 , -0.034453 },{ 0.541528 , 0.840519 , 0.016575}},
28810 {{0.060233 , 0.934141 , -0.020364 },{ 0.541528 , 0.840519 , 0.016575}},
28811 {{0.064778 , 0.931394 , -0.029552 },{ 0.541528 , 0.840519 , 0.016575}},
28812 {{0.054397 , 0.937873 , -0.024576 },{ 0.467762 , 0.872722 , 0.139841}},
28813 {{0.049030 , 0.939238 , -0.015142 },{ 0.467762 , 0.872722 , 0.139841}},
28814 {{0.055246 , 0.935345 , -0.011639 },{ 0.467762 , 0.872722 , 0.139841}},
28815 {{0.054397 , 0.937873 , -0.024576 },{ 0.458956 , 0.877153 , 0.141285}},
28816 {{0.055246 , 0.935345 , -0.011639 },{ 0.458956 , 0.877153 , 0.141285}},
28817 {{0.060233 , 0.934141 , -0.020364 },{ 0.458956 , 0.877153 , 0.141285}},
28818 {{0.048561 , 0.941605 , -0.028789 },{ 0.470094 , 0.872211 , 0.135126}},
28819 {{0.042814 , 0.943131 , -0.018646 },{ 0.470094 , 0.872211 , 0.135126}},
28820 {{0.049030 , 0.939238 , -0.015142 },{ 0.470094 , 0.872211 , 0.135126}},
28821 {{0.048561 , 0.941605 , -0.028789 },{ 0.462118 , 0.876311 , 0.136111}},
28822 {{0.049030 , 0.939238 , -0.015142 },{ 0.462118 , 0.876311 , 0.136111}},
28823 {{0.054397 , 0.937873 , -0.024576 },{ 0.462118 , 0.876311 , 0.136111}},
28824 {{0.002835 , 0.903306 , -0.090136 },{ -0.241019 , 0.076845 , -0.967473}},
28825 {{0.013332 , 0.902060 , -0.092850 },{ -0.241019 , 0.076845 , -0.967473}},
28826 {{0.009027 , 0.893770 , -0.092436 },{ -0.241019 , 0.076845 , -0.967473}},
28827 {{0.002835 , 0.903306 , -0.090136 },{ -0.212883 , 0.096285 , -0.972322}},
28828 {{0.009027 , 0.893770 , -0.092436 },{ -0.212883 , 0.096285 , -0.972322}},
28829 {{0.001413 , 0.893083 , -0.090837 },{ -0.212883 , 0.096285 , -0.972322}},
28830 {{0.015388 , 0.914340 , -0.091527 },{ -0.246616 , 0.160073 , -0.955802}},
28831 {{0.002835 , 0.903306 , -0.090136 },{ -0.246616 , 0.160073 , -0.955802}},
28832 {{0.003896 , 0.913521 , -0.088699 },{ -0.246616 , 0.160073 , -0.955802}},
28833 {{0.015388 , 0.914340 , -0.091527 },{ -0.231877 , 0.142492 , -0.962252}},
28834 {{0.013332 , 0.902060 , -0.092850 },{ -0.231877 , 0.142492 , -0.962252}},
28835 {{0.002835 , 0.903306 , -0.090136 },{ -0.231877 , 0.142492 , -0.962252}},
28836 {{-0.006396 , 0.912596 , -0.085133 },{ -0.306181 , 0.197304 , -0.931302}},
28837 {{0.002835 , 0.903306 , -0.090136 },{ -0.306181 , 0.197304 , -0.931302}},
28838 {{-0.006369 , 0.904675 , -0.086820 },{ -0.306181 , 0.197304 , -0.931302}},
28839 {{0.003896 , 0.913521 , -0.088699 },{ -0.336117 , 0.165345 , -0.927193}},
28840 {{0.002835 , 0.903306 , -0.090136 },{ -0.336117 , 0.165345 , -0.927193}},
28841 {{-0.006396 , 0.912596 , -0.085133 },{ -0.336117 , 0.165345 , -0.927193}},
28842 {{0.002835 , 0.903306 , -0.090136 },{ -0.338914 , 0.111203 , -0.934222}},
28843 {{0.001413 , 0.893083 , -0.090837 },{ -0.338914 , 0.111203 , -0.934222}},
28844 {{-0.007510 , 0.897115 , -0.087120 },{ -0.338914 , 0.111203 , -0.934222}},
28845 {{-0.006369 , 0.904675 , -0.086820 },{ -0.326253 , 0.086594 , -0.941308}},
28846 {{0.002835 , 0.903306 , -0.090136 },{ -0.326253 , 0.086594 , -0.941308}},
28847 {{-0.007510 , 0.897115 , -0.087120 },{ -0.326253 , 0.086594 , -0.941308}},
28848 {{0.016251 , 0.926997 , -0.087915 },{ -0.240984 , 0.281492 , -0.928810}},
28849 {{0.015388 , 0.914340 , -0.091527 },{ -0.240984 , 0.281492 , -0.928810}},
28850 {{0.004238 , 0.923721 , -0.085791 },{ -0.240984 , 0.281492 , -0.928810}},
28851 {{0.004238 , 0.923721 , -0.085791 },{ -0.248179 , 0.273281 , -0.929368}},
28852 {{0.015388 , 0.914340 , -0.091527 },{ -0.248179 , 0.273281 , -0.929368}},
28853 {{0.003896 , 0.913521 , -0.088699 },{ -0.248179 , 0.273281 , -0.929368}},
28854 {{0.015349 , 0.938009 , -0.082047 },{ -0.249986 , 0.422668 , -0.871125}},
28855 {{0.004238 , 0.923721 , -0.085791 },{ -0.249986 , 0.422668 , -0.871125}},
28856 {{0.003371 , 0.932588 , -0.081240 },{ -0.249986 , 0.422668 , -0.871125}},
28857 {{0.015349 , 0.938009 , -0.082047 },{ -0.270541 , 0.435379 , -0.858634}},
28858 {{0.016251 , 0.926997 , -0.087915 },{ -0.270541 , 0.435379 , -0.858634}},
28859 {{0.004238 , 0.923721 , -0.085791 },{ -0.270541 , 0.435379 , -0.858634}},
28860 {{0.004238 , 0.923721 , -0.085791 },{ -0.341808 , 0.407634 , -0.846760}},
28861 {{-0.006093 , 0.920374 , -0.083232 },{ -0.341808 , 0.407634 , -0.846760}},
28862 {{-0.007188 , 0.926693 , -0.079748 },{ -0.341808 , 0.407634 , -0.846760}},
28863 {{0.004238 , 0.923721 , -0.085791 },{ -0.344248 , 0.401854 , -0.848532}},
28864 {{-0.007188 , 0.926693 , -0.079748 },{ -0.344248 , 0.401854 , -0.848532}},
28865 {{0.003371 , 0.932588 , -0.081240 },{ -0.344248 , 0.401854 , -0.848532}},
28866 {{0.004238 , 0.923721 , -0.085791 },{ -0.336822 , 0.268579 , -0.902450}},
28867 {{0.003896 , 0.913521 , -0.088699 },{ -0.336822 , 0.268579 , -0.902450}},
28868 {{-0.006396 , 0.912596 , -0.085133 },{ -0.336822 , 0.268579 , -0.902450}},
28869 {{0.004238 , 0.923721 , -0.085791 },{ -0.305310 , 0.237288 , -0.922215}},
28870 {{-0.006396 , 0.912596 , -0.085133 },{ -0.305310 , 0.237288 , -0.922215}},
28871 {{-0.006093 , 0.920374 , -0.083232 },{ -0.305310 , 0.237288 , -0.922215}},
28872 {{0.012111 , 0.945355 , -0.073957 },{ -0.312516 , 0.637648 , -0.704087}},
28873 {{0.015349 , 0.938009 , -0.082047 },{ -0.312516 , 0.637648 , -0.704087}},
28874 {{0.000808 , 0.938805 , -0.074872 },{ -0.312516 , 0.637648 , -0.704087}},
28875 {{0.000808 , 0.938805 , -0.074872 },{ -0.324154 , 0.608382 , -0.724428}},
28876 {{0.015349 , 0.938009 , -0.082047 },{ -0.324154 , 0.608382 , -0.724428}},
28877 {{0.003371 , 0.932588 , -0.081240 },{ -0.324154 , 0.608382 , -0.724428}},
28878 {{0.007556 , 0.949978 , -0.064823 },{ -0.351992 , 0.734455 , -0.580240}},
28879 {{0.000808 , 0.938805 , -0.074872 },{ -0.351992 , 0.734455 , -0.580240}},
28880 {{-0.002864 , 0.942938 , -0.067413 },{ -0.351992 , 0.734455 , -0.580240}},
28881 {{0.012111 , 0.945355 , -0.073957 },{ -0.380356 , 0.734811 , -0.561589}},
28882 {{0.000808 , 0.938805 , -0.074872 },{ -0.380356 , 0.734811 , -0.561589}},
28883 {{0.007556 , 0.949978 , -0.064823 },{ -0.380356 , 0.734811 , -0.561589}},
28884 {{0.000808 , 0.938805 , -0.074872 },{ -0.462780 , 0.684013 , -0.563881}},
28885 {{-0.008764 , 0.932019 , -0.075248 },{ -0.462780 , 0.684013 , -0.563881}},
28886 {{-0.012009 , 0.934698 , -0.069335 },{ -0.462780 , 0.684013 , -0.563881}},
28887 {{0.000808 , 0.938805 , -0.074872 },{ -0.466506 , 0.656110 , -0.593204}},
28888 {{-0.012009 , 0.934698 , -0.069335 },{ -0.466506 , 0.656110 , -0.593204}},
28889 {{-0.002864 , 0.942938 , -0.067413 },{ -0.466506 , 0.656110 , -0.593204}},
28890 {{0.000808 , 0.938805 , -0.074872 },{ -0.414852 , 0.561960 , -0.715611}},
28891 {{0.003371 , 0.932588 , -0.081240 },{ -0.414852 , 0.561960 , -0.715611}},
28892 {{-0.007188 , 0.926693 , -0.079748 },{ -0.414852 , 0.561960 , -0.715611}},
28893 {{0.000808 , 0.938805 , -0.074872 },{ -0.353255 , 0.540587 , -0.763529}},
28894 {{-0.007188 , 0.926693 , -0.079748 },{ -0.353255 , 0.540587 , -0.763529}},
28895 {{-0.008764 , 0.932019 , -0.075248 },{ -0.353255 , 0.540587 , -0.763529}},
28896 {{-0.031170 , 0.907343 , 0.012578 },{ -0.415331 , 0.337409 , 0.844781}},
28897 {{-0.025666 , 0.904982 , 0.016227 },{ -0.415331 , 0.337409 , 0.844781}},
28898 {{-0.022522 , 0.913171 , 0.014502 },{ -0.415331 , 0.337409 , 0.844781}},
28899 {{-0.031170 , 0.907343 , 0.012578 },{ -0.416682 , 0.339974 , 0.843086}},
28900 {{-0.022522 , 0.913171 , 0.014502 },{ -0.416682 , 0.339974 , 0.843086}},
28901 {{-0.028551 , 0.914972 , 0.010796 },{ -0.416682 , 0.339974 , 0.843086}},
28902 {{-0.025666 , 0.904982 , 0.016227 },{ -0.413918 , 0.333240 , 0.847126}},
28903 {{-0.018158 , 0.902548 , 0.020853 },{ -0.413918 , 0.333240 , 0.847126}},
28904 {{-0.014549 , 0.910826 , 0.019360 },{ -0.413918 , 0.333240 , 0.847126}},
28905 {{-0.025666 , 0.904982 , 0.016227 },{ -0.415445 , 0.337438 , 0.844714}},
28906 {{-0.014549 , 0.910826 , 0.019360 },{ -0.415445 , 0.337438 , 0.844714}},
28907 {{-0.022522 , 0.913171 , 0.014502 },{ -0.415445 , 0.337438 , 0.844714}},
28908 {{-0.028079 , 0.898757 , 0.017867 },{ -0.395465 , 0.374272 , 0.838765}},
28909 {{-0.020990 , 0.896454 , 0.022237 },{ -0.395465 , 0.374272 , 0.838765}},
28910 {{-0.018158 , 0.902548 , 0.020853 },{ -0.395465 , 0.374272 , 0.838765}},
28911 {{-0.028079 , 0.898757 , 0.017867 },{ -0.395465 , 0.374271 , 0.838766}},
28912 {{-0.018158 , 0.902548 , 0.020853 },{ -0.395465 , 0.374271 , 0.838766}},
28913 {{-0.025666 , 0.904982 , 0.016227 },{ -0.395465 , 0.374271 , 0.838766}},
28914 {{-0.035168 , 0.901059 , 0.013498 },{ -0.395418 , 0.374260 , 0.838793}},
28915 {{-0.028079 , 0.898757 , 0.017867 },{ -0.395418 , 0.374260 , 0.838793}},
28916 {{-0.025666 , 0.904982 , 0.016227 },{ -0.395418 , 0.374260 , 0.838793}},
28917 {{-0.035168 , 0.901059 , 0.013498 },{ -0.395451 , 0.374388 , 0.838721}},
28918 {{-0.025666 , 0.904982 , 0.016227 },{ -0.395451 , 0.374388 , 0.838721}},
28919 {{-0.031170 , 0.907343 , 0.012578 },{ -0.395451 , 0.374388 , 0.838721}},
28920 {{0.016056 , 0.871782 , -0.099837 },{ 0.332475 , 0.942123 , -0.043181}},
28921 {{0.001712 , 0.876907 , -0.098464 },{ 0.332475 , 0.942123 , -0.043181}},
28922 {{0.003394 , 0.876461 , -0.095242 },{ 0.332475 , 0.942123 , -0.043181}},
28923 {{0.016056 , 0.871782 , -0.099837 },{ 0.332527 , 0.942112 , -0.043026}},
28924 {{0.003394 , 0.876461 , -0.095242 },{ 0.332527 , 0.942112 , -0.043026}},
28925 {{0.016568 , 0.871732 , -0.096975 },{ 0.332527 , 0.942112 , -0.043026}},
28926 {{0.001712 , 0.876907 , -0.098464 },{ 0.369973 , 0.925913 , -0.076189}},
28927 {{-0.011992 , 0.882822 , -0.093125 },{ 0.369973 , 0.925913 , -0.076189}},
28928 {{-0.009377 , 0.882051 , -0.089797 },{ 0.369973 , 0.925913 , -0.076189}},
28929 {{0.001712 , 0.876907 , -0.098464 },{ 0.375530 , 0.924303 , -0.068123}},
28930 {{-0.009377 , 0.882051 , -0.089797 },{ 0.375530 , 0.924303 , -0.068123}},
28931 {{0.003394 , 0.876461 , -0.095242 },{ 0.375530 , 0.924303 , -0.068123}},
28932 {{0.000752 , 0.878471 , -0.101180 },{ 0.466976 , 0.836393 , 0.287019}},
28933 {{-0.013628 , 0.884695 , -0.095921 },{ 0.466976 , 0.836393 , 0.287019}},
28934 {{-0.011992 , 0.882822 , -0.093125 },{ 0.466976 , 0.836393 , 0.287019}},
28935 {{0.000752 , 0.878471 , -0.101180 },{ 0.475417 , 0.824541 , 0.306776}},
28936 {{-0.011992 , 0.882822 , -0.093125 },{ 0.475417 , 0.824541 , 0.306776}},
28937 {{0.001712 , 0.876907 , -0.098464 },{ 0.475417 , 0.824541 , 0.306776}},
28938 {{0.016056 , 0.871782 , -0.099837 },{ 0.339884 , 0.835748 , 0.431282}},
28939 {{0.016046 , 0.873038 , -0.102263 },{ 0.339884 , 0.835748 , 0.431282}},
28940 {{0.001712 , 0.876907 , -0.098464 },{ 0.339884 , 0.835748 , 0.431282}},
28941 {{0.016046 , 0.873038 , -0.102263 },{ 0.333470 , 0.863146 , 0.379180}},
28942 {{0.000752 , 0.878471 , -0.101180 },{ 0.333470 , 0.863146 , 0.379180}},
28943 {{0.001712 , 0.876907 , -0.098464 },{ 0.333470 , 0.863146 , 0.379180}},
28944 {{0.028261 , 0.867589 , -0.097340 },{ 0.332627 , 0.942069 , -0.043193}},
28945 {{0.027861 , 0.867846 , -0.094816 },{ 0.332627 , 0.942069 , -0.043193}},
28946 {{0.037752 , 0.864581 , -0.089857 },{ 0.332627 , 0.942069 , -0.043193}},
28947 {{0.028261 , 0.867589 , -0.097340 },{ 0.332531 , 0.942109 , -0.043055}},
28948 {{0.037752 , 0.864581 , -0.089857 },{ 0.332531 , 0.942109 , -0.043055}},
28949 {{0.038906 , 0.864076 , -0.091995 },{ 0.332531 , 0.942109 , -0.043055}},
28950 {{0.028261 , 0.867589 , -0.097340 },{ 0.332469 , 0.942133 , -0.043015}},
28951 {{0.016056 , 0.871782 , -0.099837 },{ 0.332469 , 0.942133 , -0.043015}},
28952 {{0.016568 , 0.871732 , -0.096975 },{ 0.332469 , 0.942133 , -0.043015}},
28953 {{0.028261 , 0.867589 , -0.097340 },{ 0.332460 , 0.942126 , -0.043225}},
28954 {{0.016568 , 0.871732 , -0.096975 },{ 0.332460 , 0.942126 , -0.043225}},
28955 {{0.027861 , 0.867846 , -0.094816 },{ 0.332460 , 0.942126 , -0.043225}},
28956 {{0.029009 , 0.868597 , -0.099486 },{ 0.201767 , 0.870120 , 0.449646}},
28957 {{0.016046 , 0.873038 , -0.102263 },{ 0.201767 , 0.870120 , 0.449646}},
28958 {{0.016056 , 0.871782 , -0.099837 },{ 0.201767 , 0.870120 , 0.449646}},
28959 {{0.029009 , 0.868597 , -0.099486 },{ 0.198345 , 0.858722 , 0.472500}},
28960 {{0.016056 , 0.871782 , -0.099837 },{ 0.198345 , 0.858722 , 0.472500}},
28961 {{0.028261 , 0.867589 , -0.097340 },{ 0.198345 , 0.858722 , 0.472500}},
28962 {{0.029009 , 0.868597 , -0.099486 },{ 0.071558 , 0.892968 , 0.444395}},
28963 {{0.028261 , 0.867589 , -0.097340 },{ 0.071558 , 0.892968 , 0.444395}},
28964 {{0.038906 , 0.864076 , -0.091995 },{ 0.071558 , 0.892968 , 0.444395}},
28965 {{0.029009 , 0.868597 , -0.099486 },{ 0.070308 , 0.892412 , 0.445711}},
28966 {{0.038906 , 0.864076 , -0.091995 },{ 0.070308 , 0.892412 , 0.445711}},
28967 {{0.040289 , 0.864877 , -0.093817 },{ 0.070308 , 0.892412 , 0.445711}},
28968 {{-0.011992 , 0.882822 , -0.093125 },{ 0.429402 , 0.890264 , -0.151798}},
28969 {{-0.022277 , 0.889386 , -0.083723 },{ 0.429402 , 0.890264 , -0.151798}},
28970 {{-0.019460 , 0.888522 , -0.080821 },{ 0.429402 , 0.890264 , -0.151798}},
28971 {{-0.011992 , 0.882822 , -0.093125 },{ 0.441960 , 0.885713 , -0.142068}},
28972 {{-0.019460 , 0.888522 , -0.080821 },{ 0.441960 , 0.885713 , -0.142068}},
28973 {{-0.009377 , 0.882051 , -0.089797 },{ 0.441960 , 0.885713 , -0.142068}},
28974 {{-0.022277 , 0.889386 , -0.083723 },{ 0.417693 , 0.893715 , -0.163726}},
28975 {{-0.030235 , 0.895191 , -0.072338 },{ 0.417693 , 0.893715 , -0.163726}},
28976 {{-0.027481 , 0.894321 , -0.070061 },{ 0.417693 , 0.893715 , -0.163726}},
28977 {{-0.022277 , 0.889386 , -0.083723 },{ 0.432849 , 0.887892 , -0.155850}},
28978 {{-0.027481 , 0.894321 , -0.070061 },{ 0.432849 , 0.887892 , -0.155850}},
28979 {{-0.019460 , 0.888522 , -0.080821 },{ 0.432849 , 0.887892 , -0.155850}},
28980 {{-0.023851 , 0.891509 , -0.086175 },{ 0.722702 , 0.679817 , 0.124698}},
28981 {{-0.031528 , 0.897491 , -0.074294 },{ 0.722702 , 0.679817 , 0.124698}},
28982 {{-0.022277 , 0.889386 , -0.083723 },{ 0.722702 , 0.679817 , 0.124698}},
28983 {{-0.022277 , 0.889386 , -0.083723 },{ 0.759492 , 0.612740 , 0.218452}},
28984 {{-0.031528 , 0.897491 , -0.074294 },{ 0.759492 , 0.612740 , 0.218452}},
28985 {{-0.030235 , 0.895191 , -0.072338 },{ 0.759492 , 0.612740 , 0.218452}},
28986 {{-0.011992 , 0.882822 , -0.093125 },{ 0.624678 , 0.766716 , 0.148071}},
28987 {{-0.013628 , 0.884695 , -0.095921 },{ 0.624678 , 0.766716 , 0.148071}},
28988 {{-0.022277 , 0.889386 , -0.083723 },{ 0.624678 , 0.766716 , 0.148071}},
28989 {{-0.013628 , 0.884695 , -0.095921 },{ 0.666152 , 0.719723 , 0.195551}},
28990 {{-0.023851 , 0.891509 , -0.086175 },{ 0.666152 , 0.719723 , 0.195551}},
28991 {{-0.022277 , 0.889386 , -0.083723 },{ 0.666152 , 0.719723 , 0.195551}},
28992 {{-0.030235 , 0.895191 , -0.072338 },{ 0.356284 , 0.930243 , -0.087805}},
28993 {{-0.036954 , 0.898830 , -0.061048 },{ 0.356284 , 0.930243 , -0.087805}},
28994 {{-0.034066 , 0.897892 , -0.059267 },{ 0.356284 , 0.930243 , -0.087805}},
28995 {{-0.030235 , 0.895191 , -0.072338 },{ 0.363480 , 0.927700 , -0.085171}},
28996 {{-0.034066 , 0.897892 , -0.059267 },{ 0.363480 , 0.927700 , -0.085171}},
28997 {{-0.027481 , 0.894321 , -0.070061 },{ 0.363480 , 0.927700 , -0.085171}},
28998 {{-0.036954 , 0.898830 , -0.061048 },{ 0.328618 , 0.943769 , -0.036210}},
28999 {{-0.042169 , 0.901099 , -0.049238 },{ 0.328618 , 0.943769 , -0.036210}},
29000 {{-0.039221 , 0.900120 , -0.047999 },{ 0.328618 , 0.943769 , -0.036210}},
29001 {{-0.036954 , 0.898830 , -0.061048 },{ 0.328812 , 0.943703 , -0.036170}},
29002 {{-0.039221 , 0.900120 , -0.047999 },{ 0.328812 , 0.943703 , -0.036170}},
29003 {{-0.034066 , 0.897892 , -0.059267 },{ 0.328812 , 0.943703 , -0.036170}},
29004 {{-0.038269 , 0.901222 , -0.062635 },{ 0.747317 , 0.600110 , 0.285281}},
29005 {{-0.045165 , 0.903246 , -0.048828 },{ 0.747317 , 0.600110 , 0.285281}},
29006 {{-0.036954 , 0.898830 , -0.061048 },{ 0.747317 , 0.600110 , 0.285281}},
29007 {{-0.036954 , 0.898830 , -0.061048 },{ 0.588761 , 0.801323 , 0.106029}},
29008 {{-0.045165 , 0.903246 , -0.048828 },{ 0.588761 , 0.801323 , 0.106029}},
29009 {{-0.042169 , 0.901099 , -0.049238 },{ 0.588761 , 0.801323 , 0.106029}},
29010 {{-0.031528 , 0.897491 , -0.074294 },{ 0.743593 , 0.623467 , 0.241575}},
29011 {{-0.036954 , 0.898830 , -0.061048 },{ 0.743593 , 0.623467 , 0.241575}},
29012 {{-0.030235 , 0.895191 , -0.072338 },{ 0.743593 , 0.623467 , 0.241575}},
29013 {{-0.031528 , 0.897491 , -0.074294 },{ 0.766328 , 0.589989 , 0.254272}},
29014 {{-0.038269 , 0.901222 , -0.062635 },{ 0.766328 , 0.589989 , 0.254272}},
29015 {{-0.036954 , 0.898830 , -0.061048 },{ 0.766328 , 0.589989 , 0.254272}},
29016 {{-0.042169 , 0.901099 , -0.049238 },{ 0.328804 , 0.943706 , -0.036154}},
29017 {{-0.045611 , 0.902794 , -0.036297 },{ 0.328804 , 0.943706 , -0.036154}},
29018 {{-0.042952 , 0.901886 , -0.035816 },{ 0.328804 , 0.943706 , -0.036154}},
29019 {{-0.042169 , 0.901099 , -0.049238 },{ 0.328603 , 0.943775 , -0.036170}},
29020 {{-0.042952 , 0.901886 , -0.035816 },{ 0.328603 , 0.943775 , -0.036170}},
29021 {{-0.039221 , 0.900120 , -0.047999 },{ 0.328603 , 0.943775 , -0.036170}},
29022 {{-0.045611 , 0.902794 , -0.036297 },{ 0.328914 , 0.943671 , -0.036059}},
29023 {{-0.046375 , 0.903601 , -0.022147 },{ 0.328914 , 0.943671 , -0.036059}},
29024 {{-0.043867 , 0.902742 , -0.021751 },{ 0.328914 , 0.943671 , -0.036059}},
29025 {{-0.045611 , 0.902794 , -0.036297 },{ 0.328788 , 0.943716 , -0.036044}},
29026 {{-0.043867 , 0.902742 , -0.021751 },{ 0.328788 , 0.943716 , -0.036044}},
29027 {{-0.042952 , 0.901886 , -0.035816 },{ 0.328788 , 0.943716 , -0.036044}},
29028 {{-0.045611 , 0.902794 , -0.036297 },{ 0.218829 , 0.975537 , -0.020996}},
29029 {{-0.048735 , 0.903581 , -0.032292 },{ 0.218829 , 0.975537 , -0.020996}},
29030 {{-0.049447 , 0.904066 , -0.017178 },{ 0.218829 , 0.975537 , -0.020996}},
29031 {{-0.045611 , 0.902794 , -0.036297 },{ 0.064540 , 0.996488 , -0.053346}},
29032 {{-0.049447 , 0.904066 , -0.017178 },{ 0.064540 , 0.996488 , -0.053346}},
29033 {{-0.046375 , 0.903601 , -0.022147 },{ 0.064540 , 0.996488 , -0.053346}},
29034 {{-0.042169 , 0.901099 , -0.049238 },{ 0.586283 , 0.808560 , 0.050031}},
29035 {{-0.045165 , 0.903246 , -0.048828 },{ 0.586283 , 0.808560 , 0.050031}},
29036 {{-0.045611 , 0.902794 , -0.036297 },{ 0.586283 , 0.808560 , 0.050031}},
29037 {{-0.045165 , 0.903246 , -0.048828 },{ 0.297889 , 0.953539 , 0.044996}},
29038 {{-0.048735 , 0.903581 , -0.032292 },{ 0.297889 , 0.953539 , 0.044996}},
29039 {{-0.045611 , 0.902794 , -0.036297 },{ 0.297889 , 0.953539 , 0.044996}},
29040 {{-0.002280 , 0.954028 , -0.047097 },{ -0.523601 , 0.803277 , -0.283879}},
29041 {{-0.015930 , 0.946061 , -0.044464 },{ -0.523601 , 0.803277 , -0.283879}},
29042 {{-0.007244 , 0.953728 , -0.038790 },{ -0.523601 , 0.803277 , -0.283879}},
29043 {{-0.002280 , 0.954028 , -0.047097 },{ -0.523641 , 0.812709 , -0.255545}},
29044 {{-0.011499 , 0.946609 , -0.051801 },{ -0.523641 , 0.812709 , -0.255545}},
29045 {{-0.015930 , 0.946061 , -0.044464 },{ -0.523641 , 0.812709 , -0.255545}},
29046 {{-0.012616 , 0.950441 , -0.030825 },{ -0.638854 , 0.764030 , -0.090126}},
29047 {{-0.015930 , 0.946061 , -0.044464 },{ -0.638854 , 0.764030 , -0.090126}},
29048 {{-0.020517 , 0.943033 , -0.037619 },{ -0.638854 , 0.764030 , -0.090126}},
29049 {{-0.007244 , 0.953728 , -0.038790 },{ -0.621593 , 0.777120 , -0.098524}},
29050 {{-0.015930 , 0.946061 , -0.044464 },{ -0.621593 , 0.777120 , -0.098524}},
29051 {{-0.012616 , 0.950441 , -0.030825 },{ -0.621593 , 0.777120 , -0.098524}},
29052 {{-0.015930 , 0.946061 , -0.044464 },{ -0.697063 , 0.711543 , -0.088373}},
29053 {{-0.023285 , 0.938310 , -0.048858 },{ -0.697063 , 0.711543 , -0.088373}},
29054 {{-0.027097 , 0.935242 , -0.043492 },{ -0.697063 , 0.711543 , -0.088373}},
29055 {{-0.015930 , 0.946061 , -0.044464 },{ -0.694383 , 0.702845 , -0.154404}},
29056 {{-0.027097 , 0.935242 , -0.043492 },{ -0.694383 , 0.702845 , -0.154404}},
29057 {{-0.020517 , 0.943033 , -0.037619 },{ -0.694383 , 0.702845 , -0.154404}},
29058 {{-0.011499 , 0.946609 , -0.051801 },{ -0.612045 , 0.725175 , -0.315472}},
29059 {{-0.019884 , 0.938123 , -0.055040 },{ -0.612045 , 0.725175 , -0.315472}},
29060 {{-0.015930 , 0.946061 , -0.044464 },{ -0.612045 , 0.725175 , -0.315472}},
29061 {{-0.015930 , 0.946061 , -0.044464 },{ -0.578087 , 0.741553 , -0.340461}},
29062 {{-0.019884 , 0.938123 , -0.055040 },{ -0.578087 , 0.741553 , -0.340461}},
29063 {{-0.023285 , 0.938310 , -0.048858 },{ -0.578087 , 0.741553 , -0.340461}},
29064 {{-0.025432 , 0.936652 , -0.031309 },{ -0.730997 , 0.676199 , 0.091644}},
29065 {{-0.018826 , 0.942684 , -0.023124 },{ -0.730997 , 0.676199 , 0.091644}},
29066 {{-0.012616 , 0.950441 , -0.030825 },{ -0.730997 , 0.676199 , 0.091644}},
29067 {{-0.020517 , 0.943033 , -0.037619 },{ -0.729731 , 0.674257 , 0.113444}},
29068 {{-0.025432 , 0.936652 , -0.031309 },{ -0.729731 , 0.674257 , 0.113444}},
29069 {{-0.012616 , 0.950441 , -0.030825 },{ -0.729731 , 0.674257 , 0.113444}},
29070 {{-0.025432 , 0.936652 , -0.031309 },{ -0.788622 , 0.584474 , 0.190957}},
29071 {{-0.029938 , 0.928881 , -0.026133 },{ -0.788622 , 0.584474 , 0.190957}},
29072 {{-0.024720 , 0.932872 , -0.016799 },{ -0.788622 , 0.584474 , 0.190957}},
29073 {{-0.025432 , 0.936652 , -0.031309 },{ -0.781218 , 0.593678 , 0.192991}},
29074 {{-0.024720 , 0.932872 , -0.016799 },{ -0.781218 , 0.593678 , 0.192991}},
29075 {{-0.018826 , 0.942684 , -0.023124 },{ -0.781218 , 0.593678 , 0.192991}},
29076 {{-0.030609 , 0.930776 , -0.038473 },{ -0.828308 , 0.537659 , 0.157574}},
29077 {{-0.033797 , 0.924801 , -0.034844 },{ -0.828308 , 0.537659 , 0.157574}},
29078 {{-0.025432 , 0.936652 , -0.031309 },{ -0.828308 , 0.537659 , 0.157574}},
29079 {{-0.033797 , 0.924801 , -0.034844 },{ -0.827097 , 0.551572 , 0.108065}},
29080 {{-0.029938 , 0.928881 , -0.026133 },{ -0.827097 , 0.551572 , 0.108065}},
29081 {{-0.025432 , 0.936652 , -0.031309 },{ -0.827097 , 0.551572 , 0.108065}},
29082 {{-0.030609 , 0.930776 , -0.038473 },{ -0.772737 , 0.633542 , 0.038772}},
29083 {{-0.025432 , 0.936652 , -0.031309 },{ -0.772737 , 0.633542 , 0.038772}},
29084 {{-0.020517 , 0.943033 , -0.037619 },{ -0.772737 , 0.633542 , 0.038772}},
29085 {{-0.030609 , 0.930776 , -0.038473 },{ -0.772590 , 0.634454 , 0.023944}},
29086 {{-0.020517 , 0.943033 , -0.037619 },{ -0.772590 , 0.634454 , 0.023944}},
29087 {{-0.027097 , 0.935242 , -0.043492 },{ -0.772590 , 0.634454 , 0.023944}},
29088 {{-0.033302 , 0.921681 , -0.022687 },{ -0.827434 , 0.495070 , 0.265065}},
29089 {{-0.029144 , 0.923422 , -0.012959 },{ -0.827434 , 0.495070 , 0.265065}},
29090 {{-0.024720 , 0.932872 , -0.016799 },{ -0.827434 , 0.495070 , 0.265065}},
29091 {{-0.029938 , 0.928881 , -0.026133 },{ -0.827326 , 0.504633 , 0.246732}},
29092 {{-0.033302 , 0.921681 , -0.022687 },{ -0.827326 , 0.504633 , 0.246732}},
29093 {{-0.024720 , 0.932872 , -0.016799 },{ -0.827326 , 0.504633 , 0.246732}},
29094 {{-0.033302 , 0.921681 , -0.022687 },{ -0.836438 , 0.452972 , 0.308525}},
29095 {{-0.036095 , 0.914767 , -0.020108 },{ -0.836438 , 0.452972 , 0.308525}},
29096 {{-0.032833 , 0.914153 , -0.010363 },{ -0.836438 , 0.452972 , 0.308525}},
29097 {{-0.033302 , 0.921681 , -0.022687 },{ -0.858094 , 0.423034 , 0.291062}},
29098 {{-0.032833 , 0.914153 , -0.010363 },{ -0.858094 , 0.423034 , 0.291062}},
29099 {{-0.029144 , 0.923422 , -0.012959 },{ -0.858094 , 0.423034 , 0.291062}},
29100 {{-0.036192 , 0.919912 , -0.031598 },{ -0.894900 , 0.392528 , 0.212311}},
29101 {{-0.037960 , 0.915103 , -0.030159 },{ -0.894900 , 0.392528 , 0.212311}},
29102 {{-0.033302 , 0.921681 , -0.022687 },{ -0.894900 , 0.392528 , 0.212311}},
29103 {{-0.037960 , 0.915103 , -0.030159 },{ -0.887281 , 0.425141 , 0.178850}},
29104 {{-0.036095 , 0.914767 , -0.020108 },{ -0.887281 , 0.425141 , 0.178850}},
29105 {{-0.033302 , 0.921681 , -0.022687 },{ -0.887281 , 0.425141 , 0.178850}},
29106 {{-0.033797 , 0.924801 , -0.034844 },{ -0.863415 , 0.479079 , 0.158108}},
29107 {{-0.033302 , 0.921681 , -0.022687 },{ -0.863415 , 0.479079 , 0.158108}},
29108 {{-0.029938 , 0.928881 , -0.026133 },{ -0.863415 , 0.479079 , 0.158108}},
29109 {{-0.033797 , 0.924801 , -0.034844 },{ -0.836684 , 0.521327 , 0.167862}},
29110 {{-0.036192 , 0.919912 , -0.031598 },{ -0.836684 , 0.521327 , 0.167862}},
29111 {{-0.033302 , 0.921681 , -0.022687 },{ -0.836684 , 0.521327 , 0.167862}},
29112 {{-0.043867 , 0.902742 , -0.021751 },{ 0.328920 , 0.943667 , -0.036106}},
29113 {{-0.046375 , 0.903601 , -0.022147 },{ 0.328920 , 0.943667 , -0.036106}},
29114 {{-0.043553 , 0.903208 , -0.006710 },{ 0.328920 , 0.943667 , -0.036106}},
29115 {{-0.043867 , 0.902742 , -0.021751 },{ 0.328987 , 0.943644 , -0.036107}},
29116 {{-0.043553 , 0.903208 , -0.006710 },{ 0.328987 , 0.943644 , -0.036107}},
29117 {{-0.040571 , 0.902240 , -0.004839 },{ 0.328987 , 0.943644 , -0.036107}},
29118 {{-0.040571 , 0.902240 , -0.004839 },{ 0.329010 , 0.943634 , -0.036149}},
29119 {{-0.043553 , 0.903208 , -0.006710 },{ 0.329010 , 0.943634 , -0.036149}},
29120 {{-0.037971 , 0.901794 , 0.007182 },{ 0.329010 , 0.943634 , -0.036149}},
29121 {{-0.040571 , 0.902240 , -0.004839 },{ 0.328763 , 0.943723 , -0.036092}},
29122 {{-0.037971 , 0.901794 , 0.007182 },{ 0.328763 , 0.943723 , -0.036092}},
29123 {{-0.035168 , 0.901059 , 0.013498 },{ 0.328763 , 0.943723 , -0.036092}},
29124 {{-0.041725 , 0.902246 , 0.008506 },{ 0.162173 , 0.985832 , 0.042845}},
29125 {{-0.043553 , 0.903208 , -0.006710 },{ 0.162173 , 0.985832 , 0.042845}},
29126 {{-0.047056 , 0.903644 , -0.003483 },{ 0.162173 , 0.985832 , 0.042845}},
29127 {{-0.037971 , 0.901794 , 0.007182 },{ 0.135502 , 0.989695 , 0.046294}},
29128 {{-0.043553 , 0.903208 , -0.006710 },{ 0.135502 , 0.989695 , 0.046294}},
29129 {{-0.041725 , 0.902246 , 0.008506 },{ 0.135502 , 0.989695 , 0.046294}},
29130 {{-0.046375 , 0.903601 , -0.022147 },{ 0.154992 , 0.987910 , 0.003377}},
29131 {{-0.049447 , 0.904066 , -0.017178 },{ 0.154992 , 0.987910 , 0.003377}},
29132 {{-0.047056 , 0.903644 , -0.003483 },{ 0.154992 , 0.987910 , 0.003377}},
29133 {{-0.046375 , 0.903601 , -0.022147 },{ 0.125595 , 0.992079 , 0.002295}},
29134 {{-0.047056 , 0.903644 , -0.003483 },{ 0.125595 , 0.992079 , 0.002295}},
29135 {{-0.043553 , 0.903208 , -0.006710 },{ 0.125595 , 0.992079 , 0.002295}},
29136 {{-0.006396 , 0.912596 , -0.085133 },{ -0.547598 , 0.208557 , -0.810334}},
29137 {{-0.012987 , 0.906290 , -0.082302 },{ -0.547598 , 0.208557 , -0.810334}},
29138 {{-0.014289 , 0.911462 , -0.080091 },{ -0.547598 , 0.208557 , -0.810334}},
29139 {{-0.006396 , 0.912596 , -0.085133 },{ -0.525500 , 0.175512 , -0.832493}},
29140 {{-0.006369 , 0.904675 , -0.086820 },{ -0.525500 , 0.175512 , -0.832493}},
29141 {{-0.012987 , 0.906290 , -0.082302 },{ -0.525500 , 0.175512 , -0.832493}},
29142 {{-0.012987 , 0.906290 , -0.082302 },{ -0.698172 , 0.173239 , -0.694654}},
29143 {{-0.015745 , 0.902982 , -0.080355 },{ -0.698172 , 0.173239 , -0.694654}},
29144 {{-0.023047 , 0.908648 , -0.071603 },{ -0.698172 , 0.173239 , -0.694654}},
29145 {{-0.012987 , 0.906290 , -0.082302 },{ -0.710365 , 0.117810 , -0.693903}},
29146 {{-0.023047 , 0.908648 , -0.071603 },{ -0.710365 , 0.117810 , -0.693903}},
29147 {{-0.014289 , 0.911462 , -0.080091 },{ -0.710365 , 0.117810 , -0.693903}},
29148 {{-0.012987 , 0.906290 , -0.082302 },{ -0.540861 , 0.114696 , -0.833255}},
29149 {{-0.006369 , 0.904675 , -0.086820 },{ -0.540861 , 0.114696 , -0.833255}},
29150 {{-0.007510 , 0.897115 , -0.087120 },{ -0.540861 , 0.114696 , -0.833255}},
29151 {{-0.012987 , 0.906290 , -0.082302 },{ -0.613566 , 0.047637 , -0.788205}},
29152 {{-0.007510 , 0.897115 , -0.087120 },{ -0.613566 , 0.047637 , -0.788205}},
29153 {{-0.015745 , 0.902982 , -0.080355 },{ -0.613566 , 0.047637 , -0.788205}},
29154 {{-0.030905 , 0.899674 , 0.016125 },{ -0.328873 , -0.943682 , 0.036146}},
29155 {{-0.035168 , 0.901059 , 0.013498 },{ -0.328873 , -0.943682 , 0.036146}},
29156 {{-0.037971 , 0.901794 , 0.007182 },{ -0.328873 , -0.943682 , 0.036146}},
29157 {{-0.028079 , 0.898757 , 0.017867 },{ 0.328052 , 0.944008 , -0.035070}},
29158 {{-0.030451 , 0.899538 , 0.016700 },{ 0.328052 , 0.944008 , -0.035070}},
29159 {{-0.021536 , 0.896683 , 0.023244 },{ 0.328052 , 0.944008 , -0.035070}},
29160 {{-0.028079 , 0.898757 , 0.017867 },{ 0.328918 , 0.943662 , -0.036256}},
29161 {{-0.021536 , 0.896683 , 0.023244 },{ 0.328918 , 0.943662 , -0.036256}},
29162 {{-0.020990 , 0.896454 , 0.022237 },{ 0.328918 , 0.943662 , -0.036256}},
29163 {{-0.030451 , 0.899538 , 0.016700 },{ 0.178041 , 0.969270 , 0.169754}},
29164 {{-0.033615 , 0.899803 , 0.018505 },{ 0.178041 , 0.969270 , 0.169754}},
29165 {{-0.023474 , 0.896570 , 0.026329 },{ 0.178041 , 0.969270 , 0.169754}},
29166 {{-0.030451 , 0.899538 , 0.016700 },{ 0.194383 , 0.968186 , 0.157578}},
29167 {{-0.023474 , 0.896570 , 0.026329 },{ 0.194383 , 0.968186 , 0.157578}},
29168 {{-0.021536 , 0.896683 , 0.023244 },{ 0.194383 , 0.968186 , 0.157578}},
29169 {{-0.037971 , 0.901794 , 0.007182 },{ 0.157607 , 0.981143 , 0.111887}},
29170 {{-0.041725 , 0.902246 , 0.008506 },{ 0.157607 , 0.981143 , 0.111887}},
29171 {{-0.033615 , 0.899803 , 0.018505 },{ 0.157607 , 0.981143 , 0.111887}},
29172 {{-0.037971 , 0.901794 , 0.007182 },{ 0.148262 , 0.982161 , 0.115661}},
29173 {{-0.033615 , 0.899803 , 0.018505 },{ 0.148262 , 0.982161 , 0.115661}},
29174 {{-0.030451 , 0.899538 , 0.016700 },{ 0.148262 , 0.982161 , 0.115661}},
29175 {{-0.045165 , 0.903246 , -0.048828 },{ 0.220464 , 0.974997 , 0.027846}},
29176 {{-0.052789 , 0.904127 , -0.019312 },{ 0.220464 , 0.974997 , 0.027846}},
29177 {{-0.048735 , 0.903581 , -0.032292 },{ 0.220464 , 0.974997 , 0.027846}},
29178 {{-0.045165 , 0.903246 , -0.048828 },{ 0.680540 , 0.716256 , 0.154406}},
29179 {{-0.050125 , 0.905231 , -0.036175 },{ 0.680540 , 0.716256 , 0.154406}},
29180 {{-0.052789 , 0.904127 , -0.019312 },{ 0.680540 , 0.716256 , 0.154406}},
29181 {{-0.049447 , 0.904066 , -0.017178 },{ 0.004503 , 0.999758 , 0.021514}},
29182 {{-0.052789 , 0.904127 , -0.019312 },{ 0.004503 , 0.999758 , 0.021514}},
29183 {{-0.053649 , 0.903747 , -0.001477 },{ 0.004503 , 0.999758 , 0.021514}},
29184 {{-0.048735 , 0.903581 , -0.032292 },{ 0.037561 , 0.998835 , -0.030283}},
29185 {{-0.052789 , 0.904127 , -0.019312 },{ 0.037561 , 0.998835 , -0.030283}},
29186 {{-0.049447 , 0.904066 , -0.017178 },{ 0.037561 , 0.998835 , -0.030283}},
29187 {{-0.052789 , 0.904127 , -0.019312 },{ 0.416303 , 0.905185 , 0.085630}},
29188 {{-0.057308 , 0.904553 , -0.001846 },{ 0.416303 , 0.905185 , 0.085630}},
29189 {{-0.058416 , 0.903035 , 0.019588 },{ 0.416303 , 0.905185 , 0.085630}},
29190 {{-0.052789 , 0.904127 , -0.019312 },{ -0.070025 , 0.997385 , 0.017870}},
29191 {{-0.058416 , 0.903035 , 0.019588 },{ -0.070025 , 0.997385 , 0.017870}},
29192 {{-0.053649 , 0.903747 , -0.001477 },{ -0.070025 , 0.997385 , 0.017870}},
29193 {{-0.050125 , 0.905231 , -0.036175 },{ 0.815078 , 0.555322 , 0.165123}},
29194 {{-0.053476 , 0.907005 , -0.025600 },{ 0.815078 , 0.555322 , 0.165123}},
29195 {{-0.052789 , 0.904127 , -0.019312 },{ 0.815078 , 0.555322 , 0.165123}},
29196 {{-0.053476 , 0.907005 , -0.025600 },{ 0.780803 , 0.595985 , 0.187480}},
29197 {{-0.057308 , 0.904553 , -0.001846 },{ 0.780803 , 0.595985 , 0.187480}},
29198 {{-0.052789 , 0.904127 , -0.019312 },{ 0.780803 , 0.595985 , 0.187480}},
29199 {{-0.047056 , 0.903644 , -0.003483 },{ -0.030798 , 0.998872 , 0.036152}},
29200 {{-0.049447 , 0.904066 , -0.017178 },{ -0.030798 , 0.998872 , 0.036152}},
29201 {{-0.051600 , 0.903018 , 0.009943 },{ -0.030798 , 0.998872 , 0.036152}},
29202 {{-0.049447 , 0.904066 , -0.017178 },{ 0.096797 , 0.994236 , 0.046102}},
29203 {{-0.053649 , 0.903747 , -0.001477 },{ 0.096797 , 0.994236 , 0.046102}},
29204 {{-0.051600 , 0.903018 , 0.009943 },{ 0.096797 , 0.994236 , 0.046102}},
29205 {{-0.041725 , 0.902246 , 0.008506 },{ 0.094266 , 0.988690 , 0.116639}},
29206 {{-0.051600 , 0.903018 , 0.009943 },{ 0.094266 , 0.988690 , 0.116639}},
29207 {{-0.046539 , 0.901570 , 0.018127 },{ 0.094266 , 0.988690 , 0.116639}},
29208 {{-0.041725 , 0.902246 , 0.008506 },{ 0.088749 , 0.993124 , 0.076344}},
29209 {{-0.047056 , 0.903644 , -0.003483 },{ 0.088749 , 0.993124 , 0.076344}},
29210 {{-0.051600 , 0.903018 , 0.009943 },{ 0.088749 , 0.993124 , 0.076344}},
29211 {{-0.051600 , 0.903018 , 0.009943 },{ 0.222566 , 0.967346 , 0.121272}},
29212 {{-0.056665 , 0.901861 , 0.028468 },{ 0.222566 , 0.967346 , 0.121272}},
29213 {{-0.051883 , 0.900331 , 0.031896 },{ 0.222566 , 0.967346 , 0.121272}},
29214 {{-0.046539 , 0.901570 , 0.018127 },{ 0.085422 , 0.988831 , 0.122134}},
29215 {{-0.051600 , 0.903018 , 0.009943 },{ 0.085422 , 0.988831 , 0.122134}},
29216 {{-0.051883 , 0.900331 , 0.031896 },{ 0.085422 , 0.988831 , 0.122134}},
29217 {{-0.051600 , 0.903018 , 0.009943 },{ 0.073727 , 0.996006 , 0.050354}},
29218 {{-0.053649 , 0.903747 , -0.001477 },{ 0.073727 , 0.996006 , 0.050354}},
29219 {{-0.058416 , 0.903035 , 0.019588 },{ 0.073727 , 0.996006 , 0.050354}},
29220 {{-0.051600 , 0.903018 , 0.009943 },{ 0.145850 , 0.984102 , 0.101343}},
29221 {{-0.058416 , 0.903035 , 0.019588 },{ 0.145850 , 0.984102 , 0.101343}},
29222 {{-0.056665 , 0.901861 , 0.028468 },{ 0.145850 , 0.984102 , 0.101343}},
29223 {{-0.033615 , 0.899803 , 0.018505 },{ 0.099949 , 0.982220 , 0.158915}},
29224 {{-0.041725 , 0.902246 , 0.008506 },{ 0.099949 , 0.982220 , 0.158915}},
29225 {{-0.038360 , 0.899032 , 0.026255 },{ 0.099949 , 0.982220 , 0.158915}},
29226 {{-0.038360 , 0.899032 , 0.026255 },{ 0.156858 , 0.976604 , 0.147109}},
29227 {{-0.041725 , 0.902246 , 0.008506 },{ 0.156858 , 0.976604 , 0.147109}},
29228 {{-0.046539 , 0.901570 , 0.018127 },{ 0.156858 , 0.976604 , 0.147109}},
29229 {{-0.023474 , 0.896570 , 0.026329 },{ 0.158528 , 0.964821 , 0.209735}},
29230 {{-0.038360 , 0.899032 , 0.026255 },{ 0.158528 , 0.964821 , 0.209735}},
29231 {{-0.028196 , 0.895772 , 0.033569 },{ 0.158528 , 0.964821 , 0.209735}},
29232 {{-0.023474 , 0.896570 , 0.026329 },{ 0.159142 , 0.968058 , 0.193748}},
29233 {{-0.033615 , 0.899803 , 0.018505 },{ 0.159142 , 0.968058 , 0.193748}},
29234 {{-0.038360 , 0.899032 , 0.026255 },{ 0.159142 , 0.968058 , 0.193748}},
29235 {{-0.034310 , 0.894632 , 0.042888 },{ 0.182681 , 0.960567 , 0.209616}},
29236 {{-0.038360 , 0.899032 , 0.026255 },{ 0.182681 , 0.960567 , 0.209616}},
29237 {{-0.043898 , 0.897745 , 0.036979 },{ 0.182681 , 0.960567 , 0.209616}},
29238 {{-0.028196 , 0.895772 , 0.033569 },{ 0.152389 , 0.964001 , 0.217900}},
29239 {{-0.038360 , 0.899032 , 0.026255 },{ 0.152389 , 0.964001 , 0.217900}},
29240 {{-0.034310 , 0.894632 , 0.042888 },{ 0.152389 , 0.964001 , 0.217900}},
29241 {{-0.038360 , 0.899032 , 0.026255 },{ 0.155676 , 0.976612 , 0.148301}},
29242 {{-0.046539 , 0.901570 , 0.018127 },{ 0.155676 , 0.976612 , 0.148301}},
29243 {{-0.051883 , 0.900331 , 0.031896 },{ 0.155676 , 0.976612 , 0.148301}},
29244 {{-0.038360 , 0.899032 , 0.026255 },{ 0.179092 , 0.961617 , 0.207889}},
29245 {{-0.051883 , 0.900331 , 0.031896 },{ 0.179092 , 0.961617 , 0.207889}},
29246 {{-0.043898 , 0.897745 , 0.036979 },{ 0.179092 , 0.961617 , 0.207889}},
29247 {{0.001237 , 0.882271 , -0.102883 },{ 0.198816 , 0.379561 , 0.903551}},
29248 {{0.000752 , 0.878471 , -0.101180 },{ 0.198816 , 0.379561 , 0.903551}},
29249 {{0.016046 , 0.873038 , -0.102263 },{ 0.198816 , 0.379561 , 0.903551}},
29250 {{0.001237 , 0.882271 , -0.102883 },{ 0.175678 , 0.343720 , 0.922493}},
29251 {{0.016046 , 0.873038 , -0.102263 },{ 0.175678 , 0.343720 , 0.922493}},
29252 {{0.017040 , 0.876706 , -0.103819 },{ 0.175678 , 0.343720 , 0.922493}},
29253 {{-0.013628 , 0.884695 , -0.095921 },{ 0.444145 , 0.318600 , 0.837394}},
29254 {{0.000752 , 0.878471 , -0.101180 },{ 0.444145 , 0.318600 , 0.837394}},
29255 {{0.001237 , 0.882271 , -0.102883 },{ 0.444145 , 0.318600 , 0.837394}},
29256 {{-0.013628 , 0.884695 , -0.095921 },{ 0.444114 , 0.321075 , 0.836465}},
29257 {{0.001237 , 0.882271 , -0.102883 },{ 0.444114 , 0.321075 , 0.836465}},
29258 {{-0.013307 , 0.888771 , -0.097656 },{ 0.444114 , 0.321075 , 0.836465}},
29259 {{-0.013307 , 0.888771 , -0.097656 },{ 0.385590 , 0.127976 , 0.913752}},
29260 {{0.001237 , 0.882271 , -0.102883 },{ 0.385590 , 0.127976 , 0.913752}},
29261 {{0.002444 , 0.887188 , -0.104081 },{ 0.385590 , 0.127976 , 0.913752}},
29262 {{-0.013307 , 0.888771 , -0.097656 },{ 0.385124 , 0.116116 , 0.915531}},
29263 {{0.002444 , 0.887188 , -0.104081 },{ 0.385124 , 0.116116 , 0.915531}},
29264 {{-0.012006 , 0.893949 , -0.098860 },{ 0.385124 , 0.116116 , 0.915531}},
29265 {{0.001237 , 0.882271 , -0.102883 },{ 0.123338 , 0.186304 , 0.974720}},
29266 {{0.017040 , 0.876706 , -0.103819 },{ 0.123338 , 0.186304 , 0.974720}},
29267 {{0.018537 , 0.881580 , -0.104940 },{ 0.123338 , 0.186304 , 0.974720}},
29268 {{0.002444 , 0.887188 , -0.104081 },{ 0.123650 , 0.206144 , 0.970678}},
29269 {{0.001237 , 0.882271 , -0.102883 },{ 0.123650 , 0.206144 , 0.970678}},
29270 {{0.018537 , 0.881580 , -0.104940 },{ 0.123650 , 0.206144 , 0.970678}},
29271 {{0.029009 , 0.868597 , -0.099486 },{ -0.279750 , 0.446747 , 0.849798}},
29272 {{0.040289 , 0.864877 , -0.093817 },{ -0.279750 , 0.446747 , 0.849798}},
29273 {{0.042129 , 0.868289 , -0.095005 },{ -0.279750 , 0.446747 , 0.849798}},
29274 {{0.029009 , 0.868597 , -0.099486 },{ -0.279503 , 0.448103 , 0.849166}},
29275 {{0.042129 , 0.868289 , -0.095005 },{ -0.279503 , 0.448103 , 0.849166}},
29276 {{0.030452 , 0.872135 , -0.100878 },{ -0.279503 , 0.448103 , 0.849166}},
29277 {{0.016046 , 0.873038 , -0.102263 },{ -0.064084 , 0.387903 , 0.919470}},
29278 {{0.029009 , 0.868597 , -0.099486 },{ -0.064084 , 0.387903 , 0.919470}},
29279 {{0.030452 , 0.872135 , -0.100878 },{ -0.064084 , 0.387903 , 0.919470}},
29280 {{0.016046 , 0.873038 , -0.102263 },{ -0.062412 , 0.404047 , 0.912607}},
29281 {{0.030452 , 0.872135 , -0.100878 },{ -0.062412 , 0.404047 , 0.912607}},
29282 {{0.017040 , 0.876706 , -0.103819 },{ -0.062412 , 0.404047 , 0.912607}},
29283 {{0.017040 , 0.876706 , -0.103819 },{ -0.125531 , 0.249475 , 0.960211}},
29284 {{0.030452 , 0.872135 , -0.100878 },{ -0.125531 , 0.249475 , 0.960211}},
29285 {{0.032241 , 0.876938 , -0.101892 },{ -0.125531 , 0.249475 , 0.960211}},
29286 {{0.017040 , 0.876706 , -0.103819 },{ -0.125363 , 0.258791 , 0.957764}},
29287 {{0.032241 , 0.876938 , -0.101892 },{ -0.125363 , 0.258791 , 0.957764}},
29288 {{0.018537 , 0.881580 , -0.104940 },{ -0.125363 , 0.258791 , 0.957764}},
29289 {{0.030452 , 0.872135 , -0.100878 },{ -0.342141 , 0.313746 , 0.885722}},
29290 {{0.042129 , 0.868289 , -0.095005 },{ -0.342141 , 0.313746 , 0.885722}},
29291 {{0.044198 , 0.873007 , -0.095877 },{ -0.342141 , 0.313746 , 0.885722}},
29292 {{0.030452 , 0.872135 , -0.100878 },{ -0.342105 , 0.314374 , 0.885513}},
29293 {{0.044198 , 0.873007 , -0.095877 },{ -0.342105 , 0.314374 , 0.885513}},
29294 {{0.032241 , 0.876938 , -0.101892 },{ -0.342105 , 0.314374 , 0.885513}},
29295 {{-0.013628 , 0.884695 , -0.095921 },{ 0.717757 , 0.089137 , 0.690565}},
29296 {{-0.022938 , 0.896150 , -0.087723 },{ 0.717757 , 0.089137 , 0.690565}},
29297 {{-0.023851 , 0.891509 , -0.086175 },{ 0.717757 , 0.089137 , 0.690565}},
29298 {{-0.013307 , 0.888771 , -0.097656 },{ 0.772782 , 0.196079 , 0.603623}},
29299 {{-0.022938 , 0.896150 , -0.087723 },{ 0.772782 , 0.196079 , 0.603623}},
29300 {{-0.013628 , 0.884695 , -0.095921 },{ 0.772782 , 0.196079 , 0.603623}},
29301 {{-0.022938 , 0.896150 , -0.087723 },{ 0.830316 , -0.123449 , 0.543448}},
29302 {{-0.029900 , 0.902652 , -0.075609 },{ 0.830316 , -0.123449 , 0.543448}},
29303 {{-0.031528 , 0.897491 , -0.074294 },{ 0.830316 , -0.123449 , 0.543448}},
29304 {{-0.022938 , 0.896150 , -0.087723 },{ 0.842938 , 0.013569 , 0.537839}},
29305 {{-0.031528 , 0.897491 , -0.074294 },{ 0.842938 , 0.013569 , 0.537839}},
29306 {{-0.023851 , 0.891509 , -0.086175 },{ 0.842938 , 0.013569 , 0.537839}},
29307 {{-0.020781 , 0.902051 , -0.088821 },{ 0.825118 , -0.203542 , 0.527020}},
29308 {{-0.026811 , 0.909242 , -0.076603 },{ 0.825118 , -0.203542 , 0.527020}},
29309 {{-0.022938 , 0.896150 , -0.087723 },{ 0.825118 , -0.203542 , 0.527020}},
29310 {{-0.022938 , 0.896150 , -0.087723 },{ 0.764888 , -0.270343 , 0.584689}},
29311 {{-0.026811 , 0.909242 , -0.076603 },{ 0.764888 , -0.270343 , 0.584689}},
29312 {{-0.029900 , 0.902652 , -0.075609 },{ 0.764888 , -0.270343 , 0.584689}},
29313 {{-0.012006 , 0.893949 , -0.098860 },{ 0.712007 , -0.015666 , 0.701997}},
29314 {{-0.022938 , 0.896150 , -0.087723 },{ 0.712007 , -0.015666 , 0.701997}},
29315 {{-0.013307 , 0.888771 , -0.097656 },{ 0.712007 , -0.015666 , 0.701997}},
29316 {{-0.020781 , 0.902051 , -0.088821 },{ 0.696008 , -0.122774 , 0.707460}},
29317 {{-0.022938 , 0.896150 , -0.087723 },{ 0.696008 , -0.122774 , 0.707460}},
29318 {{-0.012006 , 0.893949 , -0.098860 },{ 0.696008 , -0.122774 , 0.707460}},
29319 {{-0.007188 , 0.926693 , -0.079748 },{ -0.583898 , 0.353570 , -0.730788}},
29320 {{-0.013062 , 0.916885 , -0.079800 },{ -0.583898 , 0.353570 , -0.730788}},
29321 {{-0.014913 , 0.919849 , -0.076887 },{ -0.583898 , 0.353570 , -0.730788}},
29322 {{-0.007188 , 0.926693 , -0.079748 },{ -0.544940 , 0.330450 , -0.770612}},
29323 {{-0.006093 , 0.920374 , -0.083232 },{ -0.544940 , 0.330450 , -0.770612}},
29324 {{-0.013062 , 0.916885 , -0.079800 },{ -0.544940 , 0.330450 , -0.770612}},
29325 {{-0.014289 , 0.911462 , -0.080091 },{ -0.714311 , 0.202739 , -0.669818}},
29326 {{-0.023047 , 0.908648 , -0.071603 },{ -0.714311 , 0.202739 , -0.669818}},
29327 {{-0.014913 , 0.919849 , -0.076887 },{ -0.714311 , 0.202739 , -0.669818}},
29328 {{-0.014289 , 0.911462 , -0.080091 },{ -0.722771 , 0.199048 , -0.661803}},
29329 {{-0.014913 , 0.919849 , -0.076887 },{ -0.722771 , 0.199048 , -0.661803}},
29330 {{-0.013062 , 0.916885 , -0.079800 },{ -0.722771 , 0.199048 , -0.661803}},
29331 {{-0.006093 , 0.920374 , -0.083232 },{ -0.517987 , 0.222072 , -0.826059}},
29332 {{-0.006396 , 0.912596 , -0.085133 },{ -0.517987 , 0.222072 , -0.826059}},
29333 {{-0.013062 , 0.916885 , -0.079800 },{ -0.517987 , 0.222072 , -0.826059}},
29334 {{-0.013062 , 0.916885 , -0.079800 },{ -0.547708 , 0.167908 , -0.819648}},
29335 {{-0.006396 , 0.912596 , -0.085133 },{ -0.547708 , 0.167908 , -0.819648}},
29336 {{-0.014289 , 0.911462 , -0.080091 },{ -0.547708 , 0.167908 , -0.819648}},
29337 {{-0.031528 , 0.897491 , -0.074294 },{ 0.829675 , -0.166271 , 0.532910}},
29338 {{-0.036435 , 0.906521 , -0.063837 },{ 0.829675 , -0.166271 , 0.532910}},
29339 {{-0.038269 , 0.901222 , -0.062635 },{ 0.829675 , -0.166271 , 0.532910}},
29340 {{-0.029900 , 0.902652 , -0.075609 },{ 0.846571 , -0.135920 , 0.514629}},
29341 {{-0.036435 , 0.906521 , -0.063837 },{ 0.846571 , -0.135920 , 0.514629}},
29342 {{-0.031528 , 0.897491 , -0.074294 },{ 0.846571 , -0.135920 , 0.514629}},
29343 {{-0.036435 , 0.906521 , -0.063837 },{ 0.869327 , -0.091009 , 0.485786}},
29344 {{-0.042177 , 0.908200 , -0.053247 },{ 0.869327 , -0.091009 , 0.485786}},
29345 {{-0.045165 , 0.903246 , -0.048828 },{ 0.869327 , -0.091009 , 0.485786}},
29346 {{-0.036435 , 0.906521 , -0.063837 },{ 0.865709 , -0.195059 , 0.460978}},
29347 {{-0.045165 , 0.903246 , -0.048828 },{ 0.865709 , -0.195059 , 0.460978}},
29348 {{-0.038269 , 0.901222 , -0.062635 },{ 0.865709 , -0.195059 , 0.460978}},
29349 {{-0.033026 , 0.913273 , -0.064847 },{ 0.808713 , -0.336101 , 0.482721}},
29350 {{-0.039687 , 0.913926 , -0.053233 },{ 0.808713 , -0.336101 , 0.482721}},
29351 {{-0.036435 , 0.906521 , -0.063837 },{ 0.808713 , -0.336101 , 0.482721}},
29352 {{-0.036435 , 0.906521 , -0.063837 },{ 0.799565 , -0.348890 , 0.488847}},
29353 {{-0.039687 , 0.913926 , -0.053233 },{ 0.799565 , -0.348890 , 0.488847}},
29354 {{-0.042177 , 0.908200 , -0.053247 },{ 0.799565 , -0.348890 , 0.488847}},
29355 {{-0.026811 , 0.909242 , -0.076603 },{ 0.792773 , -0.290807 , 0.535670}},
29356 {{-0.036435 , 0.906521 , -0.063837 },{ 0.792773 , -0.290807 , 0.535670}},
29357 {{-0.029900 , 0.902652 , -0.075609 },{ 0.792773 , -0.290807 , 0.535670}},
29358 {{-0.026811 , 0.909242 , -0.076603 },{ 0.788191 , -0.319242 , 0.526155}},
29359 {{-0.033026 , 0.913273 , -0.064847 },{ 0.788191 , -0.319242 , 0.526155}},
29360 {{-0.036435 , 0.906521 , -0.063837 },{ 0.788191 , -0.319242 , 0.526155}},
29361 {{-0.014875 , 0.924759 , -0.074546 },{ -0.719128 , 0.473845 , -0.508257}},
29362 {{-0.018605 , 0.924058 , -0.069922 },{ -0.719128 , 0.473845 , -0.508257}},
29363 {{-0.012009 , 0.934698 , -0.069335 },{ -0.719128 , 0.473845 , -0.508257}},
29364 {{-0.008764 , 0.932019 , -0.075248 },{ -0.650257 , 0.491316 , -0.579460}},
29365 {{-0.014875 , 0.924759 , -0.074546 },{ -0.650257 , 0.491316 , -0.579460}},
29366 {{-0.012009 , 0.934698 , -0.069335 },{ -0.650257 , 0.491316 , -0.579460}},
29367 {{-0.023047 , 0.908648 , -0.071603 },{ -0.766893 , 0.283848 , -0.575591}},
29368 {{-0.018605 , 0.924058 , -0.069922 },{ -0.766893 , 0.283848 , -0.575591}},
29369 {{-0.014875 , 0.924759 , -0.074546 },{ -0.766893 , 0.283848 , -0.575591}},
29370 {{-0.023047 , 0.908648 , -0.071603 },{ -0.764771 , 0.282101 , -0.579262}},
29371 {{-0.014875 , 0.924759 , -0.074546 },{ -0.764771 , 0.282101 , -0.579262}},
29372 {{-0.014913 , 0.919849 , -0.076887 },{ -0.764771 , 0.282101 , -0.579262}},
29373 {{-0.008764 , 0.932019 , -0.075248 },{ -0.578777 , 0.419563 , -0.699274}},
29374 {{-0.007188 , 0.926693 , -0.079748 },{ -0.578777 , 0.419563 , -0.699274}},
29375 {{-0.014875 , 0.924759 , -0.074546 },{ -0.578777 , 0.419563 , -0.699274}},
29376 {{-0.007188 , 0.926693 , -0.079748 },{ -0.583661 , 0.353135 , -0.731188}},
29377 {{-0.014913 , 0.919849 , -0.076887 },{ -0.583661 , 0.353135 , -0.731188}},
29378 {{-0.014875 , 0.924759 , -0.074546 },{ -0.583661 , 0.353135 , -0.731188}},
29379 {{-0.045165 , 0.903246 , -0.048828 },{ 0.930634 , -0.006860 , 0.365886}},
29380 {{-0.046761 , 0.908130 , -0.044677 },{ 0.930634 , -0.006860 , 0.365886}},
29381 {{-0.050125 , 0.905231 , -0.036175 },{ 0.930634 , -0.006860 , 0.365886}},
29382 {{-0.042177 , 0.908200 , -0.053247 },{ 0.876682 , -0.111295 , 0.468019}},
29383 {{-0.046761 , 0.908130 , -0.044677 },{ 0.876682 , -0.111295 , 0.468019}},
29384 {{-0.045165 , 0.903246 , -0.048828 },{ 0.876682 , -0.111295 , 0.468019}},
29385 {{-0.046761 , 0.908130 , -0.044677 },{ 0.916653 , -0.255194 , 0.307608}},
29386 {{-0.047053 , 0.910983 , -0.041440 },{ 0.916653 , -0.255194 , 0.307608}},
29387 {{-0.053476 , 0.907005 , -0.025600 },{ 0.916653 , -0.255194 , 0.307608}},
29388 {{-0.046761 , 0.908130 , -0.044677 },{ 0.935953 , -0.144960 , 0.320902}},
29389 {{-0.053476 , 0.907005 , -0.025600 },{ 0.935953 , -0.144960 , 0.320902}},
29390 {{-0.050125 , 0.905231 , -0.036175 },{ 0.935953 , -0.144960 , 0.320902}},
29391 {{-0.042177 , 0.908200 , -0.053247 },{ 0.824075 , -0.359424 , 0.437854}},
29392 {{-0.039687 , 0.913926 , -0.053233 },{ 0.824075 , -0.359424 , 0.437854}},
29393 {{-0.046761 , 0.908130 , -0.044677 },{ 0.824075 , -0.359424 , 0.437854}},
29394 {{-0.039687 , 0.913926 , -0.053233 },{ 0.821990 , -0.388419 , 0.416488}},
29395 {{-0.047053 , 0.910983 , -0.041440 },{ 0.821990 , -0.388419 , 0.416488}},
29396 {{-0.046761 , 0.908130 , -0.044677 },{ 0.821990 , -0.388419 , 0.416488}},
29397 {{-0.027980 , 0.930391 , -0.050690 },{ -0.838622 , 0.493812 , -0.229921}},
29398 {{-0.031032 , 0.926683 , -0.047522 },{ -0.838622 , 0.493812 , -0.229921}},
29399 {{-0.027097 , 0.935242 , -0.043492 },{ -0.838622 , 0.493812 , -0.229921}},
29400 {{-0.027980 , 0.930391 , -0.050690 },{ -0.801963 , 0.536329 , -0.263072}},
29401 {{-0.027097 , 0.935242 , -0.043492 },{ -0.801963 , 0.536329 , -0.263072}},
29402 {{-0.023285 , 0.938310 , -0.048858 },{ -0.801963 , 0.536329 , -0.263072}},
29403 {{-0.026601 , 0.927500 , -0.055347 },{ -0.833092 , 0.324358 , -0.448051}},
29404 {{-0.033907 , 0.913933 , -0.051584 },{ -0.833092 , 0.324358 , -0.448051}},
29405 {{-0.027980 , 0.930391 , -0.050690 },{ -0.833092 , 0.324358 , -0.448051}},
29406 {{-0.033907 , 0.913933 , -0.051584 },{ -0.842166 , 0.326594 , -0.429060}},
29407 {{-0.031032 , 0.926683 , -0.047522 },{ -0.842166 , 0.326594 , -0.429060}},
29408 {{-0.027980 , 0.930391 , -0.050690 },{ -0.842166 , 0.326594 , -0.429060}},
29409 {{-0.019884 , 0.938123 , -0.055040 },{ -0.734573 , 0.532733 , -0.420235}},
29410 {{-0.027980 , 0.930391 , -0.050690 },{ -0.734573 , 0.532733 , -0.420235}},
29411 {{-0.023285 , 0.938310 , -0.048858 },{ -0.734573 , 0.532733 , -0.420235}},
29412 {{-0.026601 , 0.927500 , -0.055347 },{ -0.722145 , 0.471250 , -0.506388}},
29413 {{-0.027980 , 0.930391 , -0.050690 },{ -0.722145 , 0.471250 , -0.506388}},
29414 {{-0.019884 , 0.938123 , -0.055040 },{ -0.722145 , 0.471250 , -0.506388}},
29415 {{0.031896 , 0.912055 , -0.090276 },{ -0.550335 , 0.223600 , -0.804447}},
29416 {{0.032338 , 0.903134 , -0.093058 },{ -0.550335 , 0.223600 , -0.804447}},
29417 {{0.029380 , 0.897854 , -0.092502 },{ -0.550335 , 0.223600 , -0.804447}},
29418 {{0.034669 , 0.913949 , -0.091339 },{ -0.485256 , 0.238308 , -0.841271}},
29419 {{0.032338 , 0.903134 , -0.093058 },{ -0.485256 , 0.238308 , -0.841271}},
29420 {{0.031896 , 0.912055 , -0.090276 },{ -0.485256 , 0.238308 , -0.841271}},
29421 {{0.032142 , 0.898458 , -0.093849 },{ -0.461406 , 0.166566 , -0.871413}},
29422 {{0.026033 , 0.883220 , -0.093527 },{ -0.461406 , 0.166566 , -0.871413}},
29423 {{0.029380 , 0.897854 , -0.092502 },{ -0.461406 , 0.166566 , -0.871413}},
29424 {{0.032142 , 0.898458 , -0.093849 },{ -0.461423 , 0.166742 , -0.871370}},
29425 {{0.029380 , 0.897854 , -0.092502 },{ -0.461423 , 0.166742 , -0.871370}},
29426 {{0.032338 , 0.903134 , -0.093058 },{ -0.461423 , 0.166742 , -0.871370}},
29427 {{0.034669 , 0.913949 , -0.091339 },{ -0.425377 , 0.230778 , -0.875098}},
29428 {{0.036655 , 0.913355 , -0.092461 },{ -0.425377 , 0.230778 , -0.875098}},
29429 {{0.032338 , 0.903134 , -0.093058 },{ -0.425377 , 0.230778 , -0.875098}},
29430 {{0.036655 , 0.913355 , -0.092461 },{ -0.275360 , 0.171552 , -0.945910}},
29431 {{0.032142 , 0.898458 , -0.093849 },{ -0.275360 , 0.171552 , -0.945910}},
29432 {{0.032338 , 0.903134 , -0.093058 },{ -0.275360 , 0.171552 , -0.945910}},
29433 {{0.040298 , 0.896485 , -0.092649 },{ 0.299529 , -0.126230 , -0.945700}},
29434 {{0.047586 , 0.894457 , -0.090070 },{ 0.299529 , -0.126230 , -0.945700}},
29435 {{0.042787 , 0.880365 , -0.089709 },{ 0.299529 , -0.126230 , -0.945700}},
29436 {{0.040298 , 0.896485 , -0.092649 },{ 0.319467 , -0.122058 , -0.939704}},
29437 {{0.042787 , 0.880365 , -0.089709 },{ 0.319467 , -0.122058 , -0.939704}},
29438 {{0.035023 , 0.882848 , -0.092671 },{ 0.319467 , -0.122058 , -0.939704}},
29439 {{0.051902 , 0.910563 , -0.088587 },{ 0.333001 , -0.002414 , -0.942923}},
29440 {{0.047586 , 0.894457 , -0.090070 },{ 0.333001 , -0.002414 , -0.942923}},
29441 {{0.040298 , 0.896485 , -0.092649 },{ 0.333001 , -0.002414 , -0.942923}},
29442 {{0.051902 , 0.910563 , -0.088587 },{ 0.336960 , -0.006088 , -0.941499}},
29443 {{0.040298 , 0.896485 , -0.092649 },{ 0.336960 , -0.006088 , -0.941499}},
29444 {{0.044739 , 0.912169 , -0.091161 },{ 0.336960 , -0.006088 , -0.941499}},
29445 {{0.044739 , 0.912169 , -0.091161 },{ 0.157009 , 0.049123 , -0.986375}},
29446 {{0.040298 , 0.896485 , -0.092649 },{ 0.157009 , 0.049123 , -0.986375}},
29447 {{0.032142 , 0.898458 , -0.093849 },{ 0.157009 , 0.049123 , -0.986375}},
29448 {{0.044739 , 0.912169 , -0.091161 },{ 0.164628 , 0.041945 , -0.985463}},
29449 {{0.032142 , 0.898458 , -0.093849 },{ 0.164628 , 0.041945 , -0.985463}},
29450 {{0.036655 , 0.913355 , -0.092461 },{ 0.164628 , 0.041945 , -0.985463}},
29451 {{0.040298 , 0.896485 , -0.092649 },{ 0.093317 , -0.034491 , -0.995039}},
29452 {{0.035023 , 0.882848 , -0.092671 },{ 0.093317 , -0.034491 , -0.995039}},
29453 {{0.026033 , 0.883220 , -0.093527 },{ 0.093317 , -0.034491 , -0.995039}},
29454 {{0.032142 , 0.898458 , -0.093849 },{ 0.128056 , -0.072240 , -0.989132}},
29455 {{0.040298 , 0.896485 , -0.092649 },{ 0.128056 , -0.072240 , -0.989132}},
29456 {{0.026033 , 0.883220 , -0.093527 },{ 0.128056 , -0.072240 , -0.989132}},
29457 {{0.046158 , 0.927036 , -0.085902 },{ 0.391668 , 0.279457 , -0.876641}},
29458 {{0.053428 , 0.925737 , -0.083068 },{ 0.391668 , 0.279457 , -0.876641}},
29459 {{0.051902 , 0.910563 , -0.088587 },{ 0.391668 , 0.279457 , -0.876641}},
29460 {{0.046158 , 0.927036 , -0.085902 },{ 0.379269 , 0.276187 , -0.883106}},
29461 {{0.051902 , 0.910563 , -0.088587 },{ 0.379269 , 0.276187 , -0.883106}},
29462 {{0.044739 , 0.912169 , -0.091161 },{ 0.379269 , 0.276187 , -0.883106}},
29463 {{0.044708 , 0.939519 , -0.077514 },{ 0.399417 , 0.542828 , -0.738785}},
29464 {{0.052140 , 0.938456 , -0.074277 },{ 0.399417 , 0.542828 , -0.738785}},
29465 {{0.046158 , 0.927036 , -0.085902 },{ 0.399417 , 0.542828 , -0.738785}},
29466 {{0.052140 , 0.938456 , -0.074277 },{ 0.386768 , 0.550514 , -0.739827}},
29467 {{0.053428 , 0.925737 , -0.083068 },{ 0.386768 , 0.550514 , -0.739827}},
29468 {{0.046158 , 0.927036 , -0.085902 },{ 0.386768 , 0.550514 , -0.739827}},
29469 {{0.036423 , 0.939508 , -0.079934 },{ 0.208910 , 0.549998 , -0.808616}},
29470 {{0.046158 , 0.927036 , -0.085902 },{ 0.208910 , 0.549998 , -0.808616}},
29471 {{0.037972 , 0.927571 , -0.087653 },{ 0.208910 , 0.549998 , -0.808616}},
29472 {{0.044708 , 0.939519 , -0.077514 },{ 0.231422 , 0.560973 , -0.794829}},
29473 {{0.046158 , 0.927036 , -0.085902 },{ 0.231422 , 0.560973 , -0.794829}},
29474 {{0.036423 , 0.939508 , -0.079934 },{ 0.231422 , 0.560973 , -0.794829}},
29475 {{0.046158 , 0.927036 , -0.085902 },{ 0.195156 , 0.310467 , -0.930336}},
29476 {{0.044739 , 0.912169 , -0.091161 },{ 0.195156 , 0.310467 , -0.930336}},
29477 {{0.036655 , 0.913355 , -0.092461 },{ 0.195156 , 0.310467 , -0.930336}},
29478 {{0.037972 , 0.927571 , -0.087653 },{ 0.218260 , 0.294454 , -0.930408}},
29479 {{0.046158 , 0.927036 , -0.085902 },{ 0.218260 , 0.294454 , -0.930408}},
29480 {{0.036655 , 0.913355 , -0.092461 },{ 0.218260 , 0.294454 , -0.930408}},
29481 {{0.044708 , 0.939519 , -0.077514 },{ 0.335701 , 0.799240 , -0.498518}},
29482 {{0.040546 , 0.948049 , -0.066641 },{ 0.335701 , 0.799240 , -0.498518}},
29483 {{0.048016 , 0.947195 , -0.062980 },{ 0.335701 , 0.799240 , -0.498518}},
29484 {{0.044708 , 0.939519 , -0.077514 },{ 0.331676 , 0.800932 , -0.498496}},
29485 {{0.048016 , 0.947195 , -0.062980 },{ 0.331676 , 0.800932 , -0.498496}},
29486 {{0.052140 , 0.938456 , -0.074277 },{ 0.331676 , 0.800932 , -0.498496}},
29487 {{0.040546 , 0.948049 , -0.066641 },{ 0.252374 , 0.916213 , -0.311227}},
29488 {{0.034932 , 0.953600 , -0.054852 },{ 0.252374 , 0.916213 , -0.311227}},
29489 {{0.042394 , 0.952903 , -0.050853 },{ 0.252374 , 0.916213 , -0.311227}},
29490 {{0.040546 , 0.948049 , -0.066641 },{ 0.257193 , 0.914825 , -0.311364}},
29491 {{0.042394 , 0.952903 , -0.050853 },{ 0.257193 , 0.914825 , -0.311364}},
29492 {{0.048016 , 0.947195 , -0.062980 },{ 0.257193 , 0.914825 , -0.311364}},
29493 {{0.032340 , 0.947569 , -0.069811 },{ 0.086520 , 0.918692 , -0.385382}},
29494 {{0.026844 , 0.952774 , -0.058637 },{ 0.086520 , 0.918692 , -0.385382}},
29495 {{0.034932 , 0.953600 , -0.054852 },{ 0.086520 , 0.918692 , -0.385382}},
29496 {{0.032340 , 0.947569 , -0.069811 },{ 0.095608 , 0.917355 , -0.386417}},
29497 {{0.034932 , 0.953600 , -0.054852 },{ 0.095608 , 0.917355 , -0.386417}},
29498 {{0.040546 , 0.948049 , -0.066641 },{ 0.095608 , 0.917355 , -0.386417}},
29499 {{0.036423 , 0.939508 , -0.079934 },{ 0.173138 , 0.803307 , -0.569843}},
29500 {{0.032340 , 0.947569 , -0.069811 },{ 0.173138 , 0.803307 , -0.569843}},
29501 {{0.040546 , 0.948049 , -0.066641 },{ 0.173138 , 0.803307 , -0.569843}},
29502 {{0.036423 , 0.939508 , -0.079934 },{ 0.165099 , 0.805681 , -0.568876}},
29503 {{0.040546 , 0.948049 , -0.066641 },{ 0.165099 , 0.805681 , -0.568876}},
29504 {{0.044708 , 0.939519 , -0.077514 },{ 0.165099 , 0.805681 , -0.568876}},
29505 {{0.023029 , 0.958922 , -0.032912 },{ 0.065655 , 0.997677 , 0.018179}},
29506 {{0.016516 , 0.959154 , -0.022121 },{ 0.065655 , 0.997677 , 0.018179}},
29507 {{0.023742 , 0.958596 , -0.017594 },{ 0.065655 , 0.997677 , 0.018179}},
29508 {{0.023029 , 0.958922 , -0.032912 },{ 0.068207 , 0.997508 , 0.018057}},
29509 {{0.023742 , 0.958596 , -0.017594 },{ 0.068207 , 0.997508 , 0.018057}},
29510 {{0.030468 , 0.958336 , -0.028641 },{ 0.068207 , 0.997508 , 0.018057}},
29511 {{0.016516 , 0.959154 , -0.022121 },{ -0.036877 , 0.978771 , 0.201612}},
29512 {{0.008743 , 0.956634 , -0.011309 },{ -0.036877 , 0.978771 , 0.201612}},
29513 {{0.016019 , 0.955913 , -0.006478 },{ -0.036877 , 0.978771 , 0.201612}},
29514 {{0.023742 , 0.958596 , -0.017594 },{ -0.050427 , 0.978276 , 0.201079}},
29515 {{0.016516 , 0.959154 , -0.022121 },{ -0.050427 , 0.978276 , 0.201079}},
29516 {{0.016019 , 0.955913 , -0.006478 },{ -0.050427 , 0.978276 , 0.201079}},
29517 {{0.016516 , 0.959154 , -0.022121 },{ -0.190065 , 0.979079 , 0.072664}},
29518 {{0.008929 , 0.958039 , -0.026943 },{ -0.190065 , 0.979079 , 0.072664}},
29519 {{0.001250 , 0.955782 , -0.016618 },{ -0.190065 , 0.979079 , 0.072664}},
29520 {{0.016516 , 0.959154 , -0.022121 },{ -0.180789 , 0.978616 , 0.098113}},
29521 {{0.001250 , 0.955782 , -0.016618 },{ -0.180789 , 0.978616 , 0.098113}},
29522 {{0.008743 , 0.956634 , -0.011309 },{ -0.180789 , 0.978616 , 0.098113}},
29523 {{0.015060 , 0.957850 , -0.037195 },{ -0.097244 , 0.992320 , -0.076444}},
29524 {{0.008929 , 0.958039 , -0.026943 },{ -0.097244 , 0.992320 , -0.076444}},
29525 {{0.016516 , 0.959154 , -0.022121 },{ -0.097244 , 0.992320 , -0.076444}},
29526 {{0.015060 , 0.957850 , -0.037195 },{ -0.092170 , 0.992764 , -0.076972}},
29527 {{0.016516 , 0.959154 , -0.022121 },{ -0.092170 , 0.992764 , -0.076972}},
29528 {{0.023029 , 0.958922 , -0.032912 },{ -0.092170 , 0.992764 , -0.076972}},
29529 {{0.016019 , 0.955913 , -0.006478 },{ -0.141581 , 0.885538 , 0.442468}},
29530 {{-0.001141 , 0.950154 , -0.000443 },{ -0.141581 , 0.885538 , 0.442468}},
29531 {{0.006879 , 0.948891 , 0.004651 },{ -0.141581 , 0.885538 , 0.442468}},
29532 {{0.016019 , 0.955913 , -0.006478 },{ -0.167744 , 0.906310 , 0.387897}},
29533 {{0.008743 , 0.956634 , -0.011309 },{ -0.167744 , 0.906310 , 0.387897}},
29534 {{-0.001141 , 0.950154 , -0.000443 },{ -0.167744 , 0.906310 , 0.387897}},
29535 {{-0.001141 , 0.950154 , -0.000443 },{ -0.125040 , 0.840473 , 0.527229}},
29536 {{-0.012080 , 0.941694 , 0.010449 },{ -0.125040 , 0.840473 , 0.527229}},
29537 {{-0.002969 , 0.939701 , 0.015787 },{ -0.125040 , 0.840473 , 0.527229}},
29538 {{0.006879 , 0.948891 , 0.004651 },{ -0.195899 , 0.834326 , 0.515289}},
29539 {{-0.001141 , 0.950154 , -0.000443 },{ -0.195899 , 0.834326 , 0.515289}},
29540 {{-0.002969 , 0.939701 , 0.015787 },{ -0.195899 , 0.834326 , 0.515289}},
29541 {{-0.001141 , 0.950154 , -0.000443 },{ -0.229645 , 0.907912 , 0.350656}},
29542 {{-0.009392 , 0.950148 , -0.005831 },{ -0.229645 , 0.907912 , 0.350656}},
29543 {{-0.021516 , 0.942826 , 0.005187 },{ -0.229645 , 0.907912 , 0.350656}},
29544 {{-0.001141 , 0.950154 , -0.000443 },{ -0.171444 , 0.854033 , 0.491157}},
29545 {{-0.021516 , 0.942826 , 0.005187 },{ -0.171444 , 0.854033 , 0.491157}},
29546 {{-0.012080 , 0.941694 , 0.010449 },{ -0.171444 , 0.854033 , 0.491157}},
29547 {{0.008743 , 0.956634 , -0.011309 },{ -0.298145 , 0.914330 , 0.274063}},
29548 {{0.001250 , 0.955782 , -0.016618 },{ -0.298145 , 0.914330 , 0.274063}},
29549 {{-0.001141 , 0.950154 , -0.000443 },{ -0.298145 , 0.914330 , 0.274063}},
29550 {{0.001250 , 0.955782 , -0.016618 },{ -0.194366 , 0.935013 , 0.296601}},
29551 {{-0.009392 , 0.950148 , -0.005831 },{ -0.194366 , 0.935013 , 0.296601}},
29552 {{-0.001141 , 0.950154 , -0.000443 },{ -0.194366 , 0.935013 , 0.296601}},
29553 {{-0.017915 , 0.925287 , 0.012607 },{ -0.443294 , 0.280537 , 0.851345}},
29554 {{-0.009385 , 0.923474 , 0.017646 },{ -0.443294 , 0.280537 , 0.851345}},
29555 {{-0.004870 , 0.934772 , 0.016274 },{ -0.443294 , 0.280537 , 0.851345}},
29556 {{-0.017915 , 0.925287 , 0.012607 },{ -0.445703 , 0.284897 , 0.848635}},
29557 {{-0.004870 , 0.934772 , 0.016274 },{ -0.445703 , 0.284897 , 0.848635}},
29558 {{-0.013849 , 0.936137 , 0.011100 },{ -0.445703 , 0.284897 , 0.848635}},
29559 {{-0.022522 , 0.913171 , 0.014502 },{ -0.433378 , 0.292462 , 0.852437}},
29560 {{-0.014549 , 0.910826 , 0.019360 },{ -0.433378 , 0.292462 , 0.852437}},
29561 {{-0.009385 , 0.923474 , 0.017646 },{ -0.433378 , 0.292462 , 0.852437}},
29562 {{-0.022522 , 0.913171 , 0.014502 },{ -0.437449 , 0.298980 , 0.848086}},
29563 {{-0.009385 , 0.923474 , 0.017646 },{ -0.437449 , 0.298980 , 0.848086}},
29564 {{-0.017915 , 0.925287 , 0.012607 },{ -0.437449 , 0.298980 , 0.848086}},
29565 {{-0.028551 , 0.914972 , 0.010796 },{ -0.433722 , 0.297920 , 0.850370}},
29566 {{-0.022522 , 0.913171 , 0.014502 },{ -0.433722 , 0.297920 , 0.850370}},
29567 {{-0.017915 , 0.925287 , 0.012607 },{ -0.433722 , 0.297920 , 0.850370}},
29568 {{-0.028551 , 0.914972 , 0.010796 },{ -0.439693 , 0.305064 , 0.844752}},
29569 {{-0.017915 , 0.925287 , 0.012607 },{ -0.439693 , 0.305064 , 0.844752}},
29570 {{-0.024516 , 0.926265 , 0.008818 },{ -0.439693 , 0.305064 , 0.844752}},
29571 {{-0.024516 , 0.926265 , 0.008818 },{ -0.445137 , 0.284734 , 0.848988}},
29572 {{-0.017915 , 0.925287 , 0.012607 },{ -0.445137 , 0.284734 , 0.848988}},
29573 {{-0.013849 , 0.936137 , 0.011100 },{ -0.445137 , 0.284734 , 0.848988}},
29574 {{-0.024516 , 0.926265 , 0.008818 },{ -0.444292 , 0.283634 , 0.849798}},
29575 {{-0.013849 , 0.936137 , 0.011100 },{ -0.444292 , 0.283634 , 0.849798}},
29576 {{-0.019930 , 0.933985 , 0.008639 },{ -0.444292 , 0.283634 , 0.849798}},
29577 {{-0.032929 , 0.925209 , -0.043594 },{ -0.923212 , 0.377099 , -0.074002}},
29578 {{-0.034937 , 0.920545 , -0.042310 },{ -0.923212 , 0.377099 , -0.074002}},
29579 {{-0.033797 , 0.924801 , -0.034844 },{ -0.923212 , 0.377099 , -0.074002}},
29580 {{-0.032929 , 0.925209 , -0.043594 },{ -0.896899 , 0.436882 , -0.068604}},
29581 {{-0.033797 , 0.924801 , -0.034844 },{ -0.896899 , 0.436882 , -0.068604}},
29582 {{-0.030609 , 0.930776 , -0.038473 },{ -0.896899 , 0.436882 , -0.068604}},
29583 {{-0.033907 , 0.913933 , -0.051584 },{ -0.900251 , 0.300985 , -0.314573}},
29584 {{-0.034937 , 0.920545 , -0.042310 },{ -0.900251 , 0.300985 , -0.314573}},
29585 {{-0.032929 , 0.925209 , -0.043594 },{ -0.900251 , 0.300985 , -0.314573}},
29586 {{-0.033907 , 0.913933 , -0.051584 },{ -0.897520 , 0.304117 , -0.319328}},
29587 {{-0.032929 , 0.925209 , -0.043594 },{ -0.897520 , 0.304117 , -0.319328}},
29588 {{-0.031032 , 0.926683 , -0.047522 },{ -0.897520 , 0.304117 , -0.319328}},
29589 {{-0.032929 , 0.925209 , -0.043594 },{ -0.853505 , 0.497693 , -0.154370}},
29590 {{-0.030609 , 0.930776 , -0.038473 },{ -0.853505 , 0.497693 , -0.154370}},
29591 {{-0.027097 , 0.935242 , -0.043492 },{ -0.853505 , 0.497693 , -0.154370}},
29592 {{-0.031032 , 0.926683 , -0.047522 },{ -0.841972 , 0.491678 , -0.222117}},
29593 {{-0.032929 , 0.925209 , -0.043594 },{ -0.841972 , 0.491678 , -0.222117}},
29594 {{-0.027097 , 0.935242 , -0.043492 },{ -0.841972 , 0.491678 , -0.222117}},
29595 {{-0.034961 , 0.907388 , 0.006389 },{ -0.902206 , 0.334854 , 0.271840}},
29596 {{-0.035168 , 0.901059 , 0.013498 },{ -0.902206 , 0.334854 , 0.271840}},
29597 {{-0.033400 , 0.907469 , 0.011470 },{ -0.902206 , 0.334854 , 0.271840}},
29598 {{-0.034961 , 0.907388 , 0.006389 },{ -0.902319 , 0.334517 , 0.271880}},
29599 {{-0.033400 , 0.907469 , 0.011470 },{ -0.902319 , 0.334517 , 0.271880}},
29600 {{-0.033852 , 0.909552 , 0.007407 },{ -0.902319 , 0.334517 , 0.271880}},
29601 {{-0.034754 , 0.913717 , -0.000719 },{ -0.884950 , 0.367181 , 0.286430}},
29602 {{-0.033852 , 0.909552 , 0.007407 },{ -0.884950 , 0.367181 , 0.286430}},
29603 {{-0.032080 , 0.916138 , 0.004439 },{ -0.884950 , 0.367181 , 0.286430}},
29604 {{-0.034754 , 0.913717 , -0.000719 },{ -0.902341 , 0.334625 , 0.271674}},
29605 {{-0.034961 , 0.907388 , 0.006389 },{ -0.902341 , 0.334625 , 0.271674}},
29606 {{-0.033852 , 0.909552 , 0.007407 },{ -0.902341 , 0.334625 , 0.271674}},
29607 {{-0.033852 , 0.909552 , 0.007407 },{ -0.897853 , 0.343189 , 0.275829}},
29608 {{-0.033400 , 0.907469 , 0.011470 },{ -0.897853 , 0.343189 , 0.275829}},
29609 {{-0.030810 , 0.915895 , 0.009417 },{ -0.897853 , 0.343189 , 0.275829}},
29610 {{-0.032080 , 0.916138 , 0.004439 },{ -0.901882 , 0.354137 , 0.247378}},
29611 {{-0.033852 , 0.909552 , 0.007407 },{ -0.901882 , 0.354137 , 0.247378}},
29612 {{-0.030810 , 0.915895 , 0.009417 },{ -0.901882 , 0.354137 , 0.247378}},
29613 {{-0.037033 , 0.914883 , -0.040822 },{ -0.975159 , 0.202855 , -0.088962}},
29614 {{-0.037960 , 0.915103 , -0.030159 },{ -0.975159 , 0.202855 , -0.088962}},
29615 {{-0.036544 , 0.918088 , -0.038874 },{ -0.975159 , 0.202855 , -0.088962}},
29616 {{-0.036544 , 0.918088 , -0.038874 },{ -0.941553 , 0.334675 , -0.038352}},
29617 {{-0.037960 , 0.915103 , -0.030159 },{ -0.941553 , 0.334675 , -0.038352}},
29618 {{-0.036192 , 0.919912 , -0.031598 },{ -0.941553 , 0.334675 , -0.038352}},
29619 {{-0.033907 , 0.913933 , -0.051584 },{ -0.934148 , 0.233293 , -0.270077}},
29620 {{-0.036544 , 0.918088 , -0.038874 },{ -0.934148 , 0.233293 , -0.270077}},
29621 {{-0.034937 , 0.920545 , -0.042310 },{ -0.934148 , 0.233293 , -0.270077}},
29622 {{-0.033907 , 0.913933 , -0.051584 },{ -0.903841 , 0.314337 , -0.290282}},
29623 {{-0.037033 , 0.914883 , -0.040822 },{ -0.903841 , 0.314337 , -0.290282}},
29624 {{-0.036544 , 0.918088 , -0.038874 },{ -0.903841 , 0.314337 , -0.290282}},
29625 {{-0.036544 , 0.918088 , -0.038874 },{ -0.911225 , 0.407784 , -0.058148}},
29626 {{-0.036192 , 0.919912 , -0.031598 },{ -0.911225 , 0.407784 , -0.058148}},
29627 {{-0.033797 , 0.924801 , -0.034844 },{ -0.911225 , 0.407784 , -0.058148}},
29628 {{-0.034937 , 0.920545 , -0.042310 },{ -0.895126 , 0.432117 , -0.109654}},
29629 {{-0.036544 , 0.918088 , -0.038874 },{ -0.895126 , 0.432117 , -0.109654}},
29630 {{-0.033797 , 0.924801 , -0.034844 },{ -0.895126 , 0.432117 , -0.109654}},
29631 {{0.021058 , 0.956149 , -0.047762 },{ -0.036158 , 0.983221 , -0.178801}},
29632 {{0.015060 , 0.957850 , -0.037195 },{ -0.036158 , 0.983221 , -0.178801}},
29633 {{0.023029 , 0.958922 , -0.032912 },{ -0.036158 , 0.983221 , -0.178801}},
29634 {{0.021058 , 0.956149 , -0.047762 },{ -0.031741 , 0.983265 , -0.179395}},
29635 {{0.023029 , 0.958922 , -0.032912 },{ -0.031741 , 0.983265 , -0.179395}},
29636 {{0.029131 , 0.957148 , -0.043715 },{ -0.031741 , 0.983265 , -0.179395}},
29637 {{0.026844 , 0.952774 , -0.058637 },{ 0.024086 , 0.958342 , -0.284607}},
29638 {{0.021058 , 0.956149 , -0.047762 },{ 0.024086 , 0.958342 , -0.284607}},
29639 {{0.029131 , 0.957148 , -0.043715 },{ 0.024086 , 0.958342 , -0.284607}},
29640 {{0.026844 , 0.952774 , -0.058637 },{ 0.036145 , 0.957487 , -0.286204}},
29641 {{0.029131 , 0.957148 , -0.043715 },{ 0.036145 , 0.957487 , -0.286204}},
29642 {{0.034932 , 0.953600 , -0.054852 },{ 0.036145 , 0.957487 , -0.286204}},
29643 {{0.034932 , 0.953600 , -0.054852 },{ 0.193142 , 0.959501 , -0.205070}},
29644 {{0.029131 , 0.957148 , -0.043715 },{ 0.193142 , 0.959501 , -0.205070}},
29645 {{0.036615 , 0.956528 , -0.039567 },{ 0.193142 , 0.959501 , -0.205070}},
29646 {{0.034932 , 0.953600 , -0.054852 },{ 0.199630 , 0.958078 , -0.205512}},
29647 {{0.036615 , 0.956528 , -0.039567 },{ 0.199630 , 0.958078 , -0.205512}},
29648 {{0.042394 , 0.952903 , -0.050853 },{ 0.199630 , 0.958078 , -0.205512}},
29649 {{0.029131 , 0.957148 , -0.043715 },{ 0.129056 , 0.987610 , -0.089284}},
29650 {{0.023029 , 0.958922 , -0.032912 },{ 0.129056 , 0.987610 , -0.089284}},
29651 {{0.030468 , 0.958336 , -0.028641 },{ 0.129056 , 0.987610 , -0.089284}},
29652 {{0.029131 , 0.957148 , -0.043715 },{ 0.131369 , 0.987288 , -0.089464}},
29653 {{0.030468 , 0.958336 , -0.028641 },{ 0.131369 , 0.987288 , -0.089464}},
29654 {{0.036615 , 0.956528 , -0.039567 },{ 0.131369 , 0.987288 , -0.089464}},
29655 {{-0.007055 , 0.945554 , -0.059586 },{ -0.561751 , 0.702862 , -0.436372}},
29656 {{-0.015920 , 0.936826 , -0.062232 },{ -0.561751 , 0.702862 , -0.436372}},
29657 {{-0.019884 , 0.938123 , -0.055040 },{ -0.561751 , 0.702862 , -0.436372}},
29658 {{-0.007055 , 0.945554 , -0.059586 },{ -0.561681 , 0.714327 , -0.417434}},
29659 {{-0.019884 , 0.938123 , -0.055040 },{ -0.561681 , 0.714327 , -0.417434}},
29660 {{-0.011499 , 0.946609 , -0.051801 },{ -0.561681 , 0.714327 , -0.417434}},
29661 {{-0.002864 , 0.942938 , -0.067413 },{ -0.515739 , 0.690638 , -0.506984}},
29662 {{-0.012009 , 0.934698 , -0.069335 },{ -0.515739 , 0.690638 , -0.506984}},
29663 {{-0.007055 , 0.945554 , -0.059586 },{ -0.515739 , 0.690638 , -0.506984}},
29664 {{-0.007055 , 0.945554 , -0.059586 },{ -0.528798 , 0.687844 , -0.497236}},
29665 {{-0.012009 , 0.934698 , -0.069335 },{ -0.528798 , 0.687844 , -0.497236}},
29666 {{-0.015920 , 0.936826 , -0.062232 },{ -0.528798 , 0.687844 , -0.497236}},
29667 {{0.007556 , 0.949978 , -0.064823 },{ -0.405315 , 0.785996 , -0.466829}},
29668 {{-0.007055 , 0.945554 , -0.059586 },{ -0.405315 , 0.785996 , -0.466829}},
29669 {{0.002706 , 0.952823 , -0.055822 },{ -0.405315 , 0.785996 , -0.466829}},
29670 {{0.007556 , 0.949978 , -0.064823 },{ -0.407021 , 0.778318 , -0.478075}},
29671 {{-0.002864 , 0.942938 , -0.067413 },{ -0.407021 , 0.778318 , -0.478075}},
29672 {{-0.007055 , 0.945554 , -0.059586 },{ -0.407021 , 0.778318 , -0.478075}},
29673 {{-0.007055 , 0.945554 , -0.059586 },{ -0.459539 , 0.806664 , -0.371641}},
29674 {{-0.011499 , 0.946609 , -0.051801 },{ -0.459539 , 0.806664 , -0.371641}},
29675 {{-0.002280 , 0.954028 , -0.047097 },{ -0.459539 , 0.806664 , -0.371641}},
29676 {{-0.007055 , 0.945554 , -0.059586 },{ -0.457406 , 0.807301 , -0.372888}},
29677 {{-0.002280 , 0.954028 , -0.047097 },{ -0.457406 , 0.807301 , -0.372888}},
29678 {{0.002706 , 0.952823 , -0.055822 },{ -0.457406 , 0.807301 , -0.372888}},
29679 {{-0.022994 , 0.925181 , -0.062640 },{ -0.820865 , 0.363122 , -0.440820}},
29680 {{-0.029173 , 0.912076 , -0.061929 },{ -0.820865 , 0.363122 , -0.440820}},
29681 {{-0.033907 , 0.913933 , -0.051584 },{ -0.820865 , 0.363122 , -0.440820}},
29682 {{-0.022994 , 0.925181 , -0.062640 },{ -0.813685 , 0.300092 , -0.497857}},
29683 {{-0.033907 , 0.913933 , -0.051584 },{ -0.813685 , 0.300092 , -0.497857}},
29684 {{-0.026601 , 0.927500 , -0.055347 },{ -0.813685 , 0.300092 , -0.497857}},
29685 {{-0.023047 , 0.908648 , -0.071603 },{ -0.799890 , 0.288007 , -0.526524}},
29686 {{-0.022994 , 0.925181 , -0.062640 },{ -0.799890 , 0.288007 , -0.526524}},
29687 {{-0.018605 , 0.924058 , -0.069922 },{ -0.799890 , 0.288007 , -0.526524}},
29688 {{-0.023047 , 0.908648 , -0.071603 },{ -0.745245 , 0.319635 , -0.585187}},
29689 {{-0.029173 , 0.912076 , -0.061929 },{ -0.745245 , 0.319635 , -0.585187}},
29690 {{-0.022994 , 0.925181 , -0.062640 },{ -0.745245 , 0.319635 , -0.585187}},
29691 {{-0.012009 , 0.934698 , -0.069335 },{ -0.716231 , 0.453668 , -0.530281}},
29692 {{-0.022994 , 0.925181 , -0.062640 },{ -0.716231 , 0.453668 , -0.530281}},
29693 {{-0.015920 , 0.936826 , -0.062232 },{ -0.716231 , 0.453668 , -0.530281}},
29694 {{-0.018605 , 0.924058 , -0.069922 },{ -0.719807 , 0.474194 , -0.506970}},
29695 {{-0.022994 , 0.925181 , -0.062640 },{ -0.719807 , 0.474194 , -0.506970}},
29696 {{-0.012009 , 0.934698 , -0.069335 },{ -0.719807 , 0.474194 , -0.506970}},
29697 {{-0.022994 , 0.925181 , -0.062640 },{ -0.721911 , 0.471115 , -0.506848}},
29698 {{-0.026601 , 0.927500 , -0.055347 },{ -0.721911 , 0.471115 , -0.506848}},
29699 {{-0.019884 , 0.938123 , -0.055040 },{ -0.721911 , 0.471115 , -0.506848}},
29700 {{-0.022994 , 0.925181 , -0.062640 },{ -0.737213 , 0.465009 , -0.490187}},
29701 {{-0.019884 , 0.938123 , -0.055040 },{ -0.737213 , 0.465009 , -0.490187}},
29702 {{-0.015920 , 0.936826 , -0.062232 },{ -0.737213 , 0.465009 , -0.490187}},
29703 {{0.035360 , 0.926481 , -0.086650 },{ -0.474802 , 0.432338 , -0.766581}},
29704 {{0.032749 , 0.925392 , -0.085647 },{ -0.474802 , 0.432338 , -0.766581}},
29705 {{0.031515 , 0.936484 , -0.078627 },{ -0.474802 , 0.432338 , -0.766581}},
29706 {{0.035360 , 0.926481 , -0.086650 },{ -0.471731 , 0.434196 , -0.767426}},
29707 {{0.031515 , 0.936484 , -0.078627 },{ -0.471731 , 0.434196 , -0.767426}},
29708 {{0.033969 , 0.937996 , -0.079280 },{ -0.471731 , 0.434196 , -0.767426}},
29709 {{0.035360 , 0.926481 , -0.086650 },{ -0.523306 , 0.323781 , -0.788237}},
29710 {{0.034669 , 0.913949 , -0.091339 },{ -0.523306 , 0.323781 , -0.788237}},
29711 {{0.031896 , 0.912055 , -0.090276 },{ -0.523306 , 0.323781 , -0.788237}},
29712 {{0.035360 , 0.926481 , -0.086650 },{ -0.452666 , 0.318075 , -0.833020}},
29713 {{0.031896 , 0.912055 , -0.090276 },{ -0.452666 , 0.318075 , -0.833020}},
29714 {{0.032749 , 0.925392 , -0.085647 },{ -0.452666 , 0.318075 , -0.833020}},
29715 {{0.037972 , 0.927571 , -0.087653 },{ -0.453703 , 0.322943 , -0.830579}},
29716 {{0.036655 , 0.913355 , -0.092461 },{ -0.453703 , 0.322943 , -0.830579}},
29717 {{0.035360 , 0.926481 , -0.086650 },{ -0.453703 , 0.322943 , -0.830579}},
29718 {{0.035360 , 0.926481 , -0.086650 },{ -0.382524 , 0.342209 , -0.858235}},
29719 {{0.036655 , 0.913355 , -0.092461 },{ -0.382524 , 0.342209 , -0.858235}},
29720 {{0.034669 , 0.913949 , -0.091339 },{ -0.382524 , 0.342209 , -0.858235}},
29721 {{0.037972 , 0.927571 , -0.087653 },{ -0.474891 , 0.433000 , -0.766153}},
29722 {{0.035360 , 0.926481 , -0.086650 },{ -0.474891 , 0.433000 , -0.766153}},
29723 {{0.033969 , 0.937996 , -0.079280 },{ -0.474891 , 0.433000 , -0.766153}},
29724 {{0.037972 , 0.927571 , -0.087653 },{ -0.472180 , 0.434640 , -0.766899}},
29725 {{0.033969 , 0.937996 , -0.079280 },{ -0.472180 , 0.434640 , -0.766899}},
29726 {{0.036423 , 0.939508 , -0.079934 },{ -0.472180 , 0.434640 , -0.766899}},
29727 {{0.027771 , 0.943950 , -0.069229 },{ -0.566847 , 0.607849 , -0.556062}},
29728 {{0.022580 , 0.948753 , -0.058687 },{ -0.566847 , 0.607849 , -0.556062}},
29729 {{0.024712 , 0.950764 , -0.058662 },{ -0.566847 , 0.607849 , -0.556062}},
29730 {{0.027771 , 0.943950 , -0.069229 },{ -0.557828 , 0.614574 , -0.557787}},
29731 {{0.024712 , 0.950764 , -0.058662 },{ -0.557828 , 0.614574 , -0.557787}},
29732 {{0.030055 , 0.945759 , -0.069520 },{ -0.557828 , 0.614574 , -0.557787}},
29733 {{0.033969 , 0.937996 , -0.079280 },{ -0.516662 , 0.558161 , -0.649243}},
29734 {{0.031515 , 0.936484 , -0.078627 },{ -0.516662 , 0.558161 , -0.649243}},
29735 {{0.027771 , 0.943950 , -0.069229 },{ -0.516662 , 0.558161 , -0.649243}},
29736 {{0.033969 , 0.937996 , -0.079280 },{ -0.521261 , 0.553665 , -0.649416}},
29737 {{0.027771 , 0.943950 , -0.069229 },{ -0.521261 , 0.553665 , -0.649416}},
29738 {{0.030055 , 0.945759 , -0.069520 },{ -0.521261 , 0.553665 , -0.649416}},
29739 {{0.036423 , 0.939508 , -0.079934 },{ -0.516542 , 0.557096 , -0.650253}},
29740 {{0.033969 , 0.937996 , -0.079280 },{ -0.516542 , 0.557096 , -0.650253}},
29741 {{0.030055 , 0.945759 , -0.069520 },{ -0.516542 , 0.557096 , -0.650253}},
29742 {{0.036423 , 0.939508 , -0.079934 },{ -0.520829 , 0.552940 , -0.650380}},
29743 {{0.030055 , 0.945759 , -0.069520 },{ -0.520829 , 0.552940 , -0.650380}},
29744 {{0.032340 , 0.947569 , -0.069811 },{ -0.520829 , 0.552940 , -0.650380}},
29745 {{0.030055 , 0.945759 , -0.069520 },{ -0.565695 , 0.606994 , -0.558164}},
29746 {{0.024712 , 0.950764 , -0.058662 },{ -0.565695 , 0.606994 , -0.558164}},
29747 {{0.026844 , 0.952774 , -0.058637 },{ -0.565695 , 0.606994 , -0.558164}},
29748 {{0.030055 , 0.945759 , -0.069520 },{ -0.557164 , 0.613379 , -0.559763}},
29749 {{0.026844 , 0.952774 , -0.058637 },{ -0.557164 , 0.613379 , -0.559763}},
29750 {{0.032340 , 0.947569 , -0.069811 },{ -0.557164 , 0.613379 , -0.559763}},
29751 {{0.005497 , 0.953475 , -0.028506 },{ -0.657929 , 0.634017 , -0.406390}},
29752 {{-0.001833 , 0.951297 , -0.020037 },{ -0.657929 , 0.634017 , -0.406390}},
29753 {{0.007213 , 0.955757 , -0.027724 },{ -0.657929 , 0.634017 , -0.406390}},
29754 {{0.007213 , 0.955757 , -0.027724 },{ -0.632713 , 0.695140 , -0.341253}},
29755 {{-0.001833 , 0.951297 , -0.020037 },{ -0.632713 , 0.695140 , -0.341253}},
29756 {{-0.000291 , 0.953540 , -0.018327 },{ -0.632713 , 0.695140 , -0.341253}},
29757 {{0.005497 , 0.953475 , -0.028506 },{ -0.659464 , 0.634211 , -0.403588}},
29758 {{0.007213 , 0.955757 , -0.027724 },{ -0.659464 , 0.634211 , -0.403588}},
29759 {{0.013153 , 0.955617 , -0.037650 },{ -0.659464 , 0.634211 , -0.403588}},
29760 {{0.005497 , 0.953475 , -0.028506 },{ -0.655801 , 0.640907 , -0.398953}},
29761 {{0.013153 , 0.955617 , -0.037650 },{ -0.655801 , 0.640907 , -0.398953}},
29762 {{0.011246 , 0.953383 , -0.038104 },{ -0.655801 , 0.640907 , -0.398953}},
29763 {{0.007213 , 0.955757 , -0.027724 },{ -0.658525 , 0.633966 , -0.405502}},
29764 {{0.008929 , 0.958039 , -0.026943 },{ -0.658525 , 0.633966 , -0.405502}},
29765 {{0.015060 , 0.957850 , -0.037195 },{ -0.658525 , 0.633966 , -0.405502}},
29766 {{0.007213 , 0.955757 , -0.027724 },{ -0.654739 , 0.640806 , -0.400854}},
29767 {{0.015060 , 0.957850 , -0.037195 },{ -0.654739 , 0.640806 , -0.400854}},
29768 {{0.013153 , 0.955617 , -0.037650 },{ -0.654739 , 0.640806 , -0.400854}},
29769 {{0.007213 , 0.955757 , -0.027724 },{ -0.632759 , 0.695073 , -0.341306}},
29770 {{-0.000291 , 0.953540 , -0.018327 },{ -0.632759 , 0.695073 , -0.341306}},
29771 {{0.001250 , 0.955782 , -0.016618 },{ -0.632759 , 0.695073 , -0.341306}},
29772 {{0.007213 , 0.955757 , -0.027724 },{ -0.679240 , 0.636068 , -0.366129}},
29773 {{0.001250 , 0.955782 , -0.016618 },{ -0.679240 , 0.636068 , -0.366129}},
29774 {{0.008929 , 0.958039 , -0.026943 },{ -0.679240 , 0.636068 , -0.366129}},
29775 {{0.009774 , 0.888844 , -0.093035 },{ 0.026299 , 0.162321 , -0.986388}},
29776 {{0.026033 , 0.883220 , -0.093527 },{ 0.026299 , 0.162321 , -0.986388}},
29777 {{0.006584 , 0.882652 , -0.094139 },{ 0.026299 , 0.162321 , -0.986388}},
29778 {{0.026033 , 0.883220 , -0.093527 },{ 0.023334 , 0.245284 , -0.969170}},
29779 {{0.020307 , 0.877826 , -0.095030 },{ 0.023334 , 0.245284 , -0.969170}},
29780 {{0.006584 , 0.882652 , -0.094139 },{ 0.023334 , 0.245284 , -0.969170}},
29781 {{-0.004708 , 0.894790 , -0.090131 },{ -0.264354 , 0.071648 , -0.961761}},
29782 {{0.006584 , 0.882652 , -0.094139 },{ -0.264354 , 0.071648 , -0.961761}},
29783 {{-0.007042 , 0.888420 , -0.089964 },{ -0.264354 , 0.071648 , -0.961761}},
29784 {{-0.004708 , 0.894790 , -0.090131 },{ -0.101831 , 0.225225 , -0.968971}},
29785 {{0.009774 , 0.888844 , -0.093035 },{ -0.101831 , 0.225225 , -0.968971}},
29786 {{0.006584 , 0.882652 , -0.094139 },{ -0.101831 , 0.225225 , -0.968971}},
29787 {{0.006584 , 0.882652 , -0.094139 },{ -0.261001 , 0.298069 , -0.918169}},
29788 {{0.003394 , 0.876461 , -0.095242 },{ -0.261001 , 0.298069 , -0.918169}},
29789 {{-0.009377 , 0.882051 , -0.089797 },{ -0.261001 , 0.298069 , -0.918169}},
29790 {{-0.007042 , 0.888420 , -0.089964 },{ -0.264336 , 0.071693 , -0.961762}},
29791 {{0.006584 , 0.882652 , -0.094139 },{ -0.264336 , 0.071693 , -0.961762}},
29792 {{-0.009377 , 0.882051 , -0.089797 },{ -0.264336 , 0.071693 , -0.961762}},
29793 {{0.006584 , 0.882652 , -0.094139 },{ 0.037298 , 0.283003 , -0.958394}},
29794 {{0.020307 , 0.877826 , -0.095030 },{ 0.037298 , 0.283003 , -0.958394}},
29795 {{0.016568 , 0.871732 , -0.096975 },{ 0.037298 , 0.283003 , -0.958394}},
29796 {{0.006584 , 0.882652 , -0.094139 },{ -0.055764 , 0.202907 , -0.977609}},
29797 {{0.016568 , 0.871732 , -0.096975 },{ -0.055764 , 0.202907 , -0.977609}},
29798 {{0.003394 , 0.876461 , -0.095242 },{ -0.055764 , 0.202907 , -0.977609}},
29799 {{0.035023 , 0.882848 , -0.092671 },{ 0.339150 , -0.059492 , -0.938849}},
29800 {{0.042787 , 0.880365 , -0.089709 },{ 0.339150 , -0.059492 , -0.938849}},
29801 {{0.031103 , 0.874120 , -0.093534 },{ 0.339150 , -0.059492 , -0.938849}},
29802 {{0.042787 , 0.880365 , -0.089709 },{ 0.366517 , -0.120676 , -0.922552}},
29803 {{0.039813 , 0.871233 , -0.089696 },{ 0.366517 , -0.120676 , -0.922552}},
29804 {{0.031103 , 0.874120 , -0.093534 },{ 0.366517 , -0.120676 , -0.922552}},
29805 {{0.026033 , 0.883220 , -0.093527 },{ 0.168432 , 0.094596 , -0.981164}},
29806 {{0.031103 , 0.874120 , -0.093534 },{ 0.168432 , 0.094596 , -0.981164}},
29807 {{0.020307 , 0.877826 , -0.095030 },{ 0.168432 , 0.094596 , -0.981164}},
29808 {{0.026033 , 0.883220 , -0.093527 },{ 0.096890 , 0.054747 , -0.993788}},
29809 {{0.035023 , 0.882848 , -0.092671 },{ 0.096890 , 0.054747 , -0.993788}},
29810 {{0.031103 , 0.874120 , -0.093534 },{ 0.096890 , 0.054747 , -0.993788}},
29811 {{0.031103 , 0.874120 , -0.093534 },{ 0.215914 , 0.087148 , -0.972515}},
29812 {{0.027861 , 0.867846 , -0.094816 },{ 0.215914 , 0.087148 , -0.972515}},
29813 {{0.016568 , 0.871732 , -0.096975 },{ 0.215914 , 0.087148 , -0.972515}},
29814 {{0.020307 , 0.877826 , -0.095030 },{ 0.197279 , 0.186160 , -0.962510}},
29815 {{0.031103 , 0.874120 , -0.093534 },{ 0.197279 , 0.186160 , -0.962510}},
29816 {{0.016568 , 0.871732 , -0.096975 },{ 0.197279 , 0.186160 , -0.962510}},
29817 {{0.031103 , 0.874120 , -0.093534 },{ 0.375212 , -0.093933 , -0.922167}},
29818 {{0.039813 , 0.871233 , -0.089696 },{ 0.375212 , -0.093933 , -0.922167}},
29819 {{0.037752 , 0.864581 , -0.089857 },{ 0.375212 , -0.093933 , -0.922167}},
29820 {{0.031103 , 0.874120 , -0.093534 },{ 0.436674 , -0.042022 , -0.898638}},
29821 {{0.037752 , 0.864581 , -0.089857 },{ 0.436674 , -0.042022 , -0.898638}},
29822 {{0.027861 , 0.867846 , -0.094816 },{ 0.436674 , -0.042022 , -0.898638}},
29823 {{-0.015640 , 0.901378 , -0.082400 },{ -0.551305 , 0.061559 , -0.832030}},
29824 {{-0.004708 , 0.894790 , -0.090131 },{ -0.551305 , 0.061559 , -0.832030}},
29825 {{-0.017550 , 0.894950 , -0.081610 },{ -0.551305 , 0.061559 , -0.832030}},
29826 {{-0.017550 , 0.894950 , -0.081610 },{ -0.542593 , 0.177285 , -0.821074}},
29827 {{-0.004708 , 0.894790 , -0.090131 },{ -0.542593 , 0.177285 , -0.821074}},
29828 {{-0.007042 , 0.888420 , -0.089964 },{ -0.542593 , 0.177285 , -0.821074}},
29829 {{-0.017550 , 0.894950 , -0.081610 },{ -0.756905 , 0.103446 , -0.645286}},
29830 {{-0.025719 , 0.900726 , -0.071102 },{ -0.756905 , 0.103446 , -0.645286}},
29831 {{-0.023956 , 0.907132 , -0.072143 },{ -0.756905 , 0.103446 , -0.645286}},
29832 {{-0.015640 , 0.901378 , -0.082400 },{ -0.731217 , 0.135099 , -0.668633}},
29833 {{-0.017550 , 0.894950 , -0.081610 },{ -0.731217 , 0.135099 , -0.668633}},
29834 {{-0.023956 , 0.907132 , -0.072143 },{ -0.731217 , 0.135099 , -0.668633}},
29835 {{-0.017550 , 0.894950 , -0.081610 },{ -0.754062 , 0.145443 , -0.640497}},
29836 {{-0.019460 , 0.888522 , -0.080821 },{ -0.754062 , 0.145443 , -0.640497}},
29837 {{-0.027481 , 0.894321 , -0.070061 },{ -0.754062 , 0.145443 , -0.640497}},
29838 {{-0.017550 , 0.894950 , -0.081610 },{ -0.756938 , 0.103357 , -0.645262}},
29839 {{-0.027481 , 0.894321 , -0.070061 },{ -0.756938 , 0.103357 , -0.645262}},
29840 {{-0.025719 , 0.900726 , -0.071102 },{ -0.756938 , 0.103357 , -0.645262}},
29841 {{-0.017550 , 0.894950 , -0.081610 },{ -0.542545 , 0.177378 , -0.821086}},
29842 {{-0.007042 , 0.888420 , -0.089964 },{ -0.542545 , 0.177378 , -0.821086}},
29843 {{-0.009377 , 0.882051 , -0.089797 },{ -0.542545 , 0.177378 , -0.821086}},
29844 {{-0.017550 , 0.894950 , -0.081610 },{ -0.628524 , 0.091958 , -0.772335}},
29845 {{-0.009377 , 0.882051 , -0.089797 },{ -0.628524 , 0.091958 , -0.772335}},
29846 {{-0.019460 , 0.888522 , -0.080821 },{ -0.628524 , 0.091958 , -0.772335}},
29847 {{-0.010863 , 0.948084 , -0.009561 },{ -0.662773 , 0.734585 , -0.145315}},
29848 {{-0.012334 , 0.946019 , -0.013291 },{ -0.662773 , 0.734585 , -0.145315}},
29849 {{-0.022691 , 0.937713 , -0.008041 },{ -0.662773 , 0.734585 , -0.145315}},
29850 {{-0.010863 , 0.948084 , -0.009561 },{ -0.662042 , 0.747861 , -0.049037}},
29851 {{-0.022691 , 0.937713 , -0.008041 },{ -0.662042 , 0.747861 , -0.049037}},
29852 {{-0.021220 , 0.939376 , -0.002538 },{ -0.662042 , 0.747861 , -0.049037}},
29853 {{-0.000291 , 0.953540 , -0.018327 },{ -0.636779 , 0.693964 , -0.336045}},
29854 {{-0.001833 , 0.951297 , -0.020037 },{ -0.636779 , 0.693964 , -0.336045}},
29855 {{-0.010863 , 0.948084 , -0.009561 },{ -0.636779 , 0.693964 , -0.336045}},
29856 {{-0.001833 , 0.951297 , -0.020037 },{ -0.550155 , 0.803386 , -0.227819}},
29857 {{-0.012334 , 0.946019 , -0.013291 },{ -0.550155 , 0.803386 , -0.227819}},
29858 {{-0.010863 , 0.948084 , -0.009561 },{ -0.550155 , 0.803386 , -0.227819}},
29859 {{0.001250 , 0.955782 , -0.016618 },{ -0.603236 , 0.774443 , -0.190639}},
29860 {{-0.010863 , 0.948084 , -0.009561 },{ -0.603236 , 0.774443 , -0.190639}},
29861 {{-0.009392 , 0.950148 , -0.005831 },{ -0.603236 , 0.774443 , -0.190639}},
29862 {{0.001250 , 0.955782 , -0.016618 },{ -0.636808 , 0.693902 , -0.336119}},
29863 {{-0.000291 , 0.953540 , -0.018327 },{ -0.636808 , 0.693902 , -0.336119}},
29864 {{-0.010863 , 0.948084 , -0.009561 },{ -0.636808 , 0.693902 , -0.336119}},
29865 {{-0.010863 , 0.948084 , -0.009561 },{ -0.725346 , 0.617775 , -0.303691}},
29866 {{-0.021220 , 0.939376 , -0.002538 },{ -0.725346 , 0.617775 , -0.303691}},
29867 {{-0.021516 , 0.942826 , 0.005187 },{ -0.725346 , 0.617775 , -0.303691}},
29868 {{-0.009392 , 0.950148 , -0.005831 },{ -0.621681 , 0.763002 , -0.177033}},
29869 {{-0.010863 , 0.948084 , -0.009561 },{ -0.621681 , 0.763002 , -0.177033}},
29870 {{-0.021516 , 0.942826 , 0.005187 },{ -0.621681 , 0.763002 , -0.177033}},
29871 {{-0.025719 , 0.900726 , -0.071102 },{ -0.824622 , 0.121556 , -0.552469}},
29872 {{-0.032329 , 0.904234 , -0.060464 },{ -0.824622 , 0.121556 , -0.552469}},
29873 {{-0.030593 , 0.910575 , -0.061660 },{ -0.824622 , 0.121556 , -0.552469}},
29874 {{-0.025719 , 0.900726 , -0.071102 },{ -0.816898 , 0.133640 , -0.561086}},
29875 {{-0.030593 , 0.910575 , -0.061660 },{ -0.816898 , 0.133640 , -0.561086}},
29876 {{-0.023956 , 0.907132 , -0.072143 },{ -0.816898 , 0.133640 , -0.561086}},
29877 {{-0.032329 , 0.904234 , -0.060464 },{ -0.885276 , 0.160786 , -0.436388}},
29878 {{-0.037444 , 0.906374 , -0.049299 },{ -0.885276 , 0.160786 , -0.436388}},
29879 {{-0.035667 , 0.912627 , -0.050600 },{ -0.885276 , 0.160786 , -0.436388}},
29880 {{-0.032329 , 0.904234 , -0.060464 },{ -0.885572 , 0.160210 , -0.435998}},
29881 {{-0.035667 , 0.912627 , -0.050600 },{ -0.885572 , 0.160210 , -0.435998}},
29882 {{-0.030593 , 0.910575 , -0.061660 },{ -0.885572 , 0.160210 , -0.435998}},
29883 {{-0.034066 , 0.897892 , -0.059267 },{ -0.885126 , 0.160720 , -0.436716}},
29884 {{-0.039221 , 0.900120 , -0.047999 },{ -0.885126 , 0.160720 , -0.436716}},
29885 {{-0.037444 , 0.906374 , -0.049299 },{ -0.885126 , 0.160720 , -0.436716}},
29886 {{-0.034066 , 0.897892 , -0.059267 },{ -0.885419 , 0.160152 , -0.436332}},
29887 {{-0.037444 , 0.906374 , -0.049299 },{ -0.885419 , 0.160152 , -0.436332}},
29888 {{-0.032329 , 0.904234 , -0.060464 },{ -0.885419 , 0.160152 , -0.436332}},
29889 {{-0.027481 , 0.894321 , -0.070061 },{ -0.828385 , 0.123773 , -0.546314}},
29890 {{-0.034066 , 0.897892 , -0.059267 },{ -0.828385 , 0.123773 , -0.546314}},
29891 {{-0.032329 , 0.904234 , -0.060464 },{ -0.828385 , 0.123773 , -0.546314}},
29892 {{-0.027481 , 0.894321 , -0.070061 },{ -0.820864 , 0.135648 , -0.554781}},
29893 {{-0.032329 , 0.904234 , -0.060464 },{ -0.820864 , 0.135648 , -0.554781}},
29894 {{-0.025719 , 0.900726 , -0.071102 },{ -0.820864 , 0.135648 , -0.554781}},
29895 {{-0.029588 , 0.926453 , -0.004063 },{ -0.896980 , 0.408318 , 0.169420}},
29896 {{-0.034754 , 0.913717 , -0.000719 },{ -0.896980 , 0.408318 , 0.169420}},
29897 {{-0.028081 , 0.927403 , 0.001626 },{ -0.896980 , 0.408318 , 0.169420}},
29898 {{-0.034754 , 0.913717 , -0.000719 },{ -0.881414 , 0.382201 , 0.277547}},
29899 {{-0.032080 , 0.916138 , 0.004439 },{ -0.881414 , 0.382201 , 0.277547}},
29900 {{-0.028081 , 0.927403 , 0.001626 },{ -0.881414 , 0.382201 , 0.277547}},
29901 {{-0.022691 , 0.937713 , -0.008041 },{ -0.854214 , 0.514805 , 0.072762}},
29902 {{-0.028081 , 0.927403 , 0.001626 },{ -0.854214 , 0.514805 , 0.072762}},
29903 {{-0.021220 , 0.939376 , -0.002538 },{ -0.854214 , 0.514805 , 0.072762}},
29904 {{-0.022691 , 0.937713 , -0.008041 },{ -0.825303 , 0.550288 , 0.126725}},
29905 {{-0.029588 , 0.926453 , -0.004063 },{ -0.825303 , 0.550288 , 0.126725}},
29906 {{-0.028081 , 0.927403 , 0.001626 },{ -0.825303 , 0.550288 , 0.126725}},
29907 {{-0.028081 , 0.927403 , 0.001626 },{ -0.918874 , 0.348362 , 0.185240}},
29908 {{-0.026574 , 0.928353 , 0.007315 },{ -0.918874 , 0.348362 , 0.185240}},
29909 {{-0.021516 , 0.942826 , 0.005187 },{ -0.918874 , 0.348362 , 0.185240}},
29910 {{-0.021220 , 0.939376 , -0.002538 },{ -0.877203 , 0.424976 , -0.223406}},
29911 {{-0.028081 , 0.927403 , 0.001626 },{ -0.877203 , 0.424976 , -0.223406}},
29912 {{-0.021516 , 0.942826 , 0.005187 },{ -0.877203 , 0.424976 , -0.223406}},
29913 {{-0.028081 , 0.927403 , 0.001626 },{ -0.892382 , 0.378250 , 0.246131}},
29914 {{-0.032080 , 0.916138 , 0.004439 },{ -0.892382 , 0.378250 , 0.246131}},
29915 {{-0.030810 , 0.915895 , 0.009417 },{ -0.892382 , 0.378250 , 0.246131}},
29916 {{-0.028081 , 0.927403 , 0.001626 },{ -0.920192 , 0.344315 , 0.186264}},
29917 {{-0.030810 , 0.915895 , 0.009417 },{ -0.920192 , 0.344315 , 0.186264}},
29918 {{-0.026574 , 0.928353 , 0.007315 },{ -0.920192 , 0.344315 , 0.186264}},
29919 {{-0.037444 , 0.906374 , -0.049299 },{ -0.928058 , 0.204947 , -0.310975}},
29920 {{-0.041124 , 0.908047 , -0.037214 },{ -0.928058 , 0.204947 , -0.310975}},
29921 {{-0.039295 , 0.914208 , -0.038612 },{ -0.928058 , 0.204947 , -0.310975}},
29922 {{-0.037444 , 0.906374 , -0.049299 },{ -0.930106 , 0.200260 , -0.307894}},
29923 {{-0.039295 , 0.914208 , -0.038612 },{ -0.930106 , 0.200260 , -0.307894}},
29924 {{-0.035667 , 0.912627 , -0.050600 },{ -0.930106 , 0.200260 , -0.307894}},
29925 {{-0.041124 , 0.908047 , -0.037214 },{ -0.968740 , 0.230013 , -0.092939}},
29926 {{-0.042205 , 0.908865 , -0.023922 },{ -0.968740 , 0.230013 , -0.092939}},
29927 {{-0.040543 , 0.914988 , -0.026092 },{ -0.968740 , 0.230013 , -0.092939}},
29928 {{-0.039295 , 0.914208 , -0.038612 },{ -0.959275 , 0.259414 , -0.111782}},
29929 {{-0.041124 , 0.908047 , -0.037214 },{ -0.959275 , 0.259414 , -0.111782}},
29930 {{-0.040543 , 0.914988 , -0.026092 },{ -0.959275 , 0.259414 , -0.111782}},
29931 {{-0.041124 , 0.908047 , -0.037214 },{ -0.960446 , 0.267101 , -0.078738}},
29932 {{-0.042952 , 0.901886 , -0.035816 },{ -0.960446 , 0.267101 , -0.078738}},
29933 {{-0.043867 , 0.902742 , -0.021751 },{ -0.960446 , 0.267101 , -0.078738}},
29934 {{-0.041124 , 0.908047 , -0.037214 },{ -0.968743 , 0.229999 , -0.092938}},
29935 {{-0.043867 , 0.902742 , -0.021751 },{ -0.968743 , 0.229999 , -0.092938}},
29936 {{-0.042205 , 0.908865 , -0.023922 },{ -0.968743 , 0.229999 , -0.092938}},
29937 {{-0.039221 , 0.900120 , -0.047999 },{ -0.927389 , 0.204004 , -0.313580}},
29938 {{-0.042952 , 0.901886 , -0.035816 },{ -0.927389 , 0.204004 , -0.313580}},
29939 {{-0.041124 , 0.908047 , -0.037214 },{ -0.927389 , 0.204004 , -0.313580}},
29940 {{-0.039221 , 0.900120 , -0.047999 },{ -0.929363 , 0.199501 , -0.310619}},
29941 {{-0.041124 , 0.908047 , -0.037214 },{ -0.929363 , 0.199501 , -0.310619}},
29942 {{-0.037444 , 0.906374 , -0.049299 },{ -0.929363 , 0.199501 , -0.310619}},
29943 {{0.017006 , 0.951853 , -0.048238 },{ -0.630298 , 0.630201 , -0.453400}},
29944 {{0.011246 , 0.953383 , -0.038104 },{ -0.630298 , 0.630201 , -0.453400}},
29945 {{0.013153 , 0.955617 , -0.037650 },{ -0.630298 , 0.630201 , -0.453400}},
29946 {{0.017006 , 0.951853 , -0.048238 },{ -0.622810 , 0.637655 , -0.453325}},
29947 {{0.013153 , 0.955617 , -0.037650 },{ -0.622810 , 0.637655 , -0.453325}},
29948 {{0.019032 , 0.954001 , -0.048000 },{ -0.622810 , 0.637655 , -0.453325}},
29949 {{0.022580 , 0.948753 , -0.058687 },{ -0.599632 , 0.621435 , -0.504242}},
29950 {{0.017006 , 0.951853 , -0.048238 },{ -0.599632 , 0.621435 , -0.504242}},
29951 {{0.019032 , 0.954001 , -0.048000 },{ -0.599632 , 0.621435 , -0.504242}},
29952 {{0.022580 , 0.948753 , -0.058687 },{ -0.589001 , 0.630704 , -0.505263}},
29953 {{0.019032 , 0.954001 , -0.048000 },{ -0.589001 , 0.630704 , -0.505263}},
29954 {{0.024712 , 0.950764 , -0.058662 },{ -0.589001 , 0.630704 , -0.505263}},
29955 {{0.024712 , 0.950764 , -0.058662 },{ -0.598246 , 0.620461 , -0.507079}},
29956 {{0.019032 , 0.954001 , -0.048000 },{ -0.598246 , 0.620461 , -0.507079}},
29957 {{0.021058 , 0.956149 , -0.047762 },{ -0.598246 , 0.620461 , -0.507079}},
29958 {{0.024712 , 0.950764 , -0.058662 },{ -0.587667 , 0.629679 , -0.508087}},
29959 {{0.021058 , 0.956149 , -0.047762 },{ -0.587667 , 0.629679 , -0.508087}},
29960 {{0.026844 , 0.952774 , -0.058637 },{ -0.587667 , 0.629679 , -0.508087}},
29961 {{0.019032 , 0.954001 , -0.048000 },{ -0.628956 , 0.629945 , -0.455613}},
29962 {{0.013153 , 0.955617 , -0.037650 },{ -0.628956 , 0.629945 , -0.455613}},
29963 {{0.015060 , 0.957850 , -0.037195 },{ -0.628956 , 0.629945 , -0.455613}},
29964 {{0.019032 , 0.954001 , -0.048000 },{ -0.621857 , 0.637019 , -0.455522}},
29965 {{0.015060 , 0.957850 , -0.037195 },{ -0.621857 , 0.637019 , -0.455522}},
29966 {{0.021058 , 0.956149 , -0.047762 },{ -0.621857 , 0.637019 , -0.455522}},
29967 {{-0.040543 , 0.914988 , -0.026092 },{ -0.948223 , 0.272921 , 0.162441}},
29968 {{-0.039524 , 0.908438 , -0.009139 },{ -0.948223 , 0.272921 , 0.162441}},
29969 {{-0.038477 , 0.914635 , -0.013439 },{ -0.948223 , 0.272921 , 0.162441}},
29970 {{-0.040543 , 0.914988 , -0.026092 },{ -0.931864 , 0.316070 , 0.178128}},
29971 {{-0.042205 , 0.908865 , -0.023922 },{ -0.931864 , 0.316070 , 0.178128}},
29972 {{-0.039524 , 0.908438 , -0.009139 },{ -0.931864 , 0.316070 , 0.178128}},
29973 {{-0.039524 , 0.908438 , -0.009139 },{ -0.892023 , 0.350158 , 0.285805}},
29974 {{-0.034961 , 0.907388 , 0.006389 },{ -0.892023 , 0.350158 , 0.285805}},
29975 {{-0.034754 , 0.913717 , -0.000719 },{ -0.892023 , 0.350158 , 0.285805}},
29976 {{-0.039524 , 0.908438 , -0.009139 },{ -0.892143 , 0.349417 , 0.286338}},
29977 {{-0.034754 , 0.913717 , -0.000719 },{ -0.892143 , 0.349417 , 0.286338}},
29978 {{-0.038477 , 0.914635 , -0.013439 },{ -0.892143 , 0.349417 , 0.286338}},
29979 {{-0.040571 , 0.902240 , -0.004839 },{ -0.892280 , 0.349803 , 0.285438}},
29980 {{-0.035168 , 0.901059 , 0.013498 },{ -0.892280 , 0.349803 , 0.285438}},
29981 {{-0.034961 , 0.907388 , 0.006389 },{ -0.892280 , 0.349803 , 0.285438}},
29982 {{-0.040571 , 0.902240 , -0.004839 },{ -0.892435 , 0.349068 , 0.285853}},
29983 {{-0.034961 , 0.907388 , 0.006389 },{ -0.892435 , 0.349068 , 0.285853}},
29984 {{-0.039524 , 0.908438 , -0.009139 },{ -0.892435 , 0.349068 , 0.285853}},
29985 {{-0.042205 , 0.908865 , -0.023922 },{ -0.931855 , 0.316096 , 0.178127}},
29986 {{-0.043867 , 0.902742 , -0.021751 },{ -0.931855 , 0.316096 , 0.178127}},
29987 {{-0.039524 , 0.908438 , -0.009139 },{ -0.931855 , 0.316096 , 0.178127}},
29988 {{-0.043867 , 0.902742 , -0.021751 },{ -0.937372 , 0.291080 , 0.191326}},
29989 {{-0.040571 , 0.902240 , -0.004839 },{ -0.937372 , 0.291080 , 0.191326}},
29990 {{-0.039524 , 0.908438 , -0.009139 },{ -0.937372 , 0.291080 , 0.191326}},
29991 {{-0.026574 , 0.928353 , 0.007315 },{ 0.029488 , 0.156546 , 0.987230}},
29992 {{-0.030810 , 0.915895 , 0.009417 },{ 0.029488 , 0.156546 , 0.987230}},
29993 {{-0.030535 , 0.916127 , 0.009372 },{ 0.029488 , 0.156546 , 0.987230}},
29994 {{-0.026574 , 0.928353 , 0.007315 },{ 0.129801 , 0.123473 , 0.983822}},
29995 {{-0.030535 , 0.916127 , 0.009372 },{ 0.129801 , 0.123473 , 0.983822}},
29996 {{-0.026660 , 0.927296 , 0.007459 },{ 0.129801 , 0.123473 , 0.983822}},
29997 {{-0.021516 , 0.942826 , 0.005187 },{ -0.395702 , 0.259931 , 0.880827}},
29998 {{-0.026660 , 0.927296 , 0.007459 },{ -0.395702 , 0.259931 , 0.880827}},
29999 {{-0.020702 , 0.937342 , 0.007171 },{ -0.395702 , 0.259931 , 0.880827}},
30000 {{-0.021516 , 0.942826 , 0.005187 },{ 0.039876 , 0.131698 , 0.990488}},
30001 {{-0.026574 , 0.928353 , 0.007315 },{ 0.039876 , 0.131698 , 0.990488}},
30002 {{-0.026660 , 0.927296 , 0.007459 },{ 0.039876 , 0.131698 , 0.990488}},
30003 {{-0.026660 , 0.927296 , 0.007459 },{ -0.419788 , 0.269469 , 0.866698}},
30004 {{-0.024516 , 0.926265 , 0.008818 },{ -0.419788 , 0.269469 , 0.866698}},
30005 {{-0.019930 , 0.933985 , 0.008639 },{ -0.419788 , 0.269469 , 0.866698}},
30006 {{-0.026660 , 0.927296 , 0.007459 },{ -0.427160 , 0.278002 , 0.860377}},
30007 {{-0.019930 , 0.933985 , 0.008639 },{ -0.427160 , 0.278002 , 0.860377}},
30008 {{-0.020702 , 0.937342 , 0.007171 },{ -0.427160 , 0.278002 , 0.860377}},
30009 {{-0.030535 , 0.916127 , 0.009372 },{ -0.432755 , 0.303320 , 0.848952}},
30010 {{-0.028551 , 0.914972 , 0.010796 },{ -0.432755 , 0.303320 , 0.848952}},
30011 {{-0.024516 , 0.926265 , 0.008818 },{ -0.432755 , 0.303320 , 0.848952}},
30012 {{-0.030535 , 0.916127 , 0.009372 },{ -0.408947 , 0.290075 , 0.865228}},
30013 {{-0.024516 , 0.926265 , 0.008818 },{ -0.408947 , 0.290075 , 0.865228}},
30014 {{-0.026660 , 0.927296 , 0.007459 },{ -0.408947 , 0.290075 , 0.865228}},
30015 {{-0.030593 , 0.910575 , -0.061660 },{ -0.680502 , 0.598196 , -0.423177}},
30016 {{-0.035667 , 0.912627 , -0.050600 },{ -0.680502 , 0.598196 , -0.423177}},
30017 {{-0.034787 , 0.913280 , -0.051092 },{ -0.680502 , 0.598196 , -0.423177}},
30018 {{-0.030593 , 0.910575 , -0.061660 },{ -0.694563 , 0.580959 , -0.424345}},
30019 {{-0.034787 , 0.913280 , -0.051092 },{ -0.694563 , 0.580959 , -0.424345}},
30020 {{-0.029883 , 0.911326 , -0.061794 },{ -0.694563 , 0.580959 , -0.424345}},
30021 {{-0.023956 , 0.907132 , -0.072143 },{ -0.643754 , 0.506246 , -0.573843}},
30022 {{-0.030593 , 0.910575 , -0.061660 },{ -0.643754 , 0.506246 , -0.573843}},
30023 {{-0.029883 , 0.911326 , -0.061794 },{ -0.643754 , 0.506246 , -0.573843}},
30024 {{-0.023956 , 0.907132 , -0.072143 },{ -0.598807 , 0.561933 , -0.570668}},
30025 {{-0.029883 , 0.911326 , -0.061794 },{ -0.598807 , 0.561933 , -0.570668}},
30026 {{-0.023502 , 0.907890 , -0.071873 },{ -0.598807 , 0.561933 , -0.570668}},
30027 {{-0.023502 , 0.907890 , -0.071873 },{ -0.641957 , 0.503655 , -0.578120}},
30028 {{-0.029883 , 0.911326 , -0.061794 },{ -0.641957 , 0.503655 , -0.578120}},
30029 {{-0.029173 , 0.912076 , -0.061929 },{ -0.641957 , 0.503655 , -0.578120}},
30030 {{-0.023502 , 0.907890 , -0.071873 },{ -0.594348 , 0.561796 , -0.575444}},
30031 {{-0.029173 , 0.912076 , -0.061929 },{ -0.594348 , 0.561796 , -0.575444}},
30032 {{-0.023047 , 0.908648 , -0.071603 },{ -0.594348 , 0.561796 , -0.575444}},
30033 {{-0.029883 , 0.911326 , -0.061794 },{ -0.680443 , 0.599601 , -0.421279}},
30034 {{-0.034787 , 0.913280 , -0.051092 },{ -0.680443 , 0.599601 , -0.421279}},
30035 {{-0.033907 , 0.913933 , -0.051584 },{ -0.680443 , 0.599601 , -0.421279}},
30036 {{-0.029883 , 0.911326 , -0.061794 },{ -0.694962 , 0.581850 , -0.422468}},
30037 {{-0.033907 , 0.913933 , -0.051584 },{ -0.694962 , 0.581850 , -0.422468}},
30038 {{-0.029173 , 0.912076 , -0.061929 },{ -0.694962 , 0.581850 , -0.422468}},
30039 {{-0.033400 , 0.907469 , 0.011470 },{ -0.395539 , 0.374436 , 0.838657}},
30040 {{-0.035168 , 0.901059 , 0.013498 },{ -0.395539 , 0.374436 , 0.838657}},
30041 {{-0.031170 , 0.907343 , 0.012578 },{ -0.395539 , 0.374436 , 0.838657}},
30042 {{-0.033400 , 0.907469 , 0.011470 },{ -0.395623 , 0.374064 , 0.838784}},
30043 {{-0.031170 , 0.907343 , 0.012578 },{ -0.395623 , 0.374064 , 0.838784}},
30044 {{-0.032662 , 0.909568 , 0.010882 },{ -0.395623 , 0.374064 , 0.838784}},
30045 {{-0.030535 , 0.916127 , 0.009372 },{ -0.040851 , 0.236726 , 0.970717}},
30046 {{-0.030810 , 0.915895 , 0.009417 },{ -0.040851 , 0.236726 , 0.970717}},
30047 {{-0.032662 , 0.909568 , 0.010882 },{ -0.040851 , 0.236726 , 0.970717}},
30048 {{-0.032662 , 0.909568 , 0.010882 },{ -0.434208 , 0.343569 , 0.832720}},
30049 {{-0.031170 , 0.907343 , 0.012578 },{ -0.434208 , 0.343569 , 0.832720}},
30050 {{-0.028551 , 0.914972 , 0.010796 },{ -0.434208 , 0.343569 , 0.832720}},
30051 {{-0.032662 , 0.909568 , 0.010882 },{ -0.416067 , 0.330001 , 0.847342}},
30052 {{-0.028551 , 0.914972 , 0.010796 },{ -0.416067 , 0.330001 , 0.847342}},
30053 {{-0.030535 , 0.916127 , 0.009372 },{ -0.416067 , 0.330001 , 0.847342}},
30054 {{-0.021516 , 0.942826 , 0.005187 },{ -0.464967 , 0.166298 , 0.869569}},
30055 {{-0.012328 , 0.940530 , 0.010539 },{ -0.464967 , 0.166298 , 0.869569}},
30056 {{-0.012080 , 0.941694 , 0.010449 },{ -0.464967 , 0.166298 , 0.869569}},
30057 {{-0.021516 , 0.942826 , 0.005187 },{ -0.440999 , 0.246732 , 0.862927}},
30058 {{-0.020702 , 0.937342 , 0.007171 },{ -0.440999 , 0.246732 , 0.862927}},
30059 {{-0.012328 , 0.940530 , 0.010539 },{ -0.440999 , 0.246732 , 0.862927}},
30060 {{-0.012328 , 0.940530 , 0.010539 },{ -0.468601 , 0.182081 , 0.864442}},
30061 {{-0.003207 , 0.939003 , 0.015805 },{ -0.468601 , 0.182081 , 0.864442}},
30062 {{-0.002969 , 0.939701 , 0.015787 },{ -0.468601 , 0.182081 , 0.864442}},
30063 {{-0.012328 , 0.940530 , 0.010539 },{ -0.470888 , 0.167299 , 0.866185}},
30064 {{-0.002969 , 0.939701 , 0.015787 },{ -0.470888 , 0.167299 , 0.866185}},
30065 {{-0.012080 , 0.941694 , 0.010449 },{ -0.470888 , 0.167299 , 0.866185}},
30066 {{-0.013849 , 0.936137 , 0.011100 },{ -0.449339 , 0.270977 , 0.851273}},
30067 {{-0.004870 , 0.934772 , 0.016274 },{ -0.449339 , 0.270977 , 0.851273}},
30068 {{-0.003207 , 0.939003 , 0.015805 },{ -0.449339 , 0.270977 , 0.851273}},
30069 {{-0.013849 , 0.936137 , 0.011100 },{ -0.448638 , 0.264354 , 0.853722}},
30070 {{-0.003207 , 0.939003 , 0.015805 },{ -0.448638 , 0.264354 , 0.853722}},
30071 {{-0.012328 , 0.940530 , 0.010539 },{ -0.448638 , 0.264354 , 0.853722}},
30072 {{-0.020702 , 0.937342 , 0.007171 },{ -0.442169 , 0.272057 , 0.854676}},
30073 {{-0.019930 , 0.933985 , 0.008639 },{ -0.442169 , 0.272057 , 0.854676}},
30074 {{-0.013849 , 0.936137 , 0.011100 },{ -0.442169 , 0.272057 , 0.854676}},
30075 {{-0.020702 , 0.937342 , 0.007171 },{ -0.444578 , 0.263262 , 0.856180}},
30076 {{-0.013849 , 0.936137 , 0.011100 },{ -0.444578 , 0.263262 , 0.856180}},
30077 {{-0.012328 , 0.940530 , 0.010539 },{ -0.444578 , 0.263262 , 0.856180}},
30078 {{0.021356 , 0.899957 , -0.092676 },{ 0.037680 , 0.061243 , -0.997411}},
30079 {{0.029380 , 0.897854 , -0.092502 },{ 0.037680 , 0.061243 , -0.997411}},
30080 {{0.026033 , 0.883220 , -0.093527 },{ 0.037680 , 0.061243 , -0.997411}},
30081 {{0.021356 , 0.899957 , -0.092676 },{ -0.042529 , 0.038876 , -0.998339}},
30082 {{0.026033 , 0.883220 , -0.093527 },{ -0.042529 , 0.038876 , -0.998339}},
30083 {{0.015916 , 0.891027 , -0.092792 },{ -0.042529 , 0.038876 , -0.998339}},
30084 {{0.023642 , 0.913198 , -0.090901 },{ 0.091067 , 0.116851 , -0.988965}},
30085 {{0.031896 , 0.912055 , -0.090276 },{ 0.091067 , 0.116851 , -0.988965}},
30086 {{0.021356 , 0.899957 , -0.092676 },{ 0.091067 , 0.116851 , -0.988965}},
30087 {{0.031896 , 0.912055 , -0.090276 },{ 0.059247 , 0.144333 , -0.987754}},
30088 {{0.029380 , 0.897854 , -0.092502 },{ 0.059247 , 0.144333 , -0.987754}},
30089 {{0.021356 , 0.899957 , -0.092676 },{ 0.059247 , 0.144333 , -0.987754}},
30090 {{0.015388 , 0.914340 , -0.091527 },{ 0.047534 , 0.099125 , -0.993939}},
30091 {{0.021356 , 0.899957 , -0.092676 },{ 0.047534 , 0.099125 , -0.993939}},
30092 {{0.013332 , 0.902060 , -0.092850 },{ 0.047534 , 0.099125 , -0.993939}},
30093 {{0.015388 , 0.914340 , -0.091527 },{ 0.091168 , 0.116833 , -0.988958}},
30094 {{0.023642 , 0.913198 , -0.090901 },{ 0.091168 , 0.116833 , -0.988958}},
30095 {{0.021356 , 0.899957 , -0.092676 },{ 0.091168 , 0.116833 , -0.988958}},
30096 {{0.021356 , 0.899957 , -0.092676 },{ -0.037377 , 0.035742 , -0.998662}},
30097 {{0.015916 , 0.891027 , -0.092792 },{ -0.037377 , 0.035742 , -0.998662}},
30098 {{0.009027 , 0.893770 , -0.092436 },{ -0.037377 , 0.035742 , -0.998662}},
30099 {{0.013332 , 0.902060 , -0.092850 },{ 0.007555 , -0.053790 , -0.998524}},
30100 {{0.021356 , 0.899957 , -0.092676 },{ 0.007555 , -0.053790 , -0.998524}},
30101 {{0.009027 , 0.893770 , -0.092436 },{ 0.007555 , -0.053790 , -0.998524}},
30102 {{-0.004708 , 0.894790 , -0.090131 },{ 0.054235 , 0.541755 , -0.838785}},
30103 {{0.005594 , 0.890964 , -0.091936 },{ 0.054235 , 0.541755 , -0.838785}},
30104 {{0.009774 , 0.888844 , -0.093035 },{ 0.054235 , 0.541755 , -0.838785}},
30105 {{0.005594 , 0.890964 , -0.091936 },{ 0.243778 , 0.864128 , -0.440289}},
30106 {{-0.004708 , 0.894790 , -0.090131 },{ 0.243778 , 0.864128 , -0.440289}},
30107 {{-0.006109 , 0.895952 , -0.088626 },{ 0.243778 , 0.864128 , -0.440289}},
30108 {{0.015916 , 0.891027 , -0.092792 },{ -0.082559 , -0.013171 , -0.996499}},
30109 {{0.026033 , 0.883220 , -0.093527 },{ -0.082559 , -0.013171 , -0.996499}},
30110 {{0.005594 , 0.890964 , -0.091936 },{ -0.082559 , -0.013171 , -0.996499}},
30111 {{0.026033 , 0.883220 , -0.093527 },{ 0.257997 , 0.794024 , -0.550421}},
30112 {{0.009774 , 0.888844 , -0.093035 },{ 0.257997 , 0.794024 , -0.550421}},
30113 {{0.005594 , 0.890964 , -0.091936 },{ 0.257997 , 0.794024 , -0.550421}},
30114 {{0.009027 , 0.893770 , -0.092436 },{ -0.212200 , 0.086162 , -0.973420}},
30115 {{0.005594 , 0.890964 , -0.091936 },{ -0.212200 , 0.086162 , -0.973420}},
30116 {{0.001413 , 0.893083 , -0.090837 },{ -0.212200 , 0.086162 , -0.973420}},
30117 {{0.009027 , 0.893770 , -0.092436 },{ -0.081937 , -0.076817 , -0.993673}},
30118 {{0.015916 , 0.891027 , -0.092792 },{ -0.081937 , -0.076817 , -0.993673}},
30119 {{0.005594 , 0.890964 , -0.091936 },{ -0.081937 , -0.076817 , -0.993673}},
30120 {{0.005594 , 0.890964 , -0.091936 },{ 0.243652 , 0.864020 , -0.440571}},
30121 {{-0.006109 , 0.895952 , -0.088626 },{ 0.243652 , 0.864020 , -0.440571}},
30122 {{-0.007510 , 0.897115 , -0.087120 },{ 0.243652 , 0.864020 , -0.440571}},
30123 {{0.005594 , 0.890964 , -0.091936 },{ -0.492375 , -0.819622 , -0.292893}},
30124 {{-0.007510 , 0.897115 , -0.087120 },{ -0.492375 , -0.819622 , -0.292893}},
30125 {{0.001413 , 0.893083 , -0.090837 },{ -0.492375 , -0.819622 , -0.292893}},
30126 {{0.024500 , 0.926194 , -0.086781 },{ 0.159227 , 0.314604 , -0.935773}},
30127 {{0.032749 , 0.925392 , -0.085647 },{ 0.159227 , 0.314604 , -0.935773}},
30128 {{0.031896 , 0.912055 , -0.090276 },{ 0.159227 , 0.314604 , -0.935773}},
30129 {{0.024500 , 0.926194 , -0.086781 },{ 0.112530 , 0.293522 , -0.949306}},
30130 {{0.031896 , 0.912055 , -0.090276 },{ 0.112530 , 0.293522 , -0.949306}},
30131 {{0.023642 , 0.913198 , -0.090901 },{ 0.112530 , 0.293522 , -0.949306}},
30132 {{0.023432 , 0.937247 , -0.080337 },{ 0.223948 , 0.506928 , -0.832389}},
30133 {{0.031515 , 0.936484 , -0.078627 },{ 0.223948 , 0.506928 , -0.832389}},
30134 {{0.024500 , 0.926194 , -0.086781 },{ 0.223948 , 0.506928 , -0.832389}},
30135 {{0.031515 , 0.936484 , -0.078627 },{ 0.165936 , 0.540485 , -0.824828}},
30136 {{0.032749 , 0.925392 , -0.085647 },{ 0.165936 , 0.540485 , -0.824828}},
30137 {{0.024500 , 0.926194 , -0.086781 },{ 0.165936 , 0.540485 , -0.824828}},
30138 {{0.015349 , 0.938009 , -0.082047 },{ 0.165049 , 0.474315 , -0.864745}},
30139 {{0.024500 , 0.926194 , -0.086781 },{ 0.165049 , 0.474315 , -0.864745}},
30140 {{0.016251 , 0.926997 , -0.087915 },{ 0.165049 , 0.474315 , -0.864745}},
30141 {{0.015349 , 0.938009 , -0.082047 },{ 0.223892 , 0.506931 , -0.832402}},
30142 {{0.023432 , 0.937247 , -0.080337 },{ 0.223892 , 0.506931 , -0.832402}},
30143 {{0.024500 , 0.926194 , -0.086781 },{ 0.223892 , 0.506931 , -0.832402}},
30144 {{0.024500 , 0.926194 , -0.086781 },{ 0.112605 , 0.293515 , -0.949299}},
30145 {{0.023642 , 0.913198 , -0.090901 },{ 0.112605 , 0.293515 , -0.949299}},
30146 {{0.015388 , 0.914340 , -0.091527 },{ 0.112605 , 0.293515 , -0.949299}},
30147 {{0.016251 , 0.926997 , -0.087915 },{ 0.156371 , 0.261171 , -0.952543}},
30148 {{0.024500 , 0.926194 , -0.086781 },{ 0.156371 , 0.261171 , -0.952543}},
30149 {{0.015388 , 0.914340 , -0.091527 },{ 0.156371 , 0.261171 , -0.952543}},
30150 {{0.031515 , 0.936484 , -0.078627 },{ 0.236624 , 0.804473 , -0.544823}},
30151 {{0.019941 , 0.944652 , -0.071593 },{ 0.236624 , 0.804473 , -0.544823}},
30152 {{0.027771 , 0.943950 , -0.069229 },{ 0.236624 , 0.804473 , -0.544823}},
30153 {{0.031515 , 0.936484 , -0.078627 },{ 0.198162 , 0.785580 , -0.586170}},
30154 {{0.023432 , 0.937247 , -0.080337 },{ 0.198162 , 0.785580 , -0.586170}},
30155 {{0.019941 , 0.944652 , -0.071593 },{ 0.198162 , 0.785580 , -0.586170}},
30156 {{0.022580 , 0.948753 , -0.058687 },{ 0.211627 , 0.918139 , -0.335015}},
30157 {{0.019941 , 0.944652 , -0.071593 },{ 0.211627 , 0.918139 , -0.335015}},
30158 {{0.015068 , 0.949365 , -0.061755 },{ 0.211627 , 0.918139 , -0.335015}},
30159 {{0.027771 , 0.943950 , -0.069229 },{ 0.183078 , 0.925514 , -0.331520}},
30160 {{0.019941 , 0.944652 , -0.071593 },{ 0.183078 , 0.925514 , -0.331520}},
30161 {{0.022580 , 0.948753 , -0.058687 },{ 0.183078 , 0.925514 , -0.331520}},
30162 {{0.019941 , 0.944652 , -0.071593 },{ 0.192054 , 0.910883 , -0.365251}},
30163 {{0.012111 , 0.945355 , -0.073957 },{ 0.192054 , 0.910883 , -0.365251}},
30164 {{0.007556 , 0.949978 , -0.064823 },{ 0.192054 , 0.910883 , -0.365251}},
30165 {{0.019941 , 0.944652 , -0.071593 },{ 0.211729 , 0.918135 , -0.334962}},
30166 {{0.007556 , 0.949978 , -0.064823 },{ 0.211729 , 0.918135 , -0.334962}},
30167 {{0.015068 , 0.949365 , -0.061755 },{ 0.211729 , 0.918135 , -0.334962}},
30168 {{0.023432 , 0.937247 , -0.080337 },{ 0.198077 , 0.785578 , -0.586202}},
30169 {{0.015349 , 0.938009 , -0.082047 },{ 0.198077 , 0.785578 , -0.586202}},
30170 {{0.019941 , 0.944652 , -0.071593 },{ 0.198077 , 0.785578 , -0.586202}},
30171 {{0.019941 , 0.944652 , -0.071593 },{ 0.248239 , 0.764535 , -0.594864}},
30172 {{0.015349 , 0.938009 , -0.082047 },{ 0.248239 , 0.764535 , -0.594864}},
30173 {{0.012111 , 0.945355 , -0.073957 },{ 0.248239 , 0.764535 , -0.594864}},
30174 {{0.011246 , 0.953383 , -0.038104 },{ 0.018543 , 0.999827 , 0.001526}},
30175 {{-0.000874 , 0.953601 , -0.033648 },{ 0.018543 , 0.999827 , 0.001526}},
30176 {{0.005497 , 0.953475 , -0.028506 },{ 0.018543 , 0.999827 , 0.001526}},
30177 {{0.011246 , 0.953383 , -0.038104 },{ 0.028508 , 0.999183 , 0.028662}},
30178 {{0.004483 , 0.953705 , -0.042600 },{ 0.028508 , 0.999183 , 0.028662}},
30179 {{-0.000874 , 0.953601 , -0.033648 },{ 0.028508 , 0.999183 , 0.028662}},
30180 {{-0.000874 , 0.953601 , -0.033648 },{ -0.223883 , 0.963419 , 0.147310}},
30181 {{-0.007224 , 0.950869 , -0.025431 },{ -0.223883 , 0.963419 , 0.147310}},
30182 {{-0.001833 , 0.951297 , -0.020037 },{ -0.223883 , 0.963419 , 0.147310}},
30183 {{0.005497 , 0.953475 , -0.028506 },{ -0.108499 , 0.981383 , 0.158480}},
30184 {{-0.000874 , 0.953601 , -0.033648 },{ -0.108499 , 0.981383 , 0.158480}},
30185 {{-0.001833 , 0.951297 , -0.020037 },{ -0.108499 , 0.981383 , 0.158480}},
30186 {{-0.000874 , 0.953601 , -0.033648 },{ -0.191852 , 0.946071 , 0.261040}},
30187 {{-0.007244 , 0.953728 , -0.038790 },{ -0.191852 , 0.946071 , 0.261040}},
30188 {{-0.012616 , 0.950441 , -0.030825 },{ -0.191852 , 0.946071 , 0.261040}},
30189 {{-0.000874 , 0.953601 , -0.033648 },{ -0.223860 , 0.963422 , 0.147328}},
30190 {{-0.012616 , 0.950441 , -0.030825 },{ -0.223860 , 0.963422 , 0.147328}},
30191 {{-0.007224 , 0.950869 , -0.025431 },{ -0.223860 , 0.963422 , 0.147328}},
30192 {{0.004483 , 0.953705 , -0.042600 },{ 0.028624 , 0.999177 , 0.028732}},
30193 {{-0.002280 , 0.954028 , -0.047097 },{ 0.028624 , 0.999177 , 0.028732}},
30194 {{-0.000874 , 0.953601 , -0.033648 },{ 0.028624 , 0.999177 , 0.028732}},
30195 {{-0.000874 , 0.953601 , -0.033648 },{ -0.006210 , 0.999456 , 0.032382}},
30196 {{-0.002280 , 0.954028 , -0.047097 },{ -0.006210 , 0.999456 , 0.032382}},
30197 {{-0.007244 , 0.953728 , -0.038790 },{ -0.006210 , 0.999456 , 0.032382}},
30198 {{-0.001833 , 0.951297 , -0.020037 },{ -0.451465 , 0.892277 , -0.004647}},
30199 {{-0.015580 , 0.944351 , -0.018207 },{ -0.451465 , 0.892277 , -0.004647}},
30200 {{-0.012334 , 0.946019 , -0.013291 },{ -0.451465 , 0.892277 , -0.004647}},
30201 {{-0.001833 , 0.951297 , -0.020037 },{ -0.392066 , 0.861176 , 0.323512}},
30202 {{-0.007224 , 0.950869 , -0.025431 },{ -0.392066 , 0.861176 , 0.323512}},
30203 {{-0.015580 , 0.944351 , -0.018207 },{ -0.392066 , 0.861176 , 0.323512}},
30204 {{-0.015580 , 0.944351 , -0.018207 },{ -0.782178 , 0.604053 , -0.152702}},
30205 {{-0.023705 , 0.935293 , -0.012420 },{ -0.782178 , 0.604053 , -0.152702}},
30206 {{-0.022691 , 0.937713 , -0.008041 },{ -0.782178 , 0.604053 , -0.152702}},
30207 {{-0.012334 , 0.946019 , -0.013291 },{ -0.585594 , 0.802494 , 0.114381}},
30208 {{-0.015580 , 0.944351 , -0.018207 },{ -0.585594 , 0.802494 , 0.114381}},
30209 {{-0.022691 , 0.937713 , -0.008041 },{ -0.585594 , 0.802494 , 0.114381}},
30210 {{-0.018826 , 0.942684 , -0.023124 },{ -0.735286 , 0.619252 , 0.275466}},
30211 {{-0.024720 , 0.932872 , -0.016799 },{ -0.735286 , 0.619252 , 0.275466}},
30212 {{-0.015580 , 0.944351 , -0.018207 },{ -0.735286 , 0.619252 , 0.275466}},
30213 {{-0.015580 , 0.944351 , -0.018207 },{ -0.782172 , 0.604070 , -0.152667}},
30214 {{-0.024720 , 0.932872 , -0.016799 },{ -0.782172 , 0.604070 , -0.152667}},
30215 {{-0.023705 , 0.935293 , -0.012420 },{ -0.782172 , 0.604070 , -0.152667}},
30216 {{-0.007224 , 0.950869 , -0.025431 },{ -0.392032 , 0.861177 , 0.323551}},
30217 {{-0.012616 , 0.950441 , -0.030825 },{ -0.392032 , 0.861177 , 0.323551}},
30218 {{-0.015580 , 0.944351 , -0.018207 },{ -0.392032 , 0.861177 , 0.323551}},
30219 {{-0.012616 , 0.950441 , -0.030825 },{ -0.663543 , 0.722816 , 0.192994}},
30220 {{-0.018826 , 0.942684 , -0.023124 },{ -0.663543 , 0.722816 , 0.192994}},
30221 {{-0.015580 , 0.944351 , -0.018207 },{ -0.663543 , 0.722816 , 0.192994}},
30222 {{-0.029366 , 0.924938 , -0.008511 },{ -0.865416 , 0.459532 , -0.199714}},
30223 {{-0.029588 , 0.926453 , -0.004063 },{ -0.865416 , 0.459532 , -0.199714}},
30224 {{-0.022691 , 0.937713 , -0.008041 },{ -0.865416 , 0.459532 , -0.199714}},
30225 {{-0.023705 , 0.935293 , -0.012420 },{ -0.884343 , 0.463973 , -0.051631}},
30226 {{-0.029366 , 0.924938 , -0.008511 },{ -0.884343 , 0.463973 , -0.051631}},
30227 {{-0.022691 , 0.937713 , -0.008041 },{ -0.884343 , 0.463973 , -0.051631}},
30228 {{-0.033794 , 0.913935 , -0.005541 },{ -0.927944 , 0.331827 , -0.169738}},
30229 {{-0.034754 , 0.913717 , -0.000719 },{ -0.927944 , 0.331827 , -0.169738}},
30230 {{-0.029588 , 0.926453 , -0.004063 },{ -0.927944 , 0.331827 , -0.169738}},
30231 {{-0.033794 , 0.913935 , -0.005541 },{ -0.929996 , 0.331279 , -0.159253}},
30232 {{-0.029588 , 0.926453 , -0.004063 },{ -0.929996 , 0.331279 , -0.159253}},
30233 {{-0.029366 , 0.924938 , -0.008511 },{ -0.929996 , 0.331279 , -0.159253}},
30234 {{-0.032833 , 0.914153 , -0.010363 },{ -0.929203 , 0.327961 , -0.170361}},
30235 {{-0.033794 , 0.913935 , -0.005541 },{ -0.929203 , 0.327961 , -0.170361}},
30236 {{-0.029366 , 0.924938 , -0.008511 },{ -0.929203 , 0.327961 , -0.170361}},
30237 {{-0.032833 , 0.914153 , -0.010363 },{ -0.931865 , 0.326668 , -0.157846}},
30238 {{-0.029366 , 0.924938 , -0.008511 },{ -0.931865 , 0.326668 , -0.157846}},
30239 {{-0.029144 , 0.923422 , -0.012959 },{ -0.931865 , 0.326668 , -0.157846}},
30240 {{-0.024720 , 0.932872 , -0.016799 },{ -0.884334 , 0.464000 , -0.051548}},
30241 {{-0.029366 , 0.924938 , -0.008511 },{ -0.884334 , 0.464000 , -0.051548}},
30242 {{-0.023705 , 0.935293 , -0.012420 },{ -0.884334 , 0.464000 , -0.051548}},
30243 {{-0.024720 , 0.932872 , -0.016799 },{ -0.917237 , 0.360828 , -0.168758}},
30244 {{-0.029144 , 0.923422 , -0.012959 },{ -0.917237 , 0.360828 , -0.168758}},
30245 {{-0.029366 , 0.924938 , -0.008511 },{ -0.917237 , 0.360828 , -0.168758}},
30246 {{-0.037286 , 0.914701 , -0.016773 },{ 0.080243 , 0.995601 , 0.048369}},
30247 {{-0.038477 , 0.914635 , -0.013439 },{ 0.080243 , 0.995601 , 0.048369}},
30248 {{-0.034754 , 0.913717 , -0.000719 },{ 0.080243 , 0.995601 , 0.048369}},
30249 {{-0.037286 , 0.914701 , -0.016773 },{ 0.044948 , 0.997526 , 0.054053}},
30250 {{-0.034754 , 0.913717 , -0.000719 },{ 0.044948 , 0.997526 , 0.054053}},
30251 {{-0.033794 , 0.913935 , -0.005541 },{ 0.044948 , 0.997526 , 0.054053}},
30252 {{-0.039252 , 0.915045 , -0.028126 },{ -0.000148 , 0.999610 , 0.027910}},
30253 {{-0.040543 , 0.914988 , -0.026092 },{ -0.000148 , 0.999610 , 0.027910}},
30254 {{-0.038477 , 0.914635 , -0.013439 },{ -0.000148 , 0.999610 , 0.027910}},
30255 {{-0.039252 , 0.915045 , -0.028126 },{ 0.019800 , 0.999443 , 0.026853}},
30256 {{-0.038477 , 0.914635 , -0.013439 },{ 0.019800 , 0.999443 , 0.026853}},
30257 {{-0.037286 , 0.914701 , -0.016773 },{ 0.019800 , 0.999443 , 0.026853}},
30258 {{-0.037960 , 0.915103 , -0.030159 },{ 0.002190 , 0.999550 , 0.029906}},
30259 {{-0.039252 , 0.915045 , -0.028126 },{ 0.002190 , 0.999550 , 0.029906}},
30260 {{-0.037286 , 0.914701 , -0.016773 },{ 0.002190 , 0.999550 , 0.029906}},
30261 {{-0.037960 , 0.915103 , -0.030159 },{ 0.025123 , 0.999271 , 0.028743}},
30262 {{-0.037286 , 0.914701 , -0.016773 },{ 0.025123 , 0.999271 , 0.028743}},
30263 {{-0.036095 , 0.914767 , -0.020108 },{ 0.025123 , 0.999271 , 0.028743}},
30264 {{-0.036095 , 0.914767 , -0.020108 },{ 0.072206 , 0.996351 , 0.045499}},
30265 {{-0.037286 , 0.914701 , -0.016773 },{ 0.072206 , 0.996351 , 0.045499}},
30266 {{-0.033794 , 0.913935 , -0.005541 },{ 0.072206 , 0.996351 , 0.045499}},
30267 {{-0.036095 , 0.914767 , -0.020108 },{ 0.033271 , 0.998106 , 0.051749}},
30268 {{-0.033794 , 0.913935 , -0.005541 },{ 0.033271 , 0.998106 , 0.051749}},
30269 {{-0.032833 , 0.914153 , -0.010363 },{ 0.033271 , 0.998106 , 0.051749}},
30270 {{-0.015640 , 0.901378 , -0.082400 },{ -0.223488 , 0.761516 , -0.608397}},
30271 {{-0.023956 , 0.907132 , -0.072143 },{ -0.223488 , 0.761516 , -0.608397}},
30272 {{-0.015692 , 0.902180 , -0.081377 },{ -0.223488 , 0.761516 , -0.608397}},
30273 {{-0.023502 , 0.907890 , -0.071873 },{ -0.468962 , 0.532014 , -0.705008}},
30274 {{-0.015692 , 0.902180 , -0.081377 },{ -0.468962 , 0.532014 , -0.705008}},
30275 {{-0.023956 , 0.907132 , -0.072143 },{ -0.468962 , 0.532014 , -0.705008}},
30276 {{-0.004708 , 0.894790 , -0.090131 },{ 0.190203 , 0.854755 , -0.482925}},
30277 {{-0.015692 , 0.902180 , -0.081377 },{ 0.190203 , 0.854755 , -0.482925}},
30278 {{-0.006109 , 0.895952 , -0.088626 },{ 0.190203 , 0.854755 , -0.482925}},
30279 {{-0.004708 , 0.894790 , -0.090131 },{ 0.039359 , 0.787329 , -0.615275}},
30280 {{-0.015640 , 0.901378 , -0.082400 },{ 0.039359 , 0.787329 , -0.615275}},
30281 {{-0.015692 , 0.902180 , -0.081377 },{ 0.039359 , 0.787329 , -0.615275}},
30282 {{-0.007510 , 0.897115 , -0.087120 },{ 0.055732 , 0.786879 , -0.614585}},
30283 {{-0.015692 , 0.902180 , -0.081377 },{ 0.055732 , 0.786879 , -0.614585}},
30284 {{-0.015745 , 0.902982 , -0.080355 },{ 0.055732 , 0.786879 , -0.614585}},
30285 {{-0.006109 , 0.895952 , -0.088626 },{ 0.189611 , 0.854546 , -0.483528}},
30286 {{-0.015692 , 0.902180 , -0.081377 },{ 0.189611 , 0.854546 , -0.483528}},
30287 {{-0.007510 , 0.897115 , -0.087120 },{ 0.189611 , 0.854546 , -0.483528}},
30288 {{-0.023047 , 0.908648 , -0.071603 },{ -0.468581 , 0.532431 , -0.704946}},
30289 {{-0.015692 , 0.902180 , -0.081377 },{ -0.468581 , 0.532431 , -0.704946}},
30290 {{-0.023502 , 0.907890 , -0.071873 },{ -0.468581 , 0.532431 , -0.704946}},
30291 {{-0.015692 , 0.902180 , -0.081377 },{ -0.136178 , 0.775930 , -0.615945}},
30292 {{-0.023047 , 0.908648 , -0.071603 },{ -0.136178 , 0.775930 , -0.615945}},
30293 {{-0.015745 , 0.902982 , -0.080355 },{ -0.136178 , 0.775930 , -0.615945}},
30294 {{-0.038164 , 0.914546 , -0.039717 },{ -0.368530 , 0.924816 , -0.094350}},
30295 {{-0.039295 , 0.914208 , -0.038612 },{ -0.368530 , 0.924816 , -0.094350}},
30296 {{-0.040543 , 0.914988 , -0.026092 },{ -0.368530 , 0.924816 , -0.094350}},
30297 {{-0.038164 , 0.914546 , -0.039717 },{ -0.130083 , 0.989986 , -0.054831}},
30298 {{-0.040543 , 0.914988 , -0.026092 },{ -0.130083 , 0.989986 , -0.054831}},
30299 {{-0.039252 , 0.915045 , -0.028126 },{ -0.130083 , 0.989986 , -0.054831}},
30300 {{-0.034787 , 0.913280 , -0.051092 },{ -0.667373 , 0.692031 , -0.275147}},
30301 {{-0.035667 , 0.912627 , -0.050600 },{ -0.667373 , 0.692031 , -0.275147}},
30302 {{-0.038164 , 0.914546 , -0.039717 },{ -0.667373 , 0.692031 , -0.275147}},
30303 {{-0.035667 , 0.912627 , -0.050600 },{ -0.501098 , 0.825256 , -0.260487}},
30304 {{-0.039295 , 0.914208 , -0.038612 },{ -0.501098 , 0.825256 , -0.260487}},
30305 {{-0.038164 , 0.914546 , -0.039717 },{ -0.501098 , 0.825256 , -0.260487}},
30306 {{-0.033907 , 0.913933 , -0.051584 },{ -0.462155 , 0.861506 , -0.210287}},
30307 {{-0.038164 , 0.914546 , -0.039717 },{ -0.462155 , 0.861506 , -0.210287}},
30308 {{-0.037033 , 0.914883 , -0.040822 },{ -0.462155 , 0.861506 , -0.210287}},
30309 {{-0.033907 , 0.913933 , -0.051584 },{ -0.667345 , 0.692060 , -0.275142}},
30310 {{-0.034787 , 0.913280 , -0.051092 },{ -0.667345 , 0.692060 , -0.275142}},
30311 {{-0.038164 , 0.914546 , -0.039717 },{ -0.667345 , 0.692060 , -0.275142}},
30312 {{-0.037960 , 0.915103 , -0.030159 },{ -0.130813 , 0.989886 , -0.054895}},
30313 {{-0.038164 , 0.914546 , -0.039717 },{ -0.130813 , 0.989886 , -0.054895}},
30314 {{-0.039252 , 0.915045 , -0.028126 },{ -0.130813 , 0.989886 , -0.054895}},
30315 {{-0.037033 , 0.914883 , -0.040822 },{ -0.328000 , 0.943459 , -0.047981}},
30316 {{-0.038164 , 0.914546 , -0.039717 },{ -0.328000 , 0.943459 , -0.047981}},
30317 {{-0.037960 , 0.915103 , -0.030159 },{ -0.328000 , 0.943459 , -0.047981}},
30318 {{0.015068 , 0.949365 , -0.061755 },{ 0.172624 , 0.964012 , -0.202192}},
30319 {{0.009856 , 0.952338 , -0.052030 },{ 0.172624 , 0.964012 , -0.202192}},
30320 {{0.017006 , 0.951853 , -0.048238 },{ 0.172624 , 0.964012 , -0.202192}},
30321 {{0.015068 , 0.949365 , -0.061755 },{ 0.160787 , 0.966322 , -0.200920}},
30322 {{0.017006 , 0.951853 , -0.048238 },{ 0.160787 , 0.966322 , -0.200920}},
30323 {{0.022580 , 0.948753 , -0.058687 },{ 0.160787 , 0.966322 , -0.200920}},
30324 {{0.009856 , 0.952338 , -0.052030 },{ 0.103480 , 0.991019 , -0.084698}},
30325 {{0.004483 , 0.953705 , -0.042600 },{ 0.103480 , 0.991019 , -0.084698}},
30326 {{0.011246 , 0.953383 , -0.038104 },{ 0.103480 , 0.991019 , -0.084698}},
30327 {{0.009856 , 0.952338 , -0.052030 },{ 0.112507 , 0.989964 , -0.085520}},
30328 {{0.011246 , 0.953383 , -0.038104 },{ 0.112507 , 0.989964 , -0.085520}},
30329 {{0.017006 , 0.951853 , -0.048238 },{ 0.112507 , 0.989964 , -0.085520}},
30330 {{0.002706 , 0.952823 , -0.055822 },{ 0.100330 , 0.991762 , -0.079639}},
30331 {{-0.002280 , 0.954028 , -0.047097 },{ 0.100330 , 0.991762 , -0.079639}},
30332 {{0.004483 , 0.953705 , -0.042600 },{ 0.100330 , 0.991762 , -0.079639}},
30333 {{0.002706 , 0.952823 , -0.055822 },{ 0.110089 , 0.990626 , -0.080875}},
30334 {{0.004483 , 0.953705 , -0.042600 },{ 0.110089 , 0.990626 , -0.080875}},
30335 {{0.009856 , 0.952338 , -0.052030 },{ 0.110089 , 0.990626 , -0.080875}},
30336 {{0.007556 , 0.949978 , -0.064823 },{ 0.176152 , 0.961895 , -0.209115}},
30337 {{0.002706 , 0.952823 , -0.055822 },{ 0.176152 , 0.961895 , -0.209115}},
30338 {{0.009856 , 0.952338 , -0.052030 },{ 0.176152 , 0.961895 , -0.209115}},
30339 {{0.007556 , 0.949978 , -0.064823 },{ 0.163380 , 0.964537 , -0.207306}},
30340 {{0.009856 , 0.952338 , -0.052030 },{ 0.163380 , 0.964537 , -0.207306}},
30341 {{0.015068 , 0.949365 , -0.061755 },{ 0.163380 , 0.964537 , -0.207306}},
30342 {{-0.000550 , 0.921063 , 0.023370 },{ -0.428054 , 0.299777 , 0.852587}},
30343 {{-0.005457 , 0.919898 , 0.021316 },{ -0.428054 , 0.299777 , 0.852587}},
30344 {{-0.000636 , 0.919777 , 0.023779 },{ -0.428054 , 0.299777 , 0.852587}},
30345 {{-0.000577 , 0.922062 , 0.023005 },{ -0.428078 , 0.299920 , 0.852524}},
30346 {{-0.005472 , 0.920604 , 0.021060 },{ -0.428078 , 0.299920 , 0.852524}},
30347 {{-0.000550 , 0.921063 , 0.023370 },{ -0.428078 , 0.299920 , 0.852524}},
30348 {{-0.000550 , 0.921063 , 0.023370 },{ -0.428072 , 0.300017 , 0.852493}},
30349 {{-0.005472 , 0.920604 , 0.021060 },{ -0.428072 , 0.300017 , 0.852493}},
30350 {{-0.005457 , 0.919898 , 0.021316 },{ -0.428072 , 0.300017 , 0.852493}},
30351 {{-0.000692 , 0.923030 , 0.022607 },{ -0.428111 , 0.299678 , 0.852593}},
30352 {{-0.005524 , 0.921254 , 0.020805 },{ -0.428111 , 0.299678 , 0.852593}},
30353 {{-0.000577 , 0.922062 , 0.023005 },{ -0.428111 , 0.299678 , 0.852593}},
30354 {{-0.000577 , 0.922062 , 0.023005 },{ -0.428114 , 0.300193 , 0.852410}},
30355 {{-0.005524 , 0.921254 , 0.020805 },{ -0.428114 , 0.300193 , 0.852410}},
30356 {{-0.005472 , 0.920604 , 0.021060 },{ -0.428114 , 0.300193 , 0.852410}},
30357 {{-0.000900 , 0.923961 , 0.022175 },{ -0.428028 , 0.299972 , 0.852531}},
30358 {{-0.005642 , 0.921992 , 0.020487 },{ -0.428028 , 0.299972 , 0.852531}},
30359 {{-0.000692 , 0.923030 , 0.022607 },{ -0.428028 , 0.299972 , 0.852531}},
30360 {{-0.000692 , 0.923030 , 0.022607 },{ -0.427982 , 0.299034 , 0.852883}},
30361 {{-0.005642 , 0.921992 , 0.020487 },{ -0.427982 , 0.299034 , 0.852883}},
30362 {{-0.005524 , 0.921254 , 0.020805 },{ -0.427982 , 0.299034 , 0.852883}},
30363 {{-0.001204 , 0.924849 , 0.021710 },{ -0.428014 , 0.299916 , 0.852557}},
30364 {{-0.005642 , 0.921992 , 0.020487 },{ -0.428014 , 0.299916 , 0.852557}},
30365 {{-0.000900 , 0.923961 , 0.022175 },{ -0.428014 , 0.299916 , 0.852557}},
30366 {{-0.001606 , 0.925690 , 0.021212 },{ -0.428184 , 0.300077 , 0.852415}},
30367 {{-0.005781 , 0.922525 , 0.020229 },{ -0.428184 , 0.300077 , 0.852415}},
30368 {{-0.001204 , 0.924849 , 0.021710 },{ -0.428184 , 0.300077 , 0.852415}},
30369 {{-0.001204 , 0.924849 , 0.021710 },{ -0.428407 , 0.300734 , 0.852072}},
30370 {{-0.005781 , 0.922525 , 0.020229 },{ -0.428407 , 0.300734 , 0.852072}},
30371 {{-0.005642 , 0.921992 , 0.020487 },{ -0.428407 , 0.300734 , 0.852072}},
30372 {{-0.002111 , 0.926478 , 0.020682 },{ -0.427874 , 0.299393 , 0.852812}},
30373 {{-0.005964 , 0.923011 , 0.019966 },{ -0.427874 , 0.299393 , 0.852812}},
30374 {{-0.001606 , 0.925690 , 0.021212 },{ -0.427874 , 0.299393 , 0.852812}},
30375 {{-0.001606 , 0.925690 , 0.021212 },{ -0.428173 , 0.300058 , 0.852428}},
30376 {{-0.005964 , 0.923011 , 0.019966 },{ -0.428173 , 0.300058 , 0.852428}},
30377 {{-0.005781 , 0.922525 , 0.020229 },{ -0.428173 , 0.300058 , 0.852428}},
30378 {{-0.002721 , 0.927207 , 0.020119 },{ -0.428242 , 0.299975 , 0.852422}},
30379 {{-0.006190 , 0.923451 , 0.019698 },{ -0.428242 , 0.299975 , 0.852422}},
30380 {{-0.002111 , 0.926478 , 0.020682 },{ -0.428242 , 0.299975 , 0.852422}},
30381 {{-0.002111 , 0.926478 , 0.020682 },{ -0.427989 , 0.299543 , 0.852701}},
30382 {{-0.006190 , 0.923451 , 0.019698 },{ -0.427989 , 0.299543 , 0.852701}},
30383 {{-0.005964 , 0.923011 , 0.019966 },{ -0.427989 , 0.299543 , 0.852701}},
30384 {{-0.003441 , 0.927871 , 0.019523 },{ -0.428486 , 0.300294 , 0.852187}},
30385 {{-0.006464 , 0.923847 , 0.019421 },{ -0.428486 , 0.300294 , 0.852187}},
30386 {{-0.002721 , 0.927207 , 0.020119 },{ -0.428486 , 0.300294 , 0.852187}},
30387 {{-0.002721 , 0.927207 , 0.020119 },{ -0.428249 , 0.299982 , 0.852416}},
30388 {{-0.006464 , 0.923847 , 0.019421 },{ -0.428249 , 0.299982 , 0.852416}},
30389 {{-0.006190 , 0.923451 , 0.019698 },{ -0.428249 , 0.299982 , 0.852416}},
30390 {{-0.004273 , 0.928467 , 0.018896 },{ -0.427800 , 0.299847 , 0.852689}},
30391 {{-0.006786 , 0.924202 , 0.019135 },{ -0.427800 , 0.299847 , 0.852689}},
30392 {{-0.003441 , 0.927871 , 0.019523 },{ -0.427800 , 0.299847 , 0.852689}},
30393 {{-0.003441 , 0.927871 , 0.019523 },{ -0.427443 , 0.299490 , 0.852993}},
30394 {{-0.006786 , 0.924202 , 0.019135 },{ -0.427443 , 0.299490 , 0.852993}},
30395 {{-0.006464 , 0.923847 , 0.019421 },{ -0.427443 , 0.299490 , 0.852993}},
30396 {{-0.005222 , 0.928987 , 0.018237 },{ -0.427865 , 0.299768 , 0.852684}},
30397 {{-0.007158 , 0.924517 , 0.018837 },{ -0.427865 , 0.299768 , 0.852684}},
30398 {{-0.004273 , 0.928467 , 0.018896 },{ -0.427865 , 0.299768 , 0.852684}},
30399 {{-0.004273 , 0.928467 , 0.018896 },{ -0.428470 , 0.300216 , 0.852223}},
30400 {{-0.007158 , 0.924517 , 0.018837 },{ -0.428470 , 0.300216 , 0.852223}},
30401 {{-0.006786 , 0.924202 , 0.019135 },{ -0.428470 , 0.300216 , 0.852223}},
30402 {{-0.005741 , 0.929218 , 0.017895 },{ -0.428261 , 0.299842 , 0.852459}},
30403 {{-0.007583 , 0.924796 , 0.018525 },{ -0.428261 , 0.299842 , 0.852459}},
30404 {{-0.005222 , 0.928987 , 0.018237 },{ -0.428261 , 0.299842 , 0.852459}},
30405 {{-0.005222 , 0.928987 , 0.018237 },{ -0.428642 , 0.300039 , 0.852199}},
30406 {{-0.007583 , 0.924796 , 0.018525 },{ -0.428642 , 0.300039 , 0.852199}},
30407 {{-0.007158 , 0.924517 , 0.018837 },{ -0.428642 , 0.300039 , 0.852199}},
30408 {{-0.006576 , 0.929524 , 0.017368 },{ -0.428113 , 0.299957 , 0.852493}},
30409 {{-0.008063 , 0.925040 , 0.018199 },{ -0.428113 , 0.299957 , 0.852493}},
30410 {{-0.005741 , 0.929218 , 0.017895 },{ -0.428113 , 0.299957 , 0.852493}},
30411 {{-0.005741 , 0.929218 , 0.017895 },{ -0.427191 , 0.299490 , 0.853120}},
30412 {{-0.008063 , 0.925040 , 0.018199 },{ -0.427191 , 0.299490 , 0.853120}},
30413 {{-0.007583 , 0.924796 , 0.018525 },{ -0.427191 , 0.299490 , 0.853120}},
30414 {{-0.007946 , 0.929880 , 0.016555 },{ -0.428064 , 0.299766 , 0.852585}},
30415 {{-0.008742 , 0.925299 , 0.017766 },{ -0.428064 , 0.299766 , 0.852585}},
30416 {{-0.006576 , 0.929524 , 0.017368 },{ -0.428064 , 0.299766 , 0.852585}},
30417 {{-0.006576 , 0.929524 , 0.017368 },{ -0.428862 , 0.300125 , 0.852058}},
30418 {{-0.008742 , 0.925299 , 0.017766 },{ -0.428862 , 0.300125 , 0.852058}},
30419 {{-0.008063 , 0.925040 , 0.018199 },{ -0.428862 , 0.300125 , 0.852058}},
30420 {{-0.007946 , 0.929880 , 0.016555 },{ -0.428353 , 0.299850 , 0.852410}},
30421 {{-0.009560 , 0.925482 , 0.017291 },{ -0.428353 , 0.299850 , 0.852410}},
30422 {{-0.009152 , 0.925411 , 0.017521 },{ -0.428353 , 0.299850 , 0.852410}},
30423 {{-0.007946 , 0.929880 , 0.016555 },{ -0.427701 , 0.299752 , 0.852772}},
30424 {{-0.009152 , 0.925411 , 0.017521 },{ -0.427701 , 0.299752 , 0.852772}},
30425 {{-0.008742 , 0.925299 , 0.017766 },{ -0.427701 , 0.299752 , 0.852772}},
30426 {{-0.009265 , 0.930050 , 0.015833 },{ -0.428058 , 0.299771 , 0.852586}},
30427 {{-0.009560 , 0.925482 , 0.017291 },{ -0.428058 , 0.299771 , 0.852586}},
30428 {{-0.007946 , 0.929880 , 0.016555 },{ -0.428058 , 0.299771 , 0.852586}},
30429 {{-0.009265 , 0.930050 , 0.015833 },{ -0.428364 , 0.299845 , 0.852407}},
30430 {{-0.010369 , 0.925502 , 0.016878 },{ -0.428364 , 0.299845 , 0.852407}},
30431 {{-0.009966 , 0.925512 , 0.017077 },{ -0.428364 , 0.299845 , 0.852407}},
30432 {{-0.009265 , 0.930050 , 0.015833 },{ -0.427379 , 0.299829 , 0.852906}},
30433 {{-0.009966 , 0.925512 , 0.017077 },{ -0.427379 , 0.299829 , 0.852906}},
30434 {{-0.009560 , 0.925482 , 0.017291 },{ -0.427379 , 0.299829 , 0.852906}},
30435 {{-0.009265 , 0.930050 , 0.015833 },{ -0.428302 , 0.299837 , 0.852440}},
30436 {{-0.010533 , 0.930044 , 0.015198 },{ -0.428302 , 0.299837 , 0.852440}},
30437 {{-0.010369 , 0.925502 , 0.016878 },{ -0.428302 , 0.299837 , 0.852440}},
30438 {{-0.010533 , 0.930044 , 0.015198 },{ -0.428037 , 0.299905 , 0.852550}},
30439 {{-0.011169 , 0.925364 , 0.016525 },{ -0.428037 , 0.299905 , 0.852550}},
30440 {{-0.010770 , 0.925453 , 0.016694 },{ -0.428037 , 0.299905 , 0.852550}},
30441 {{-0.010533 , 0.930044 , 0.015198 },{ -0.427874 , 0.299921 , 0.852626}},
30442 {{-0.010770 , 0.925453 , 0.016694 },{ -0.427874 , 0.299921 , 0.852626}},
30443 {{-0.010369 , 0.925502 , 0.016878 },{ -0.427874 , 0.299921 , 0.852626}},
30444 {{-0.010533 , 0.930044 , 0.015198 },{ -0.427996 , 0.299905 , 0.852570}},
30445 {{-0.011749 , 0.929875 , 0.014647 },{ -0.427996 , 0.299905 , 0.852570}},
30446 {{-0.011169 , 0.925364 , 0.016525 },{ -0.427996 , 0.299905 , 0.852570}},
30447 {{-0.011749 , 0.929875 , 0.014647 },{ -0.428668 , 0.299707 , 0.852302}},
30448 {{-0.011564 , 0.925237 , 0.016371 },{ -0.428668 , 0.299707 , 0.852302}},
30449 {{-0.011169 , 0.925364 , 0.016525 },{ -0.428668 , 0.299707 , 0.852302}},
30450 {{-0.011749 , 0.929875 , 0.014647 },{ -0.428140 , 0.299813 , 0.852531}},
30451 {{-0.012915 , 0.929555 , 0.014174 },{ -0.428140 , 0.299813 , 0.852531}},
30452 {{-0.011564 , 0.925237 , 0.016371 },{ -0.428140 , 0.299813 , 0.852531}},
30453 {{-0.012915 , 0.929555 , 0.014174 },{ -0.427812 , 0.299971 , 0.852640}},
30454 {{-0.011956 , 0.925073 , 0.016232 },{ -0.427812 , 0.299971 , 0.852640}},
30455 {{-0.011564 , 0.925237 , 0.016371 },{ -0.427812 , 0.299971 , 0.852640}},
30456 {{-0.012915 , 0.929555 , 0.014174 },{ -0.428235 , 0.299809 , 0.852484}},
30457 {{-0.014028 , 0.929094 , 0.013777 },{ -0.428235 , 0.299809 , 0.852484}},
30458 {{-0.011956 , 0.925073 , 0.016232 },{ -0.428235 , 0.299809 , 0.852484}},
30459 {{-0.014028 , 0.929094 , 0.013777 },{ -0.427994 , 0.299973 , 0.852548}},
30460 {{-0.012538 , 0.924757 , 0.016051 },{ -0.427994 , 0.299973 , 0.852548}},
30461 {{-0.011956 , 0.925073 , 0.016232 },{ -0.427994 , 0.299973 , 0.852548}},
30462 {{-0.014028 , 0.929094 , 0.013777 },{ -0.427972 , 0.299984 , 0.852555}},
30463 {{-0.015089 , 0.928504 , 0.013452 },{ -0.427972 , 0.299984 , 0.852555}},
30464 {{-0.012538 , 0.924757 , 0.016051 },{ -0.427972 , 0.299984 , 0.852555}},
30465 {{-0.015089 , 0.928504 , 0.013452 },{ -0.428028 , 0.299938 , 0.852543}},
30466 {{-0.013111 , 0.924360 , 0.015903 },{ -0.428028 , 0.299938 , 0.852543}},
30467 {{-0.012538 , 0.924757 , 0.016051 },{ -0.428028 , 0.299938 , 0.852543}},
30468 {{-0.015089 , 0.928504 , 0.013452 },{ -0.428201 , 0.299827 , 0.852495}},
30469 {{-0.016097 , 0.927798 , 0.013194 },{ -0.428201 , 0.299827 , 0.852495}},
30470 {{-0.013111 , 0.924360 , 0.015903 },{ -0.428201 , 0.299827 , 0.852495}},
30471 {{-0.016097 , 0.927798 , 0.013194 },{ -0.428026 , 0.299999 , 0.852522}},
30472 {{-0.013675 , 0.923885 , 0.015787 },{ -0.428026 , 0.299999 , 0.852522}},
30473 {{-0.013111 , 0.924360 , 0.015903 },{ -0.428026 , 0.299999 , 0.852522}},
30474 {{-0.016097 , 0.927798 , 0.013194 },{ -0.427900 , 0.300097 , 0.852551}},
30475 {{-0.017053 , 0.926986 , 0.013000 },{ -0.427900 , 0.300097 , 0.852551}},
30476 {{-0.013675 , 0.923885 , 0.015787 },{ -0.427900 , 0.300097 , 0.852551}},
30477 {{-0.017053 , 0.926986 , 0.013000 },{ -0.428665 , 0.299201 , 0.852482}},
30478 {{-0.014228 , 0.923332 , 0.015703 },{ -0.428665 , 0.299201 , 0.852482}},
30479 {{-0.013675 , 0.923885 , 0.015787 },{ -0.428665 , 0.299201 , 0.852482}},
30480 {{-0.017053 , 0.926986 , 0.013000 },{ -0.428380 , 0.299459 , 0.852534}},
30481 {{-0.017955 , 0.926080 , 0.012865 },{ -0.428380 , 0.299459 , 0.852534}},
30482 {{-0.014228 , 0.923332 , 0.015703 },{ -0.428380 , 0.299459 , 0.852534}},
30483 {{-0.017955 , 0.926080 , 0.012865 },{ -0.427921 , 0.300091 , 0.852543}},
30484 {{-0.014949 , 0.922480 , 0.015641 },{ -0.427921 , 0.300091 , 0.852543}},
30485 {{-0.014228 , 0.923332 , 0.015703 },{ -0.427921 , 0.300091 , 0.852543}},
30486 {{-0.017955 , 0.926080 , 0.012865 },{ -0.428061 , 0.299956 , 0.852520}},
30487 {{-0.019075 , 0.924746 , 0.012772 },{ -0.428061 , 0.299956 , 0.852520}},
30488 {{-0.014949 , 0.922480 , 0.015641 },{ -0.428061 , 0.299956 , 0.852520}},
30489 {{-0.019075 , 0.924746 , 0.012772 },{ -0.427884 , 0.300257 , 0.852503}},
30490 {{-0.015820 , 0.921236 , 0.015642 },{ -0.427884 , 0.300257 , 0.852503}},
30491 {{-0.014949 , 0.922480 , 0.015641 },{ -0.427884 , 0.300257 , 0.852503}},
30492 {{-0.019075 , 0.924746 , 0.012772 },{ -0.427981 , 0.300157 , 0.852489}},
30493 {{-0.020100 , 0.923293 , 0.012769 },{ -0.427981 , 0.300157 , 0.852489}},
30494 {{-0.015820 , 0.921236 , 0.015642 },{ -0.427981 , 0.300157 , 0.852489}},
30495 {{-0.020100 , 0.923293 , 0.012769 },{ -0.428342 , 0.299483 , 0.852545}},
30496 {{-0.016815 , 0.919494 , 0.015754 },{ -0.428342 , 0.299483 , 0.852545}},
30497 {{-0.015820 , 0.921236 , 0.015642 },{ -0.428342 , 0.299483 , 0.852545}},
30498 {{-0.020100 , 0.923293 , 0.012769 },{ -0.427940 , 0.299879 , 0.852607}},
30499 {{-0.021245 , 0.921352 , 0.012877 },{ -0.427940 , 0.299879 , 0.852607}},
30500 {{-0.016815 , 0.919494 , 0.015754 },{ -0.427940 , 0.299879 , 0.852607}},
30501 {{-0.021245 , 0.921352 , 0.012877 },{ -0.428243 , 0.299260 , 0.852673}},
30502 {{-0.021859 , 0.920140 , 0.012994 },{ -0.428243 , 0.299260 , 0.852673}},
30503 {{-0.016815 , 0.919494 , 0.015754 },{ -0.428243 , 0.299260 , 0.852673}},
30504 {{-0.021859 , 0.920140 , 0.012994 },{ -0.428046 , 0.300045 , 0.852496}},
30505 {{-0.017900 , 0.917142 , 0.016037 },{ -0.428046 , 0.300045 , 0.852496}},
30506 {{-0.016815 , 0.919494 , 0.015754 },{ -0.428046 , 0.300045 , 0.852496}},
30507 {{-0.021859 , 0.920140 , 0.012994 },{ -0.428022 , 0.300077 , 0.852497}},
30508 {{-0.022592 , 0.918495 , 0.013205 },{ -0.428022 , 0.300077 , 0.852497}},
30509 {{-0.017900 , 0.917142 , 0.016037 },{ -0.428022 , 0.300077 , 0.852497}},
30510 {{-0.022592 , 0.918495 , 0.013205 },{ -0.428251 , 0.299711 , 0.852511}},
30511 {{-0.023424 , 0.916231 , 0.013583 },{ -0.428251 , 0.299711 , 0.852511}},
30512 {{-0.018523 , 0.915480 , 0.016309 },{ -0.428251 , 0.299711 , 0.852511}},
30513 {{-0.022592 , 0.918495 , 0.013205 },{ -0.428064 , 0.299967 , 0.852515}},
30514 {{-0.018523 , 0.915480 , 0.016309 },{ -0.428064 , 0.299967 , 0.852515}},
30515 {{-0.017900 , 0.917142 , 0.016037 },{ -0.428064 , 0.299967 , 0.852515}},
30516 {{-0.023424 , 0.916231 , 0.013583 },{ -0.427951 , 0.300299 , 0.852454}},
30517 {{-0.024016 , 0.914039 , 0.014058 },{ -0.427951 , 0.300299 , 0.852454}},
30518 {{-0.018979 , 0.913916 , 0.016630 },{ -0.427951 , 0.300299 , 0.852454}},
30519 {{-0.023424 , 0.916231 , 0.013583 },{ -0.428220 , 0.299824 , 0.852486}},
30520 {{-0.018979 , 0.913916 , 0.016630 },{ -0.428220 , 0.299824 , 0.852486}},
30521 {{-0.018523 , 0.915480 , 0.016309 },{ -0.428220 , 0.299824 , 0.852486}},
30522 {{-0.024016 , 0.914039 , 0.014058 },{ -0.428028 , 0.299749 , 0.852609}},
30523 {{-0.024307 , 0.912352 , 0.014505 },{ -0.428028 , 0.299749 , 0.852609}},
30524 {{-0.019268 , 0.912462 , 0.016996 },{ -0.428028 , 0.299749 , 0.852609}},
30525 {{-0.024016 , 0.914039 , 0.014058 },{ -0.428048 , 0.299701 , 0.852616}},
30526 {{-0.019268 , 0.912462 , 0.016996 },{ -0.428048 , 0.299701 , 0.852616}},
30527 {{-0.018979 , 0.913916 , 0.016630 },{ -0.428048 , 0.299701 , 0.852616}},
30528 {{-0.024307 , 0.912352 , 0.014505 },{ -0.428152 , 0.299657 , 0.852579}},
30529 {{-0.024429 , 0.910738 , 0.015011 },{ -0.428152 , 0.299657 , 0.852579}},
30530 {{-0.019379 , 0.911384 , 0.017320 },{ -0.428152 , 0.299657 , 0.852579}},
30531 {{-0.019268 , 0.912462 , 0.016996 },{ -0.427966 , 0.300260 , 0.852461}},
30532 {{-0.024307 , 0.912352 , 0.014505 },{ -0.427966 , 0.300260 , 0.852461}},
30533 {{-0.019379 , 0.911384 , 0.017320 },{ -0.427966 , 0.300260 , 0.852461}},
30534 {{-0.019379 , 0.911384 , 0.017320 },{ -0.428143 , 0.299982 , 0.852470}},
30535 {{-0.024429 , 0.910738 , 0.015011 },{ -0.428143 , 0.299982 , 0.852470}},
30536 {{-0.024406 , 0.909583 , 0.015429 },{ -0.428143 , 0.299982 , 0.852470}},
30537 {{-0.019383 , 0.910387 , 0.017668 },{ -0.428026 , 0.299734 , 0.852615}},
30538 {{-0.024406 , 0.909583 , 0.015429 },{ -0.428026 , 0.299734 , 0.852615}},
30539 {{-0.024282 , 0.908480 , 0.015879 },{ -0.428026 , 0.299734 , 0.852615}},
30540 {{-0.019379 , 0.911384 , 0.017320 },{ -0.428025 , 0.299364 , 0.852746}},
30541 {{-0.024406 , 0.909583 , 0.015429 },{ -0.428025 , 0.299364 , 0.852746}},
30542 {{-0.019383 , 0.910387 , 0.017668 },{ -0.428025 , 0.299364 , 0.852746}},
30543 {{-0.019316 , 0.909696 , 0.017945 },{ -0.428125 , 0.300169 , 0.852413}},
30544 {{-0.024282 , 0.908480 , 0.015879 },{ -0.428125 , 0.300169 , 0.852413}},
30545 {{-0.024053 , 0.907435 , 0.016362 },{ -0.428125 , 0.300169 , 0.852413}},
30546 {{-0.019383 , 0.910387 , 0.017668 },{ -0.428127 , 0.300190 , 0.852404}},
30547 {{-0.024282 , 0.908480 , 0.015879 },{ -0.428127 , 0.300190 , 0.852404}},
30548 {{-0.019316 , 0.909696 , 0.017945 },{ -0.428127 , 0.300190 , 0.852404}},
30549 {{-0.019189 , 0.909056 , 0.018234 },{ -0.428046 , 0.299804 , 0.852580}},
30550 {{-0.024053 , 0.907435 , 0.016362 },{ -0.428046 , 0.299804 , 0.852580}},
30551 {{-0.023717 , 0.906453 , 0.016876 },{ -0.428046 , 0.299804 , 0.852580}},
30552 {{-0.019316 , 0.909696 , 0.017945 },{ -0.428086 , 0.300040 , 0.852478}},
30553 {{-0.024053 , 0.907435 , 0.016362 },{ -0.428086 , 0.300040 , 0.852478}},
30554 {{-0.019189 , 0.909056 , 0.018234 },{ -0.428086 , 0.300040 , 0.852478}},
30555 {{-0.019001 , 0.908469 , 0.018535 },{ -0.428099 , 0.299900 , 0.852521}},
30556 {{-0.023717 , 0.906453 , 0.016876 },{ -0.428099 , 0.299900 , 0.852521}},
30557 {{-0.023272 , 0.905539 , 0.017421 },{ -0.428099 , 0.299900 , 0.852521}},
30558 {{-0.019189 , 0.909056 , 0.018234 },{ -0.428122 , 0.299990 , 0.852477}},
30559 {{-0.023717 , 0.906453 , 0.016876 },{ -0.428122 , 0.299990 , 0.852477}},
30560 {{-0.019001 , 0.908469 , 0.018535 },{ -0.428122 , 0.299990 , 0.852477}},
30561 {{-0.018753 , 0.907937 , 0.018846 },{ -0.427925 , 0.299721 , 0.852671}},
30562 {{-0.023272 , 0.905539 , 0.017421 },{ -0.427925 , 0.299721 , 0.852671}},
30563 {{-0.022714 , 0.904697 , 0.017997 },{ -0.427925 , 0.299721 , 0.852671}},
30564 {{-0.019001 , 0.908469 , 0.018535 },{ -0.427746 , 0.299229 , 0.852933}},
30565 {{-0.023272 , 0.905539 , 0.017421 },{ -0.427746 , 0.299229 , 0.852933}},
30566 {{-0.018753 , 0.907937 , 0.018846 },{ -0.427746 , 0.299229 , 0.852933}},
30567 {{-0.018445 , 0.907463 , 0.019168 },{ -0.428317 , 0.300240 , 0.852291}},
30568 {{-0.022714 , 0.904697 , 0.017997 },{ -0.428317 , 0.300240 , 0.852291}},
30569 {{-0.022041 , 0.903934 , 0.018604 },{ -0.428317 , 0.300240 , 0.852291}},
30570 {{-0.018753 , 0.907937 , 0.018846 },{ -0.428431 , 0.300476 , 0.852151}},
30571 {{-0.022714 , 0.904697 , 0.017997 },{ -0.428431 , 0.300476 , 0.852151}},
30572 {{-0.018445 , 0.907463 , 0.019168 },{ -0.428431 , 0.300476 , 0.852151}},
30573 {{-0.018206 , 0.907180 , 0.019388 },{ -0.427781 , 0.299415 , 0.852851}},
30574 {{-0.022041 , 0.903934 , 0.018604 },{ -0.427781 , 0.299415 , 0.852851}},
30575 {{-0.021249 , 0.903254 , 0.019240 },{ -0.427781 , 0.299415 , 0.852851}},
30576 {{-0.018445 , 0.907463 , 0.019168 },{ -0.428558 , 0.300521 , 0.852071}},
30577 {{-0.022041 , 0.903934 , 0.018604 },{ -0.428558 , 0.300521 , 0.852071}},
30578 {{-0.018206 , 0.907180 , 0.019388 },{ -0.428558 , 0.300521 , 0.852071}},
30579 {{-0.017940 , 0.906924 , 0.019611 },{ -0.428312 , 0.300016 , 0.852373}},
30580 {{-0.021249 , 0.903254 , 0.019240 },{ -0.428312 , 0.300016 , 0.852373}},
30581 {{-0.020337 , 0.902661 , 0.019907 },{ -0.428312 , 0.300016 , 0.852373}},
30582 {{-0.018206 , 0.907180 , 0.019388 },{ -0.427358 , 0.299075 , 0.853182}},
30583 {{-0.021249 , 0.903254 , 0.019240 },{ -0.427358 , 0.299075 , 0.853182}},
30584 {{-0.017940 , 0.906924 , 0.019611 },{ -0.427358 , 0.299075 , 0.853182}},
30585 {{-0.017648 , 0.906696 , 0.019838 },{ -0.428367 , 0.300043 , 0.852336}},
30586 {{-0.020337 , 0.902661 , 0.019907 },{ -0.428367 , 0.300043 , 0.852336}},
30587 {{-0.019660 , 0.902318 , 0.020368 },{ -0.428367 , 0.300043 , 0.852336}},
30588 {{-0.017940 , 0.906924 , 0.019611 },{ -0.428381 , 0.300052 , 0.852325}},
30589 {{-0.020337 , 0.902661 , 0.019907 },{ -0.428381 , 0.300052 , 0.852325}},
30590 {{-0.017648 , 0.906696 , 0.019838 },{ -0.428381 , 0.300052 , 0.852325}},
30591 {{-0.017158 , 0.906407 , 0.020185 },{ -0.427991 , 0.300031 , 0.852529}},
30592 {{-0.019660 , 0.902318 , 0.020368 },{ -0.427991 , 0.300031 , 0.852529}},
30593 {{-0.018540 , 0.901884 , 0.021083 },{ -0.427991 , 0.300031 , 0.852529}},
30594 {{-0.017648 , 0.906696 , 0.019838 },{ -0.427324 , 0.299644 , 0.852999}},
30595 {{-0.019660 , 0.902318 , 0.020368 },{ -0.427324 , 0.299644 , 0.852999}},
30596 {{-0.017158 , 0.906407 , 0.020185 },{ -0.427324 , 0.299644 , 0.852999}},
30597 {{-0.016067 , 0.906036 , 0.020864 },{ -0.428186 , 0.299997 , 0.852443}},
30598 {{-0.018540 , 0.901884 , 0.021083 },{ -0.428186 , 0.299997 , 0.852443}},
30599 {{-0.017344 , 0.901565 , 0.021796 },{ -0.428186 , 0.299997 , 0.852443}},
30600 {{-0.016609 , 0.906185 , 0.020539 },{ -0.428497 , 0.300171 , 0.852225}},
30601 {{-0.018540 , 0.901884 , 0.021083 },{ -0.428497 , 0.300171 , 0.852225}},
30602 {{-0.016067 , 0.906036 , 0.020864 },{ -0.428497 , 0.300171 , 0.852225}},
30603 {{-0.017158 , 0.906407 , 0.020185 },{ -0.428257 , 0.300082 , 0.852377}},
30604 {{-0.018540 , 0.901884 , 0.021083 },{ -0.428257 , 0.300082 , 0.852377}},
30605 {{-0.016609 , 0.906185 , 0.020539 },{ -0.428257 , 0.300082 , 0.852377}},
30606 {{-0.015530 , 0.905942 , 0.021166 },{ -0.427713 , 0.299994 , 0.852681}},
30607 {{-0.017344 , 0.901565 , 0.021796 },{ -0.427713 , 0.299994 , 0.852681}},
30608 {{-0.016471 , 0.901434 , 0.022280 },{ -0.427713 , 0.299994 , 0.852681}},
30609 {{-0.016067 , 0.906036 , 0.020864 },{ -0.427222 , 0.299834 , 0.852983}},
30610 {{-0.017344 , 0.901565 , 0.021796 },{ -0.427222 , 0.299834 , 0.852983}},
30611 {{-0.015530 , 0.905942 , 0.021166 },{ -0.427222 , 0.299834 , 0.852983}},
30612 {{-0.015000 , 0.905901 , 0.021447 },{ -0.427790 , 0.299879 , 0.852683}},
30613 {{-0.016471 , 0.901434 , 0.022280 },{ -0.427790 , 0.299879 , 0.852683}},
30614 {{-0.015750 , 0.901402 , 0.022653 },{ -0.427790 , 0.299879 , 0.852683}},
30615 {{-0.015530 , 0.905942 , 0.021166 },{ -0.428637 , 0.300066 , 0.852192}},
30616 {{-0.016471 , 0.901434 , 0.022280 },{ -0.428637 , 0.300066 , 0.852192}},
30617 {{-0.015000 , 0.905901 , 0.021447 },{ -0.428637 , 0.300066 , 0.852192}},
30618 {{-0.015000 , 0.905901 , 0.021447 },{ -0.427989 , 0.299885 , 0.852581}},
30619 {{-0.015750 , 0.901402 , 0.022653 },{ -0.427989 , 0.299885 , 0.852581}},
30620 {{-0.015026 , 0.901443 , 0.023002 },{ -0.427989 , 0.299885 , 0.852581}},
30621 {{-0.014478 , 0.905912 , 0.021705 },{ -0.428493 , 0.299906 , 0.852321}},
30622 {{-0.015026 , 0.901443 , 0.023002 },{ -0.428493 , 0.299906 , 0.852321}},
30623 {{-0.014293 , 0.901561 , 0.023329 },{ -0.428493 , 0.299906 , 0.852321}},
30624 {{-0.014478 , 0.905912 , 0.021705 },{ -0.427747 , 0.299922 , 0.852690}},
30625 {{-0.015000 , 0.905901 , 0.021447 },{ -0.427747 , 0.299922 , 0.852690}},
30626 {{-0.015026 , 0.901443 , 0.023002 },{ -0.427747 , 0.299922 , 0.852690}},
30627 {{-0.013966 , 0.905973 , 0.021941 },{ -0.428465 , 0.299899 , 0.852337}},
30628 {{-0.014293 , 0.901561 , 0.023329 },{ -0.428465 , 0.299899 , 0.852337}},
30629 {{-0.013541 , 0.901760 , 0.023637 },{ -0.428465 , 0.299899 , 0.852337}},
30630 {{-0.013966 , 0.905973 , 0.021941 },{ -0.428565 , 0.299891 , 0.852289}},
30631 {{-0.014478 , 0.905912 , 0.021705 },{ -0.428565 , 0.299891 , 0.852289}},
30632 {{-0.014293 , 0.901561 , 0.023329 },{ -0.428565 , 0.299891 , 0.852289}},
30633 {{-0.013466 , 0.906082 , 0.022154 },{ -0.427550 , 0.300023 , 0.852753}},
30634 {{-0.013541 , 0.901760 , 0.023637 },{ -0.427550 , 0.300023 , 0.852753}},
30635 {{-0.012764 , 0.902043 , 0.023927 },{ -0.427550 , 0.300023 , 0.852753}},
30636 {{-0.013466 , 0.906082 , 0.022154 },{ -0.428482 , 0.299894 , 0.852330}},
30637 {{-0.013966 , 0.905973 , 0.021941 },{ -0.428482 , 0.299894 , 0.852330}},
30638 {{-0.013541 , 0.901760 , 0.023637 },{ -0.428482 , 0.299894 , 0.852330}},
30639 {{-0.013466 , 0.906082 , 0.022154 },{ -0.428310 , 0.299763 , 0.852462}},
30640 {{-0.012764 , 0.902043 , 0.023927 },{ -0.428310 , 0.299763 , 0.852462}},
30641 {{-0.011955 , 0.902414 , 0.024203 },{ -0.428310 , 0.299763 , 0.852462}},
30642 {{-0.012509 , 0.906442 , 0.022508 },{ -0.427827 , 0.299954 , 0.852638}},
30643 {{-0.011955 , 0.902414 , 0.024203 },{ -0.427827 , 0.299954 , 0.852638}},
30644 {{-0.010931 , 0.902982 , 0.024517 },{ -0.427827 , 0.299954 , 0.852638}},
30645 {{-0.012509 , 0.906442 , 0.022508 },{ -0.427951 , 0.299917 , 0.852589}},
30646 {{-0.012980 , 0.906239 , 0.022343 },{ -0.427951 , 0.299917 , 0.852589}},
30647 {{-0.011955 , 0.902414 , 0.024203 },{ -0.427951 , 0.299917 , 0.852589}},
30648 {{-0.012980 , 0.906239 , 0.022343 },{ -0.428338 , 0.299747 , 0.852454}},
30649 {{-0.013466 , 0.906082 , 0.022154 },{ -0.428338 , 0.299747 , 0.852454}},
30650 {{-0.011955 , 0.902414 , 0.024203 },{ -0.428338 , 0.299747 , 0.852454}},
30651 {{-0.010931 , 0.902982 , 0.024517 },{ -0.428032 , 0.299980 , 0.852526}},
30652 {{-0.012077 , 0.900210 , 0.024917 },{ -0.428032 , 0.299980 , 0.852526}},
30653 {{-0.008722 , 0.899120 , 0.026985 },{ -0.428032 , 0.299980 , 0.852526}},
30654 {{-0.003068 , 0.912792 , 0.025015 },{ -0.428147 , 0.299896 , 0.852498}},
30655 {{-0.010931 , 0.902982 , 0.024517 },{ -0.428147 , 0.299896 , 0.852498}},
30656 {{-0.008722 , 0.899120 , 0.026985 },{ -0.428147 , 0.299896 , 0.852498}},
30657 {{-0.003068 , 0.912792 , 0.025015 },{ -0.428112 , 0.299867 , 0.852526}},
30658 {{-0.009688 , 0.909186 , 0.022959 },{ -0.428112 , 0.299867 , 0.852526}},
30659 {{-0.010931 , 0.902982 , 0.024517 },{ -0.428112 , 0.299867 , 0.852526}},
30660 {{-0.009688 , 0.909186 , 0.022959 },{ -0.427518 , 0.299826 , 0.852838}},
30661 {{-0.010102 , 0.908536 , 0.022980 },{ -0.427518 , 0.299826 , 0.852838}},
30662 {{-0.010931 , 0.902982 , 0.024517 },{ -0.427518 , 0.299826 , 0.852838}},
30663 {{-0.010102 , 0.908536 , 0.022980 },{ -0.428422 , 0.299835 , 0.852381}},
30664 {{-0.010444 , 0.908090 , 0.022965 },{ -0.428422 , 0.299835 , 0.852381}},
30665 {{-0.010931 , 0.902982 , 0.024517 },{ -0.428422 , 0.299835 , 0.852381}},
30666 {{-0.010444 , 0.908090 , 0.022965 },{ -0.428235 , 0.299844 , 0.852472}},
30667 {{-0.010812 , 0.907681 , 0.022924 },{ -0.428235 , 0.299844 , 0.852472}},
30668 {{-0.010931 , 0.902982 , 0.024517 },{ -0.428235 , 0.299844 , 0.852472}},
30669 {{-0.010812 , 0.907681 , 0.022924 },{ -0.428309 , 0.299835 , 0.852438}},
30670 {{-0.011205 , 0.907310 , 0.022857 },{ -0.428309 , 0.299835 , 0.852438}},
30671 {{-0.010931 , 0.902982 , 0.024517 },{ -0.428309 , 0.299835 , 0.852438}},
30672 {{-0.011205 , 0.907310 , 0.022857 },{ -0.427153 , 0.300095 , 0.852926}},
30673 {{-0.011620 , 0.906978 , 0.022766 },{ -0.427153 , 0.300095 , 0.852926}},
30674 {{-0.010931 , 0.902982 , 0.024517 },{ -0.427153 , 0.300095 , 0.852926}},
30675 {{-0.011620 , 0.906978 , 0.022766 },{ -0.428357 , 0.299686 , 0.852466}},
30676 {{-0.012055 , 0.906689 , 0.022649 },{ -0.428357 , 0.299686 , 0.852466}},
30677 {{-0.010931 , 0.902982 , 0.024517 },{ -0.428357 , 0.299686 , 0.852466}},
30678 {{-0.012055 , 0.906689 , 0.022649 },{ -0.427947 , 0.299880 , 0.852604}},
30679 {{-0.012509 , 0.906442 , 0.022508 },{ -0.427947 , 0.299880 , 0.852604}},
30680 {{-0.010931 , 0.902982 , 0.024517 },{ -0.427947 , 0.299880 , 0.852604}},
30681 {{-0.012127 , 0.915734 , 0.019431 },{ -0.428082 , 0.299944 , 0.852514}},
30682 {{-0.009327 , 0.909896 , 0.022891 },{ -0.428082 , 0.299944 , 0.852514}},
30683 {{-0.003068 , 0.912792 , 0.025015 },{ -0.428082 , 0.299944 , 0.852514}},
30684 {{-0.003068 , 0.912792 , 0.025015 },{ -0.427874 , 0.299235 , 0.852867}},
30685 {{-0.009327 , 0.909896 , 0.022891 },{ -0.427874 , 0.299235 , 0.852867}},
30686 {{-0.009688 , 0.909186 , 0.022959 },{ -0.427874 , 0.299235 , 0.852867}},
30687 {{-0.012127 , 0.915734 , 0.019431 },{ -0.428154 , 0.299898 , 0.852494}},
30688 {{-0.013924 , 0.911389 , 0.020057 },{ -0.428154 , 0.299898 , 0.852494}},
30689 {{-0.009327 , 0.909896 , 0.022891 },{ -0.428154 , 0.299898 , 0.852494}},
30690 };
Vertex
struct Vertex Vertex
Vertex::Position
float Position[3]
Definition: bedna.h:3
pocetPrvku
float pocetPrvku
Definition: worker.h:6
Vertex
Definition: bedna.h:1
vertices
const Vertex vertices[30681]
Definition: worker.h:8
Vertex::Normal
float Normal[3]
Definition: bedna.h:4